ibom.html (1052864B)
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4622 4623 4624 4625 4626 4627 4628 4629 4630 4631 4632 4633 4634 4635 4636 4637 4638 4639 4640 4641 4642 4643 4644 4645 4646 4647 4648 4649 4650 4651 4652 4653 4654 4655 4656 4657 4658 4659 4660 4661 4662 4663 4664 4665 4666 4667 4668 4669 4670 4671 4672 4673 4674 4675 4676 4677 4678 4679 4680 4681 4682 4683 4684 4685 4686 4687 4688 4689 4690 4691 4692 4693 4694 4695 4696 4697 4698 4699 4700 4701 4702 4703 4704 4705 4706 4707 4708 4709 4710 4711 4712 4713 4714 4715 4716 4717 | <!DOCTYPE html> <html lang="en"> <head> <meta charset="UTF-8"> <meta name="viewport" content="width=device-width, initial-scale=1.0"> <title>Interactive BOM for KiCAD</title> <style type="text/css"> :root { --pcb-edge-color: black; --pad-color: #878787; --pad-hole-color: #CCCCCC; --pad-color-highlight: #D04040; --pad-color-highlight-both: #D0D040; --pad-color-highlight-marked: #44a344; --pin1-outline-color: #ffb629; --pin1-outline-color-highlight: #ffb629; --pin1-outline-color-highlight-both: #fcbb39; --pin1-outline-color-highlight-marked: #fdbe41; --silkscreen-edge-color: #aa4; --silkscreen-polygon-color: #4aa; --silkscreen-text-color: #4aa; --fabrication-edge-color: #907651; --fabrication-polygon-color: #907651; --fabrication-text-color: #a27c24; --track-color: #def5f1; --track-color-highlight: #D04040; --zone-color: #def5f1; --zone-color-highlight: #d0404080; } html, body { margin: 0px; height: 100%; font-family: Verdana, sans-serif; } .dark.topmostdiv { --pcb-edge-color: #eee; --pad-color: #808080; --pin1-outline-color: #ffa800; --pin1-outline-color-highlight: #ccff00; --track-color: #42524f; --zone-color: #42524f; background-color: #252c30; color: #eee; } button { background-color: #eee; border: 1px solid #888; color: black; height: 44px; width: 44px; text-align: center; text-decoration: none; display: inline-block; font-size: 14px; font-weight: bolder; } .dark button { /* This will be inverted */ background-color: #c3b7b5; } button.depressed { background-color: #0a0; color: white; } .dark button.depressed { /* This will be inverted */ background-color: #b3b; } button:focus { outline: 0; } button#tb-btn { background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A"); } button#lr-btn { background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A"); } button#bom-btn { background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E"); } button#bom-grouped-btn { background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E"); } button#bom-ungrouped-btn { background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E"); } button#bom-netlist-btn { background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E"); } button#copy { background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E"); background-position: 6px 6px; background-repeat: no-repeat; background-size: 26px 26px; border-radius: 6px; height: 40px; width: 40px; margin: 10px 5px; } button#copy:active { box-shadow: inset 0px 0px 5px #6c6c6c; } textarea.clipboard-temp { position: fixed; top: 0; left: 0; width: 2em; height: 2em; padding: 0; border: None; outline: None; box-shadow: None; background: transparent; } .left-most-button { border-right: 0; border-top-left-radius: 6px; border-bottom-left-radius: 6px; } .middle-button { border-right: 0; } .right-most-button { border-top-right-radius: 6px; border-bottom-right-radius: 6px; } .button-container { font-size: 0; margin: 0.4rem 0.4rem 0.4rem 0; } .dark .button-container { filter: invert(1); } .button-container button { background-size: 32px 32px; background-position: 5px 5px; background-repeat: no-repeat; } @media print { .hideonprint { display: none; } } canvas { cursor: crosshair; } canvas:active { cursor: grabbing; } .fileinfo { width: 100%; max-width: 1000px; border: none; padding: 3px; } .fileinfo .title { font-size: 20pt; font-weight: bold; } .fileinfo td { overflow: hidden; white-space: nowrap; max-width: 1px; width: 50%; text-overflow: ellipsis; } .bom { border-collapse: collapse; font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace; font-size: 10pt; table-layout: fixed; width: 100%; margin-top: 1px; position: relative; } .bom th, .bom td { border: 1px solid black; padding: 5px; word-wrap: break-word; text-align: center; position: relative; } .dark .bom th, .dark .bom td { border: 1px solid #777; } .bom th { background-color: #CCCCCC; background-clip: padding-box; } .dark .bom th { background-color: #3b4749; } .bom tr.highlighted:nth-child(n) { background-color: #cfc; } .dark .bom tr.highlighted:nth-child(n) { background-color: #226022; } .bom tr:nth-child(even) { background-color: #f2f2f2; } .dark .bom tr:nth-child(even) { background-color: #313b40; } .bom tr.checked { color: #1cb53d; } .dark .bom tr.checked { color: #2cce54; } .bom tr { transition: background-color 0.2s; } .bom .numCol { width: 30px; } .bom .value { width: 15%; } .bom .quantity { width: 65px; } .bom th .sortmark { position: absolute; right: 1px; top: 1px; margin-top: -5px; border-width: 5px; border-style: solid; border-color: transparent transparent #221 transparent; transform-origin: 50% 85%; transition: opacity 0.2s, transform 0.4s; } .dark .bom th .sortmark { filter: invert(1); } .bom th .sortmark.none { opacity: 0; } .bom th .sortmark.desc { transform: rotate(180deg); } .bom th:hover .sortmark.none { opacity: 0.5; } .bom .bom-checkbox { width: 30px; position: relative; user-select: none; -moz-user-select: none; } .bom .bom-checkbox:before { content: ""; position: absolute; border-width: 15px; border-style: solid; border-color: #51829f transparent transparent transparent; visibility: hidden; top: -15px; } .bom .bom-checkbox:after { content: "Double click to set/unset all"; position: absolute; color: white; top: -35px; left: -26px; background: #51829f; padding: 5px 15px; border-radius: 8px; white-space: nowrap; visibility: hidden; } .bom .bom-checkbox:hover:before, .bom .bom-checkbox:hover:after { visibility: visible; transition: visibility 0.2s linear 1s; } .split { -webkit-box-sizing: border-box; -moz-box-sizing: border-box; box-sizing: border-box; overflow-y: auto; overflow-x: hidden; background-color: inherit; } .split.split-horizontal, .gutter.gutter-horizontal { height: 100%; float: left; } .gutter { background-color: #ddd; background-repeat: no-repeat; background-position: 50%; transition: background-color 0.3s; } .dark .gutter { background-color: #777; } .gutter.gutter-horizontal { background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAeCAYAAADkftS9AAAAIklEQVQoU2M4c+bMfxAGAgYYmwGrIIiDjrELjpo5aiZeMwF+yNnOs5KSvgAAAABJRU5ErkJggg=='); cursor: ew-resize; width: 5px; } .gutter.gutter-vertical { background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAFAQMAAABo7865AAAABlBMVEVHcEzMzMzyAv2sAAAAAXRSTlMAQObYZgAAABBJREFUeF5jOAMEEAIEEFwAn3kMwcB6I2AAAAAASUVORK5CYII='); cursor: ns-resize; height: 5px; } .searchbox { float: left; height: 40px; margin: 10px 5px; padding: 12px 32px; font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace; font-size: 18px; box-sizing: border-box; border: 1px solid #888; border-radius: 6px; outline: none; background-color: #eee; transition: background-color 0.2s, border 0.2s; background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAABNklEQVQ4T8XSMUvDQBQH8P/LElFa/AIZHcTBQSz0I/gFstTBRR2KUC4ldDxw7h0Bl3RRUATxi4iiODgoiLNrbQYp5J6cpJJqomkX33Z37/14d/dIa33MzDuYI4johOI4XhyNRteO46zNYjDzAxE1yBZprVeZ+QbAUhXEGJMA2Ox2u4+fQIa0mPmsCgCgJYQ4t7lfgF0opQYAdv9ABkKI/UnOFCClXKjX61cA1osQY8x9kiRNKeV7IWA3oyhaSdP0FkAtjxhj3hzH2RBCPOf3pzqYHCilfAAX+URm9oMguPzeWSGQvUcMYC8rOBJCHBRdqxTo9/vbRHRqi8bj8XKv1xvODbiuW2u32/bvf0SlDv4XYOY7z/Mavu+nM1+BmQ+NMc0wDF/LprP0DbTWW0T00ul0nn4b7Q87+X4Qmfiq2wAAAABJRU5ErkJggg=='); background-position: 10px 10px; background-repeat: no-repeat; } .dark .searchbox { background-color: #111; color: #eee; } .searchbox::placeholder { color: #ccc; } .dark .searchbox::placeholder { color: #666; } .filter { width: calc(60% - 64px); } .reflookup { width: calc(40% - 10px); } input[type=text]:focus { background-color: white; border: 1px solid #333; } .dark input[type=text]:focus { background-color: #333; border: 1px solid #ccc; } mark.highlight { background-color: #5050ff; color: #fff; padding: 2px; border-radius: 6px; } .dark mark.highlight { background-color: #76a6da; color: #111; } .menubtn { background-color: white; border: none; background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A"); background-position: center; background-repeat: no-repeat; } .statsbtn { background-color: white; border: none; background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E"); background-position: center; background-repeat: no-repeat; } .iobtn { background-color: white; border: none; background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E"); background-position: center; background-repeat: no-repeat; } .visbtn { background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E"); background-position: center; background-repeat: no-repeat; padding: 15px; } #vismenu-content { left: 0px; font-family: Verdana, sans-serif; } .dark .statsbtn, .dark .savebtn, .dark .menubtn, .dark .iobtn, .dark .visbtn { filter: invert(1); } .flexbox { display: flex; align-items: center; justify-content: space-between; width: 100%; } .savebtn { background-color: #d6d6d6; width: auto; height: 30px; flex-grow: 1; margin: 5px; border-radius: 4px; } .savebtn:active { background-color: #0a0; color: white; } .dark .savebtn:active { /* This will be inverted */ background-color: #b3b; } .stats { border-collapse: collapse; font-size: 12pt; table-layout: fixed; width: 100%; min-width: 450px; } .dark .stats td { border: 1px solid #bbb; } .stats td { border: 1px solid black; padding: 5px; word-wrap: break-word; text-align: center; position: relative; } #checkbox-stats div { position: absolute; left: 0; top: 0; height: 100%; width: 100%; display: flex; align-items: center; justify-content: center; } #checkbox-stats .bar { background-color: rgba(28, 251, 0, 0.6); } .menu { position: relative; display: inline-block; margin: 0.4rem 0.4rem 0.4rem 0; } .menu-content { font-size: 12pt !important; text-align: left !important; font-weight: normal !important; display: none; position: absolute; background-color: white; right: 0; min-width: 300px; box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2); z-index: 100; padding: 8px; } .dark .menu-content { background-color: #111; } .menu:hover .menu-content { display: block; } .menu:hover .menubtn, .menu:hover .iobtn, .menu:hover .statsbtn { background-color: #eee; } .menu-label { display: inline-block; padding: 8px; border: 1px solid #ccc; border-top: 0; width: calc(100% - 18px); } .menu-label-top { border-top: 1px solid #ccc; } .menu-textbox { float: left; height: 24px; margin: 10px 5px; padding: 5px 5px; font-family: 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b.dispatchEvent(a)},asyncDispatchEvent:function(a){requestAnimationFrame(this.dispatchEvent.bind(this,a))}};u.boundHandler=u.eventHandler.bind(u);var v={shadow:function(a){if(a)return a.shadowRoot||a.webkitShadowRoot},canTarget:function(a){return a&&Boolean(a.elementFromPoint)},targetingShadow:function(a){var b=this.shadow(a);if(this.canTarget(b))return b},olderShadow:function(a){var b=a.olderShadowRoot;if(!b){var c=a.querySelector("shadow");c&&(b=c.olderShadowRoot)}return b},allShadows:function(a){for(var b=[],c=this.shadow(a);c;)b.push(c),c=this.olderShadow(c);return b},searchRoot:function(a,b,c){if(a){var d,e,f=a.elementFromPoint(b,c);for(e=this.targetingShadow(f);e;){if(d=e.elementFromPoint(b,c)){var g=this.targetingShadow(d);return this.searchRoot(g,b,c)||d} e=this.olderShadow(e)} return f}},owner:function(a){ for(var b=a;b.parentNode;)b=b.parentNode; return b.nodeType!==Node.DOCUMENT_NODE&&b.nodeType!==Node.DOCUMENT_FRAGMENT_NODE&&(b=document),b},findTarget:function(a){var b=a.clientX,c=a.clientY,d=this.owner(a.target); return d.elementFromPoint(b,c)||(d=document),this.searchRoot(d,b,c)}},w=Array.prototype.forEach.call.bind(Array.prototype.forEach),x=Array.prototype.map.call.bind(Array.prototype.map),y=Array.prototype.slice.call.bind(Array.prototype.slice),z=Array.prototype.filter.call.bind(Array.prototype.filter),A=window.MutationObserver||window.WebKitMutationObserver,B="[touch-action]",C={subtree:!0,childList:!0,attributes:!0,attributeOldValue:!0,attributeFilter:["touch-action"]};c.prototype={watchSubtree:function(a){ // this.observer&&v.canTarget(a)&&this.observer.observe(a,C)},enableOnSubtree:function(a){this.watchSubtree(a),a===document&&"complete"!==document.readyState?this.installOnLoad():this.installNewSubtree(a)},installNewSubtree:function(a){w(this.findElements(a),this.addElement,this)},findElements:function(a){return a.querySelectorAll?a.querySelectorAll(B):[]},removeElement:function(a){this.removeCallback(a)},addElement:function(a){this.addCallback(a)},elementChanged:function(a,b){this.changedCallback(a,b)},concatLists:function(a,b){return a.concat(y(b))}, installOnLoad:function(){document.addEventListener("readystatechange",function(){"complete"===document.readyState&&this.installNewSubtree(document)}.bind(this))},isElement:function(a){return a.nodeType===Node.ELEMENT_NODE},flattenMutationTree:function(a){ var b=x(a,this.findElements,this); return b.push(z(a,this.isElement)),b.reduce(this.concatLists,[])},mutationWatcher:function(a){a.forEach(this.mutationHandler,this)},mutationHandler:function(a){if("childList"===a.type){var b=this.flattenMutationTree(a.addedNodes);b.forEach(this.addElement,this);var c=this.flattenMutationTree(a.removedNodes);c.forEach(this.removeElement,this)}else"attributes"===a.type&&this.elementChanged(a.target,a.oldValue)}};var D=["none","auto","pan-x","pan-y",{rule:"pan-x 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0!==b.which&&c?a.buttons=c.buttons:a.buttons=0,b.buttons=a.buttons},mousedown:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);K||(c.buttons=J[c.button],b&&(c.buttons|=b.buttons),a.buttons=c.buttons),H.set(this.POINTER_ID,a),b&&0!==b.buttons?u.move(c):u.down(c)}},mousemove:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.move(b)}},mouseup:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);if(!K){var d=J[c.button]; c.buttons=b?b.buttons&~d:0,a.buttons=c.buttons}H.set(this.POINTER_ID,a), c.buttons&=~J[c.button],0===c.buttons?u.up(c):u.move(c)}},mouseover:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.enterOver(b)}},mouseout:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,u.leaveOut(b)}},cancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.deactivateMouse()},deactivateMouse:function(){H["delete"](this.POINTER_ID)}},O=u.captureInfo,P=v.findTarget.bind(v),Q=v.allShadows.bind(v),R=u.pointermap,S=2500,T=200,U="touch-action",V={events:["touchstart","touchmove","touchend","touchcancel"],register:function(a){M.enableOnSubtree(a)},unregister:function(){},elementAdded:function(a){var b=a.getAttribute(U),c=this.touchActionToScrollType(b);c&&(a._scrollType=c,u.listen(a,this.events), Q(a).forEach(function(a){a._scrollType=c,u.listen(a,this.events)},this))},elementRemoved:function(a){a._scrollType=void 0,u.unlisten(a,this.events), Q(a).forEach(function(a){a._scrollType=void 0,u.unlisten(a,this.events)},this)},elementChanged:function(a,b){var c=a.getAttribute(U),d=this.touchActionToScrollType(c),e=this.touchActionToScrollType(b); d&&e?(a._scrollType=d,Q(a).forEach(function(a){a._scrollType=d},this)):e?this.elementRemoved(a):d&&this.elementAdded(a)},scrollTypes:{EMITTER:"none",XSCROLLER:"pan-x",YSCROLLER:"pan-y",SCROLLER:/^(?:pan-x pan-y)|(?:pan-y pan-x)|auto$/},touchActionToScrollType:function(a){var b=a,c=this.scrollTypes;return"none"===b?"none":b===c.XSCROLLER?"X":b===c.YSCROLLER?"Y":c.SCROLLER.exec(b)?"XY":void 0},POINTER_TYPE:"touch",firstTouch:null,isPrimaryTouch:function(a){return this.firstTouch===a.identifier},setPrimaryTouch:function(a){ (0===R.size||1===R.size&&R.has(1))&&(this.firstTouch=a.identifier,this.firstXY={X:a.clientX,Y:a.clientY},this.scrolling=!1,this.cancelResetClickCount())},removePrimaryPointer:function(a){a.isPrimary&&(this.firstTouch=null,this.firstXY=null,this.resetClickCount())},clickCount:0,resetId:null,resetClickCount:function(){var a=function(){this.clickCount=0,this.resetId=null}.bind(this);this.resetId=setTimeout(a,T)},cancelResetClickCount:function(){this.resetId&&clearTimeout(this.resetId)},typeToButtons:function(a){var b=0;return"touchstart"!==a&&"touchmove"!==a||(b=1),b},touchToPointer:function(a){var b=this.currentTouchEvent,c=u.cloneEvent(a),d=c.pointerId=a.identifier+2;c.target=O[d]||P(c),c.bubbles=!0,c.cancelable=!0,c.detail=this.clickCount,c.button=0,c.buttons=this.typeToButtons(b.type),c.width=2*(a.radiusX||a.webkitRadiusX||0),c.height=2*(a.radiusY||a.webkitRadiusY||0),c.pressure=a.force||a.webkitForce||.5,c.isPrimary=this.isPrimaryTouch(a),c.pointerType=this.POINTER_TYPE, c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey; var e=this;return c.preventDefault=function(){e.scrolling=!1,e.firstXY=null,b.preventDefault()},c},processTouches:function(a,b){var c=a.changedTouches;this.currentTouchEvent=a;for(var d,e=0;e<c.length;e++)d=c[e],b.call(this,this.touchToPointer(d))}, shouldScroll:function(a){if(this.firstXY){var b,c=a.currentTarget._scrollType;if("none"===c) b=!1;else if("XY"===c) b=!0;else{var d=a.changedTouches[0],e=c,f="Y"===c?"X":"Y",g=Math.abs(d["client"+e]-this.firstXY[e]),h=Math.abs(d["client"+f]-this.firstXY[f]); b=g>=h}return this.firstXY=null,b}},findTouch:function(a,b){for(var c,d=0,e=a.length;d<e&&(c=a[d]);d++)if(c.identifier===b)return!0}, vacuumTouches:function(a){var b=a.touches; if(R.size>=b.length){var c=[];R.forEach(function(a,d){ if(1!==d&&!this.findTouch(b,d-2)){var e=a.out;c.push(e)}},this),c.forEach(this.cancelOut,this)}},touchstart:function(a){this.vacuumTouches(a),this.setPrimaryTouch(a.changedTouches[0]),this.dedupSynthMouse(a),this.scrolling||(this.clickCount++,this.processTouches(a,this.overDown))},overDown:function(a){R.set(a.pointerId,{target:a.target,out:a,outTarget:a.target}),u.enterOver(a),u.down(a)},touchmove:function(a){this.scrolling||(this.shouldScroll(a)?(this.scrolling=!0,this.touchcancel(a)):(a.preventDefault(),this.processTouches(a,this.moveOverOut)))},moveOverOut:function(a){var b=a,c=R.get(b.pointerId); if(c){var d=c.out,e=c.outTarget;u.move(b),d&&e!==b.target&&(d.relatedTarget=b.target,b.relatedTarget=e, d.target=e,b.target?(u.leaveOut(d),u.enterOver(b)):( b.target=e,b.relatedTarget=null,this.cancelOut(b))),c.out=b,c.outTarget=b.target}},touchend:function(a){this.dedupSynthMouse(a),this.processTouches(a,this.upOut)},upOut:function(a){this.scrolling||(u.up(a),u.leaveOut(a)),this.cleanUpPointer(a)},touchcancel:function(a){this.processTouches(a,this.cancelOut)},cancelOut:function(a){u.cancel(a),u.leaveOut(a),this.cleanUpPointer(a)},cleanUpPointer:function(a){R["delete"](a.pointerId),this.removePrimaryPointer(a)}, dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0]; if(this.isPrimaryTouch(c)){ var d={x:c.clientX,y:c.clientY};b.push(d);var e=function(a,b){var c=a.indexOf(b);c>-1&&a.splice(c,1)}.bind(null,b,d);setTimeout(e,S)}}};M=new c(V.elementAdded,V.elementRemoved,V.elementChanged,V);var W,X,Y,Z=u.pointermap,$=window.MSPointerEvent&&"number"==typeof window.MSPointerEvent.MSPOINTER_TYPE_MOUSE,_={events:["MSPointerDown","MSPointerMove","MSPointerUp","MSPointerOut","MSPointerOver","MSPointerCancel","MSGotPointerCapture","MSLostPointerCapture"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},POINTER_TYPES:["","unavailable","touch","pen","mouse"],prepareEvent:function(a){var b=a;return $&&(b=u.cloneEvent(a),b.pointerType=this.POINTER_TYPES[a.pointerType]),b},cleanup:function(a){Z["delete"](a)},MSPointerDown:function(a){Z.set(a.pointerId,a);var b=this.prepareEvent(a);u.down(b)},MSPointerMove:function(a){var b=this.prepareEvent(a);u.move(b)},MSPointerUp:function(a){var b=this.prepareEvent(a);u.up(b),this.cleanup(a.pointerId)},MSPointerOut:function(a){var b=this.prepareEvent(a);u.leaveOut(b)},MSPointerOver:function(a){var b=this.prepareEvent(a);u.enterOver(b)},MSPointerCancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.cleanup(a.pointerId)},MSLostPointerCapture:function(a){var b=u.makeEvent("lostpointercapture",a);u.dispatchEvent(b)},MSGotPointerCapture:function(a){var b=u.makeEvent("gotpointercapture",a);u.dispatchEvent(b)}},aa=window.navigator;aa.msPointerEnabled?(W=function(a){i(a),j(this),k(a)&&(u.setCapture(a,this,!0),this.msSetPointerCapture(a))},X=function(a){i(a),u.releaseCapture(a,!0),this.msReleasePointerCapture(a)}):(W=function(a){i(a),j(this),k(a)&&u.setCapture(a,this)},X=function(a){i(a),u.releaseCapture(a)}),Y=function(a){return!!u.captureInfo[a]},g(),h(),l();var ba={dispatcher:u,Installer:c,PointerEvent:a,PointerMap:p,targetFinding:v};return ba}); /////////////////////////////////////////////// /////////////////////////////////////////////// var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "offset_back_rotation": false, "kicad_text_formatting": true, "mark_when_checked": "", "fields": ["Value", "Footprint"]} /////////////////////////////////////////////// /////////////////////////////////////////////// var pcbdata = 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")) /////////////////////////////////////////////// /////////////////////////////////////////////// /* Utility functions */ var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' + pcbdata.metadata.revision + '__#'; var storage; function initStorage(key) { try { window.localStorage.getItem("blank"); storage = window.localStorage; } catch (e) { // localStorage not available } if (!storage) { try { window.sessionStorage.getItem("blank"); storage = window.sessionStorage; } catch (e) { // sessionStorage also not available } } } function readStorage(key) { if (storage) { return storage.getItem(storagePrefix + key); } else { return null; } } function writeStorage(key, value) { if (storage) { storage.setItem(storagePrefix + key, value); } } function fancyDblClickHandler(el, onsingle, ondouble) { return function () { if (el.getAttribute("data-dblclick") == null) { el.setAttribute("data-dblclick", 1); setTimeout(function () { if (el.getAttribute("data-dblclick") == 1) { onsingle(); } el.removeAttribute("data-dblclick"); }, 200); } else { el.removeAttribute("data-dblclick"); ondouble(); } } } function smoothScrollToRow(rowid) { document.getElementById(rowid).scrollIntoView({ behavior: "smooth", block: "center", inline: "nearest" }); } function focusInputField(input) { input.scrollIntoView(false); input.focus(); input.select(); } function saveBomTable(output) { var text = ''; for (var node of bomhead.childNodes[0].childNodes) { if (node.firstChild) { var name = node.firstChild.nodeValue ?? ""; text += (output == 'csv' ? `"${name}"` : name); } if (node != bomhead.childNodes[0].lastChild) { text += (output == 'csv' ? ',' : '\t'); } } text += '\n'; for (var row of bombody.childNodes) { for (var cell of row.childNodes) { let val = ''; for (var node of cell.childNodes) { if (node.nodeName == "INPUT") { if (node.checked) { val += '✓'; } } else if ((node.nodeName == "MARK") || (node.nodeName == "A")) { val += node.firstChild.nodeValue; } else { val += node.nodeValue; } } if (output == 'csv') { val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters if (isNumeric(val)) { val = +val; // use number } else { val = `"${val}"`; // enclosed within double-quote } } text += val; if (cell != row.lastChild) { text += (output == 'csv' ? ',' : '\t'); } } text += '\n'; } if (output != 'clipboard') { // To file: csv or txt var blob = new Blob([text], { type: `text/${output}` }); saveFile(`${pcbdata.metadata.title}.${output}`, blob); } else { // To clipboard var textArea = document.createElement("textarea"); textArea.classList.add('clipboard-temp'); textArea.value = text; document.body.appendChild(textArea); textArea.focus(); textArea.select(); try { if (document.execCommand('copy')) { console.log('Bom copied to clipboard.'); } } catch (err) { console.log('Can not copy to clipboard.'); } document.body.removeChild(textArea); } } function isNumeric(str) { /* https://stackoverflow.com/a/175787 */ return (typeof str != "string" ? false : !isNaN(str) && !isNaN(parseFloat(str))); } function removeGutterNode(node) { for (var i = 0; i < node.childNodes.length; i++) { if (node.childNodes[i].classList && node.childNodes[i].classList.contains("gutter")) { node.removeChild(node.childNodes[i]); break; } } } function cleanGutters() { removeGutterNode(document.getElementById("bot")); removeGutterNode(document.getElementById("canvasdiv")); } var units = { prefixes: { giga: ["G", "g", "giga", "Giga", "GIGA"], mega: ["M", "mega", "Mega", "MEGA"], kilo: ["K", "k", "kilo", "Kilo", "KILO"], milli: ["m", "milli", "Milli", "MILLI"], micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ nano: ["N", "n", "nano", "Nano", "NANO"], pico: ["P", "p", "pico", "Pico", "PICO"], }, unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"], unitsLong: [ "OHM", "Ohm", "ohm", "ohms", "FARAD", "Farad", "farad", "HENRY", "Henry", "henry" ], getMultiplier: function (s) { if (this.prefixes.giga.includes(s)) return 1e9; if (this.prefixes.mega.includes(s)) return 1e6; if (this.prefixes.kilo.includes(s)) return 1e3; if (this.prefixes.milli.includes(s)) return 1e-3; if (this.prefixes.micro.includes(s)) return 1e-6; if (this.prefixes.nano.includes(s)) return 1e-9; if (this.prefixes.pico.includes(s)) return 1e-12; return 1; }, valueRegex: null, valueAltRegex: null, } function initUtils() { var allPrefixes = units.prefixes.giga .concat(units.prefixes.mega) .concat(units.prefixes.kilo) .concat(units.prefixes.milli) .concat(units.prefixes.micro) .concat(units.prefixes.nano) .concat(units.prefixes.pico); var allUnits = units.unitsShort.concat(units.unitsLong); units.valueRegex = new RegExp("^([0-9\.]+)" + "\\s*(" + allPrefixes.join("|") + ")?" + "(" + allUnits.join("|") + ")?" + "(\\b.*)?$", ""); units.valueAltRegex = new RegExp("^([0-9]*)" + "(" + units.unitsShort.join("|") + ")?" + "([GgMmKkUuNnPp])?" + "([0-9]*)" + "(\\b.*)?$", ""); if (config.fields.includes("Value")) { var index = config.fields.indexOf("Value"); pcbdata.bom["parsedValues"] = {}; var allList = getBomListByLayer('FB').flat(); for (var id in pcbdata.bom.fields) { var ref_key = allList.find(item => item[1] == Number(id)) || []; pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index], ref_key[0] || ''); } } } function parseValue(val, ref) { var inferUnit = (unit, ref) => { if (unit) { unit = unit.toLowerCase(); if (unit == 'Ω' || unit == "ohm" || unit == "ohms") { unit = 'r'; } return unit[0]; } var resarr = /^([a-z]+)\d+$/i.exec(ref); switch (Array.isArray(resarr) && resarr[1].toLowerCase()) { case "c": return 'f'; case "l": return 'h'; case "r": case "rv": return 'r'; } return null; }; val = val.replace(/,/g, ""); var match = units.valueRegex.exec(val); if (Array.isArray(match)) { var unit = inferUnit(match[3], ref); var val_i = parseFloat(match[1]); if (!unit) return null; if (match[2]) { val_i = val_i * units.getMultiplier(match[2]); } return { val: val_i, unit: unit, extra: match[4], } } match = units.valueAltRegex.exec(val); if (Array.isArray(match) && (match[1] || match[4])) { var unit = inferUnit(match[2], ref); var val_i = parseFloat(match[1] + "." + match[4]); if (!unit) return null; if (match[3]) { val_i = val_i * units.getMultiplier(match[3]); } return { val: val_i, unit: unit, extra: match[5], } } return null; } function valueCompare(a, b, stra, strb) { if (a === null && b === null) { // Failed to parse both values, compare them as strings. if (stra != strb) return stra > strb ? 1 : -1; else return 0; } else if (a === null) { return 1; } else if (b === null) { return -1; } else { if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1; else if (a.val != b.val) return a.val > b.val ? 1 : -1; else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1; else return 0; } } function validateSaveImgDimension(element) { var valid = false; var intValue = 0; if (/^[1-9]\d*$/.test(element.value)) { intValue = parseInt(element.value); if (intValue <= 16000) { valid = true; } } if (valid) { element.classList.remove("invalid"); } else { element.classList.add("invalid"); } return intValue; } function saveImage(layer) { var width = validateSaveImgDimension(document.getElementById("render-save-width")); var height = validateSaveImgDimension(document.getElementById("render-save-height")); var bgcolor = null; if (!document.getElementById("render-save-transparent").checked) { var style = getComputedStyle(topmostdiv); bgcolor = style.getPropertyValue("background-color"); } if (!width || !height) return; // Prepare image var canvas = document.createElement("canvas"); var layerdict = { transform: { x: 0, y: 0, s: 1, panx: 0, pany: 0, zoom: 1, }, bg: canvas, fab: canvas, silk: canvas, highlight: canvas, layer: layer, } // Do the rendering recalcLayerScale(layerdict, width, height); prepareLayer(layerdict); clearCanvas(canvas, bgcolor); drawBackground(layerdict, false); drawHighlightsOnLayer(layerdict, false); // Save image var imgdata = canvas.toDataURL("image/png"); var filename = pcbdata.metadata.title; if (pcbdata.metadata.revision) { filename += `.${pcbdata.metadata.revision}`; } filename += `.${layer}.png`; saveFile(filename, dataURLtoBlob(imgdata)); } function saveSettings() { var data = { type: "InteractiveHtmlBom settings", version: 1, pcbmetadata: pcbdata.metadata, settings: settings, } var blob = new Blob([JSON.stringify(data, null, 4)], { type: "application/json" }); saveFile(`${pcbdata.metadata.title}.settings.json`, blob); } function loadSettings() { var input = document.createElement("input"); input.type = "file"; input.accept = ".settings.json"; input.onchange = function (e) { var file = e.target.files[0]; var reader = new FileReader(); reader.onload = readerEvent => { var content = readerEvent.target.result; var newSettings; try { newSettings = JSON.parse(content); } catch (e) { alert("Selected file is not InteractiveHtmlBom settings file."); return; } if (newSettings.type != "InteractiveHtmlBom settings") { alert("Selected file is not InteractiveHtmlBom settings file."); return; } var metadataMatches = newSettings.hasOwnProperty("pcbmetadata"); if (metadataMatches) { for (var k in pcbdata.metadata) { if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) { metadataMatches = false; } } } if (!metadataMatches) { var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4); var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4); if (!confirm( `Settins file metadata does not match current metadata.\n\n` + `Page metadata:\n${currentMetadata}\n\n` + `Settings file metadata:\n${fileMetadata}\n\n` + `Press OK if you would like to import settings anyway.`)) { return; } } overwriteSettings(newSettings.settings); } reader.readAsText(file, 'UTF-8'); } input.click(); } function resetSettings() { if (!confirm( `This will reset all checkbox states and other settings.\n\n` + `Press OK if you want to continue.`)) { return; } if (storage) { var keys = []; for (var i = 0; i < storage.length; i++) { var key = storage.key(i); if (key.startsWith(storagePrefix)) keys.push(key); } for (var key of keys) storage.removeItem(key); } location.reload(); } function overwriteSettings(newSettings) { initDone = false; Object.assign(settings, newSettings); writeStorage("bomlayout", settings.bomlayout); writeStorage("bommode", settings.bommode); writeStorage("canvaslayout", settings.canvaslayout); writeStorage("bomCheckboxes", settings.checkboxes.join(",")); document.getElementById("bomCheckboxes").value = settings.checkboxes.join(","); for (var checkbox of settings.checkboxes) { writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]); } writeStorage("markWhenChecked", settings.markWhenChecked); padsVisible(settings.renderPads); document.getElementById("padsCheckbox").checked = settings.renderPads; fabricationVisible(settings.renderFabrication); document.getElementById("fabricationCheckbox").checked = settings.renderFabrication; silkscreenVisible(settings.renderSilkscreen); document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen; referencesVisible(settings.renderReferences); document.getElementById("referencesCheckbox").checked = settings.renderReferences; valuesVisible(settings.renderValues); document.getElementById("valuesCheckbox").checked = settings.renderValues; tracksVisible(settings.renderTracks); document.getElementById("tracksCheckbox").checked = settings.renderTracks; zonesVisible(settings.renderZones); document.getElementById("zonesCheckbox").checked = settings.renderZones; dnpOutline(settings.renderDnpOutline); document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline; setRedrawOnDrag(settings.redrawOnDrag); document.getElementById("dragCheckbox").checked = settings.redrawOnDrag; setHighlightRowOnClick(settings.highlightRowOnClick); document.getElementById("highlightRowOnClickCheckbox").checked = settings.highlightRowOnClick; setDarkMode(settings.darkMode); document.getElementById("darkmodeCheckbox").checked = settings.darkMode; setHighlightPin1(settings.highlightpin1); document.forms.highlightpin1.highlightpin1.value = settings.highlightpin1; writeStorage("boardRotation", settings.boardRotation); document.getElementById("boardRotation").value = settings.boardRotation / 5; document.getElementById("rotationDegree").textContent = settings.boardRotation; setOffsetBackRotation(settings.offsetBackRotation); document.getElementById("offsetBackRotationCheckbox").checked = settings.offsetBackRotation; initDone = true; prepCheckboxes(); changeBomLayout(settings.bomlayout); } function saveFile(filename, blob) { var link = document.createElement("a"); var objurl = URL.createObjectURL(blob); link.download = filename; link.href = objurl; link.click(); } function dataURLtoBlob(dataurl) { var arr = dataurl.split(','), mime = arr[0].match(/:(.*?);/)[1], bstr = atob(arr[1]), n = bstr.length, u8arr = new Uint8Array(n); while (n--) { u8arr[n] = bstr.charCodeAt(n); } return new Blob([u8arr], { type: mime }); } var settings = { canvaslayout: "FB", bomlayout: "left-right", bommode: "grouped", checkboxes: [], checkboxStoredRefs: {}, darkMode: false, highlightpin1: "none", redrawOnDrag: true, boardRotation: 0, offsetBackRotation: false, renderPads: true, renderReferences: true, renderValues: true, renderSilkscreen: true, renderFabrication: true, renderDnpOutline: false, renderTracks: true, renderZones: true, columnOrder: [], hiddenColumns: [], netColors: {}, } function initDefaults() { settings.bomlayout = readStorage("bomlayout"); if (settings.bomlayout === null) { settings.bomlayout = config.bom_view; } if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) { settings.bomlayout = config.bom_view; } settings.bommode = readStorage("bommode"); if (settings.bommode === null) { settings.bommode = "grouped"; } if (settings.bommode == "netlist" && !pcbdata.nets) { settings.bommode = "grouped"; } if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) { settings.bommode = "grouped"; } settings.canvaslayout = readStorage("canvaslayout"); if (settings.canvaslayout === null) { settings.canvaslayout = config.layer_view; } var bomCheckboxes = readStorage("bomCheckboxes"); if (bomCheckboxes === null) { bomCheckboxes = config.checkboxes; } settings.checkboxes = bomCheckboxes.split(",").filter((e) => e); document.getElementById("bomCheckboxes").value = bomCheckboxes; var highlightpin1 = readStorage("highlightpin1") || config.highlight_pin1; if (highlightpin1 === "false") highlightpin1 = "none"; if (highlightpin1 === "true") highlightpin1 = "all"; setHighlightPin1(highlightpin1); document.forms.highlightpin1.highlightpin1.value = highlightpin1; settings.markWhenChecked = readStorage("markWhenChecked"); if (settings.markWhenChecked == null) { settings.markWhenChecked = config.mark_when_checked; } populateMarkWhenCheckedOptions(); function initBooleanSetting(storageString, def, elementId, func) { var b = readStorage(storageString); if (b === null) { b = def; } else { b = (b == "true"); } document.getElementById(elementId).checked = b; func(b); } initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible); initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible); initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible); initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible); initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible); if ("tracks" in pcbdata) { initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible); initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible); } else { document.getElementById("tracksAndZonesCheckboxes").style.display = "none"; tracksVisible(false); zonesVisible(false); } initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline); initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag); initBooleanSetting("highlightRowOnClick", false, "highlightRowOnClickCheckbox", setHighlightRowOnClick); initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode); var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]); var hcols = JSON.parse(readStorage("hiddenColumns")); if (hcols === null) { hcols = []; } settings.hiddenColumns = hcols.filter(e => fields.includes(e)); var cord = JSON.parse(readStorage("columnOrder")); if (cord === null) { cord = fields; } else { cord = cord.filter(e => fields.includes(e)); if (cord.length != fields.length) cord = fields; } settings.columnOrder = cord; settings.boardRotation = readStorage("boardRotation"); if (settings.boardRotation === null) { settings.boardRotation = config.board_rotation * 5; } else { settings.boardRotation = parseInt(settings.boardRotation); } document.getElementById("boardRotation").value = settings.boardRotation / 5; document.getElementById("rotationDegree").textContent = settings.boardRotation; initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation); settings.netColors = JSON.parse(readStorage("netColors")) || {}; } // Helper classes for user js callbacks. const IBOM_EVENT_TYPES = { ALL: "all", HIGHLIGHT_EVENT: "highlightEvent", CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent", BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent", } const EventHandler = { callbacks: {}, init: function () { for (eventType of Object.values(IBOM_EVENT_TYPES)) this.callbacks[eventType] = []; }, registerCallback: function (eventType, callback) { this.callbacks[eventType].push(callback); }, emitEvent: function (eventType, eventArgs) { event = { eventType: eventType, args: eventArgs, } var callback; for (callback of this.callbacks[eventType]) callback(event); for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL]) callback(event); } } EventHandler.init(); /////////////////////////////////////////////// /////////////////////////////////////////////// /* PCB rendering code */ var emptyContext2d = document.createElement("canvas").getContext("2d"); function deg2rad(deg) { return deg * Math.PI / 180; } function calcFontPoint(linepoint, text, offsetx, offsety, tilt) { var point = [ linepoint[0] * text.width + offsetx, linepoint[1] * text.height + offsety ]; // This approximates pcbnew behavior with how text tilts depending on horizontal justification point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt; return point; } function drawText(ctx, text, color) { if ("ref" in text && !settings.renderReferences) return; if ("val" in text && !settings.renderValues) return; ctx.save(); ctx.fillStyle = color; ctx.strokeStyle = color; ctx.lineCap = "round"; ctx.lineJoin = "round"; if ("svgpath" in text) { if ("thickness" in text) { ctx.lineWidth = text.thickness; ctx.stroke(new Path2D(text.svgpath)); } else if ("fillrule" in text) { ctx.fill(new Path2D(text.svgpath), text.fillrule); } ctx.restore(); return; } ctx.lineWidth = text.thickness; if ("polygons" in text) { ctx.fill(getPolygonsPath(text)); ctx.restore(); return; } ctx.translate(...text.pos); ctx.translate(text.thickness * 0.5, 0); var angle = -text.angle; if (text.attr.includes("mirrored")) { ctx.scale(-1, 1); angle = -angle; } var tilt = 0; if (text.attr.includes("italic")) { tilt = 0.125; } var interline = text.height * 1.5 + text.thickness; var txt = text.text.split("\n"); // KiCad ignores last empty line. if (txt[txt.length - 1] == '') txt.pop(); ctx.rotate(deg2rad(angle)); var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset for (var i in txt) { var lineWidth = text.thickness + interline / 2 * tilt; for (var j = 0; j < txt[i].length; j++) { if (txt[i][j] == '\t') { var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width; lineWidth += fourSpaces - lineWidth % fourSpaces; } else { if (txt[i][j] == '~') { j++; if (j == txt[i].length) break; } lineWidth += pcbdata.font_data[txt[i][j]].w * text.width; } } var offsetx = -lineWidth * (text.justify[0] + 1) / 2; var inOverbar = false; for (var j = 0; j < txt[i].length; j++) { if (config.kicad_text_formatting) { if (txt[i][j] == '\t') { var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width; offsetx += fourSpaces - offsetx % fourSpaces; continue; } else if (txt[i][j] == '~') { j++; if (j == txt[i].length) break; if (txt[i][j] != '~') { inOverbar = !inOverbar; } } } var glyph = pcbdata.font_data[txt[i][j]]; if (inOverbar) { var overbarStart = [offsetx, -text.height * 1.4 + offsety]; var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]]; if (!lastHadOverbar) { overbarStart[0] += text.height * 1.4 * tilt; lastHadOverbar = true; } ctx.beginPath(); ctx.moveTo(...overbarStart); ctx.lineTo(...overbarEnd); ctx.stroke(); } else { lastHadOverbar = false; } for (var line of glyph.l) { ctx.beginPath(); ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt)); for (var k = 1; k < line.length; k++) { ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt)); } ctx.stroke(); } offsetx += glyph.w * text.width; } offsety += interline; } ctx.restore(); } function drawedge(ctx, scalefactor, edge, color) { ctx.strokeStyle = color; ctx.fillStyle = color; ctx.lineWidth = Math.max(1 / scalefactor, edge.width); ctx.lineCap = "round"; ctx.lineJoin = "round"; if ("svgpath" in edge) { ctx.stroke(new Path2D(edge.svgpath)); } else { ctx.beginPath(); if (edge.type == "segment") { ctx.moveTo(...edge.start); ctx.lineTo(...edge.end); } if (edge.type == "rect") { ctx.moveTo(...edge.start); ctx.lineTo(edge.start[0], edge.end[1]); ctx.lineTo(...edge.end); ctx.lineTo(edge.end[0], edge.start[1]); ctx.lineTo(...edge.start); } if (edge.type == "arc") { ctx.arc( ...edge.start, edge.radius, deg2rad(edge.startangle), deg2rad(edge.endangle)); } if (edge.type == "circle") { ctx.arc( ...edge.start, edge.radius, 0, 2 * Math.PI); ctx.closePath(); } if (edge.type == "curve") { ctx.moveTo(...edge.start); ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end); } if("filled" in edge && edge.filled) ctx.fill(); else ctx.stroke(); } } function getChamferedRectPath(size, radius, chamfpos, chamfratio) { // chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8 var path = new Path2D(); var width = size[0]; var height = size[1]; var x = width * -0.5; var y = height * -0.5; var chamfOffset = Math.min(width, height) * chamfratio; path.moveTo(x, 0); if (chamfpos & 4) { path.lineTo(x, y + height - chamfOffset); path.lineTo(x + chamfOffset, y + height); path.lineTo(0, y + height); } else { path.arcTo(x, y + height, x + width, y + height, radius); } if (chamfpos & 8) { path.lineTo(x + width - chamfOffset, y + height); path.lineTo(x + width, y + height - chamfOffset); path.lineTo(x + width, 0); } else { path.arcTo(x + width, y + height, x + width, y, radius); } if (chamfpos & 2) { path.lineTo(x + width, y + chamfOffset); path.lineTo(x + width - chamfOffset, y); path.lineTo(0, y); } else { path.arcTo(x + width, y, x, y, radius); } if (chamfpos & 1) { path.lineTo(x + chamfOffset, y); path.lineTo(x, y + chamfOffset); path.lineTo(x, 0); } else { path.arcTo(x, y, x, y + height, radius); } path.closePath(); return path; } function getOblongPath(size) { return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0); } function getPolygonsPath(shape) { if (shape.path2d) { return shape.path2d; } if ("svgpath" in shape) { shape.path2d = new Path2D(shape.svgpath); } else { var path = new Path2D(); for (var polygon of shape.polygons) { path.moveTo(...polygon[0]); for (var i = 1; i < polygon.length; i++) { path.lineTo(...polygon[i]); } path.closePath(); } shape.path2d = path; } return shape.path2d; } function drawPolygonShape(ctx, scalefactor, shape, color) { ctx.save(); if (!("svgpath" in shape)) { ctx.translate(...shape.pos); ctx.rotate(deg2rad(-shape.angle)); } if("filled" in shape && !shape.filled) { ctx.strokeStyle = color; ctx.lineWidth = Math.max(1 / scalefactor, shape.width); ctx.lineCap = "round"; ctx.lineJoin = "round"; ctx.stroke(getPolygonsPath(shape)); } else { ctx.fillStyle = color; ctx.fill(getPolygonsPath(shape)); } ctx.restore(); } function drawDrawing(ctx, scalefactor, drawing, color) { if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) { drawedge(ctx, scalefactor, drawing, color); } else if (drawing.type == "polygon") { drawPolygonShape(ctx, scalefactor, drawing, color); } else { drawText(ctx, drawing, color); } } function getCirclePath(radius) { var path = new Path2D(); path.arc(0, 0, radius, 0, 2 * Math.PI); path.closePath(); return path; } function getCachedPadPath(pad) { if (!pad.path2d) { // if path2d is not set, build one and cache it on pad object if (pad.shape == "rect") { pad.path2d = new Path2D(); pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size); } else if (pad.shape == "oval") { pad.path2d = getOblongPath(pad.size); } else if (pad.shape == "circle") { pad.path2d = getCirclePath(pad.size[0] / 2); } else if (pad.shape == "roundrect") { pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0); } else if (pad.shape == "chamfrect") { pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio) } else if (pad.shape == "custom") { pad.path2d = getPolygonsPath(pad); } } return pad.path2d; } function drawPad(ctx, pad, color, outline) { ctx.save(); ctx.translate(...pad.pos); ctx.rotate(-deg2rad(pad.angle)); if (pad.offset) { ctx.translate(...pad.offset); } ctx.fillStyle = color; ctx.strokeStyle = color; var path = getCachedPadPath(pad); if (outline) { ctx.stroke(path); } else { ctx.fill(path); } ctx.restore(); } function drawPadHole(ctx, pad, padHoleColor) { if (pad.type != "th") return; ctx.save(); ctx.translate(...pad.pos); ctx.rotate(-deg2rad(pad.angle)); ctx.fillStyle = padHoleColor; if (pad.drillshape == "oblong") { ctx.fill(getOblongPath(pad.drillsize)); } else if (pad.drillshape == "rect") { ctx.fill(getChamferedRectPath(pad.drillsize, 0, 0, 0)); } else { ctx.fill(getCirclePath(pad.drillsize[0] / 2)); } ctx.restore(); } function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) { if (highlight) { // draw bounding box if (footprint.layer == layer) { ctx.save(); ctx.globalAlpha = 0.2; ctx.translate(...footprint.bbox.pos); ctx.rotate(deg2rad(-footprint.bbox.angle)); ctx.translate(...footprint.bbox.relpos); ctx.fillStyle = colors.pad; ctx.fillRect(0, 0, ...footprint.bbox.size); ctx.globalAlpha = 1; ctx.strokeStyle = colors.pad; ctx.lineWidth = 3 / scalefactor; ctx.strokeRect(0, 0, ...footprint.bbox.size); ctx.restore(); } } // draw drawings for (var drawing of footprint.drawings) { if (drawing.layer == layer) { drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad); } } ctx.lineWidth = 3 / scalefactor; // draw pads if (settings.renderPads) { for (var pad of footprint.pads) { if (pad.layers.includes(layer)) { drawPad(ctx, pad, colors.pad, outline); if (pad.pin1 && (settings.highlightpin1 == "all" || settings.highlightpin1 == "selected" && highlight)) { drawPad(ctx, pad, colors.outline, true); } } } for (var pad of footprint.pads) { drawPadHole(ctx, pad, colors.padHole); } } } function drawEdgeCuts(canvas, scalefactor) { var ctx = canvas.getContext("2d"); var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color'); for (var edge of pcbdata.edges) { drawDrawing(ctx, scalefactor, edge, edgecolor); } } function drawFootprints(canvas, layer, scalefactor, highlight) { var ctx = canvas.getContext("2d"); ctx.lineWidth = 3 / scalefactor; var style = getComputedStyle(topmostdiv); var colors = { pad: style.getPropertyValue('--pad-color'), padHole: style.getPropertyValue('--pad-hole-color'), outline: style.getPropertyValue('--pin1-outline-color'), } for (var i = 0; i < pcbdata.footprints.length; i++) { var mod = pcbdata.footprints[i]; var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i); var h = highlightedFootprints.includes(i); var d = markedFootprints.has(i); if (highlight) { if(h && d) { colors.pad = style.getPropertyValue('--pad-color-highlight-both'); colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both'); } else if (h) { colors.pad = style.getPropertyValue('--pad-color-highlight'); colors.outline = style.getPropertyValue('--pin1-outline-color-highlight'); } else if (d) { colors.pad = style.getPropertyValue('--pad-color-highlight-marked'); colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked'); } } if( h || d || !highlight) { drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline); } } } function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) { var ctx = canvas.getContext("2d"); for (var d of pcbdata.drawings[layername][layer]) { if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) { drawedge(ctx, scalefactor, d, edgeColor); } else if (d.type == "polygon") { drawPolygonShape(ctx, scalefactor, d, polygonColor); } else { drawText(ctx, d, textColor); } } } function drawTracks(canvas, layer, defaultColor, highlight) { ctx = canvas.getContext("2d"); ctx.lineCap = "round"; var hasHole = (track) => ( 'drillsize' in track && track.start[0] == track.end[0] && track.start[1] == track.end[1]); // First draw tracks and tented vias for (var track of pcbdata.tracks[layer]) { if (highlight && highlightedNet != track.net) continue; if (!hasHole(track)) { ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor; ctx.lineWidth = track.width; ctx.beginPath(); if ('radius' in track) { ctx.arc( ...track.center, track.radius, deg2rad(track.startangle), deg2rad(track.endangle)); } else { ctx.moveTo(...track.start); ctx.lineTo(...track.end); } ctx.stroke(); } } // Second pass to draw untented vias var style = getComputedStyle(topmostdiv); var holeColor = style.getPropertyValue('--pad-hole-color') for (var track of pcbdata.tracks[layer]) { if (highlight && highlightedNet != track.net) continue; if (hasHole(track)) { ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor; ctx.lineWidth = track.width; ctx.beginPath(); ctx.moveTo(...track.start); ctx.lineTo(...track.end); ctx.stroke(); ctx.strokeStyle = holeColor; ctx.lineWidth = track.drillsize; ctx.lineTo(...track.end); ctx.stroke(); } } } function drawZones(canvas, layer, defaultColor, highlight) { ctx = canvas.getContext("2d"); ctx.lineJoin = "round"; for (var zone of pcbdata.zones[layer]) { if (highlight && highlightedNet != zone.net) continue; ctx.strokeStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor; ctx.fillStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor; if (!zone.path2d) { zone.path2d = getPolygonsPath(zone); } ctx.fill(zone.path2d, zone.fillrule || "nonzero"); if (zone.width > 0) { ctx.lineWidth = zone.width; ctx.stroke(zone.path2d); } } } function clearCanvas(canvas, color = null) { var ctx = canvas.getContext("2d"); ctx.save(); ctx.setTransform(1, 0, 0, 1, 0, 0); if (color) { ctx.fillStyle = color; ctx.fillRect(0, 0, canvas.width, canvas.height); } else { if (!window.matchMedia("print").matches) ctx.clearRect(0, 0, canvas.width, canvas.height); } ctx.restore(); } function drawNets(canvas, layer, highlight) { var style = getComputedStyle(topmostdiv); if (settings.renderZones) { var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color'); drawZones(canvas, layer, zoneColor, highlight); } if (settings.renderTracks) { var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color'); drawTracks(canvas, layer, trackColor, highlight); } if (highlight && settings.renderPads) { var padColor = style.getPropertyValue('--pad-color-highlight'); var padHoleColor = style.getPropertyValue('--pad-hole-color'); var ctx = canvas.getContext("2d"); for (var footprint of pcbdata.footprints) { // draw pads var padDrawn = false; for (var pad of footprint.pads) { if (highlightedNet != pad.net) continue; if (pad.layers.includes(layer)) { drawPad(ctx, pad, padColor, false); padDrawn = true; } } if (padDrawn) { // redraw all pad holes because some pads may overlap for (var pad of footprint.pads) { drawPadHole(ctx, pad, padHoleColor); } } } } } function drawHighlightsOnLayer(canvasdict, clear = true) { if (clear) { clearCanvas(canvasdict.highlight); } if (markedFootprints.size > 0 || highlightedFootprints.length > 0) { drawFootprints(canvasdict.highlight, canvasdict.layer, canvasdict.transform.s * canvasdict.transform.zoom, true); } if (highlightedNet !== null) { drawNets(canvasdict.highlight, canvasdict.layer, true); } } function drawHighlights() { drawHighlightsOnLayer(allcanvas.front); drawHighlightsOnLayer(allcanvas.back); } function drawBackground(canvasdict, clear = true) { if (clear) { clearCanvas(canvasdict.bg); clearCanvas(canvasdict.fab); clearCanvas(canvasdict.silk); } drawNets(canvasdict.bg, canvasdict.layer, false); drawFootprints(canvasdict.bg, canvasdict.layer, canvasdict.transform.s * canvasdict.transform.zoom, false); drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom); var style = getComputedStyle(topmostdiv); var edgeColor = style.getPropertyValue('--silkscreen-edge-color'); var polygonColor = style.getPropertyValue('--silkscreen-polygon-color'); var textColor = style.getPropertyValue('--silkscreen-text-color'); if (settings.renderSilkscreen) { drawBgLayer( "silkscreen", canvasdict.silk, canvasdict.layer, canvasdict.transform.s * canvasdict.transform.zoom, edgeColor, polygonColor, textColor); } edgeColor = style.getPropertyValue('--fabrication-edge-color'); polygonColor = style.getPropertyValue('--fabrication-polygon-color'); textColor = style.getPropertyValue('--fabrication-text-color'); if (settings.renderFabrication) { drawBgLayer( "fabrication", canvasdict.fab, canvasdict.layer, canvasdict.transform.s * canvasdict.transform.zoom, edgeColor, polygonColor, textColor); } } function prepareCanvas(canvas, flip, transform) { var ctx = canvas.getContext("2d"); ctx.setTransform(1, 0, 0, 1, 0, 0); ctx.scale(transform.zoom, transform.zoom); ctx.translate(transform.panx, transform.pany); if (flip) { ctx.scale(-1, 1); } ctx.translate(transform.x, transform.y); ctx.rotate(deg2rad(settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0))); ctx.scale(transform.s, transform.s); } function prepareLayer(canvasdict) { var flip = (canvasdict.layer === "B"); for (var c of ["bg", "fab", "silk", "highlight"]) { prepareCanvas(canvasdict[c], flip, canvasdict.transform); } } function rotateVector(v, angle) { angle = deg2rad(angle); return [ v[0] * Math.cos(angle) - v[1] * Math.sin(angle), v[0] * Math.sin(angle) + v[1] * Math.cos(angle) ]; } function applyRotation(bbox, flip) { var corners = [ [bbox.minx, bbox.miny], [bbox.minx, bbox.maxy], [bbox.maxx, bbox.miny], [bbox.maxx, bbox.maxy], ]; corners = corners.map((v) => rotateVector(v, settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0))); return { minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity), miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity), maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity), maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity), } } function recalcLayerScale(layerdict, width, height) { var flip = (layerdict.layer === "B"); var bbox = applyRotation(pcbdata.edges_bbox, flip); var scalefactor = 0.98 * Math.min( width / (bbox.maxx - bbox.minx), height / (bbox.maxy - bbox.miny) ); if (scalefactor < 0.1) { scalefactor = 1; } layerdict.transform.s = scalefactor; if (flip) { layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5; } else { layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5; } layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5; for (var c of ["bg", "fab", "silk", "highlight"]) { canvas = layerdict[c]; canvas.width = width; canvas.height = height; canvas.style.width = (width / devicePixelRatio) + "px"; canvas.style.height = (height / devicePixelRatio) + "px"; } } function redrawCanvas(layerdict) { prepareLayer(layerdict); drawBackground(layerdict); drawHighlightsOnLayer(layerdict); } function resizeCanvas(layerdict) { var canvasdivid = { "F": "frontcanvas", "B": "backcanvas" } [layerdict.layer]; var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio; var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio; recalcLayerScale(layerdict, width, height); redrawCanvas(layerdict); } function resizeAll() { resizeCanvas(allcanvas.front); resizeCanvas(allcanvas.back); } function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) { var A = x - x1; var B = y - y1; var C = x2 - x1; var D = y2 - y1; var dot = A * C + B * D; var len_sq = C * C + D * D; var dx, dy; if (len_sq == 0) { // start and end of the segment coincide dx = x - x1; dy = y - y1; } else { var param = dot / len_sq; var xx, yy; if (param < 0) { xx = x1; yy = y1; } else if (param > 1) { xx = x2; yy = y2; } else { xx = x1 + param * C; yy = y1 + param * D; } dx = x - xx; dy = y - yy; } return dx * dx + dy * dy <= d * d; } function modulo(n, mod) { return ((n % mod) + mod) % mod; } function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) { var dx = x - xc; var dy = y - yc; var r_sq = dx * dx + dy * dy; var rmin = Math.max(0, radius - d); var rmax = radius + d; if (r_sq < rmin * rmin || r_sq > rmax * rmax) return false; var angle1 = modulo(deg2rad(startangle), 2 * Math.PI); var dx1 = xc + radius * Math.cos(angle1) - x; var dy1 = yc + radius * Math.sin(angle1) - y; if (dx1 * dx1 + dy1 * dy1 <= d * d) return true; var angle2 = modulo(deg2rad(endangle), 2 * Math.PI); var dx2 = xc + radius * Math.cos(angle2) - x; var dy2 = yc + radius * Math.sin(angle2) - y; if (dx2 * dx2 + dy2 * dy2 <= d * d) return true; var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI); if (angle1 > angle2) return (angle >= angle2 || angle <= angle1); else return (angle >= angle1 && angle <= angle2); } function pointWithinPad(x, y, pad) { var v = [x - pad.pos[0], y - pad.pos[1]]; v = rotateVector(v, pad.angle); if (pad.offset) { v[0] -= pad.offset[0]; v[1] -= pad.offset[1]; } return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v); } function netHitScan(layer, x, y) { // Check track segments if (settings.renderTracks && pcbdata.tracks) { for (var track of pcbdata.tracks[layer]) { if ('radius' in track) { if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) { return track.net; } } else { if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) { return track.net; } } } } // Check pads if (settings.renderPads) { for (var footprint of pcbdata.footprints) { for (var pad of footprint.pads) { if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) { return pad.net; } } } } return null; } function pointWithinFootprintBbox(x, y, bbox) { var v = [x - bbox.pos[0], y - bbox.pos[1]]; v = rotateVector(v, bbox.angle); return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] && bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1]; } function bboxHitScan(layer, x, y) { var result = []; for (var i = 0; i < pcbdata.footprints.length; i++) { var footprint = pcbdata.footprints[i]; if (footprint.layer == layer) { if (pointWithinFootprintBbox(x, y, footprint.bbox)) { result.push(i); } } } return result; } function handlePointerDown(e, layerdict) { if (e.button != 0 && e.button != 1) { return; } e.preventDefault(); e.stopPropagation(); if (!e.hasOwnProperty("offsetX")) { // The polyfill doesn't set this properly e.offsetX = e.pageX - e.currentTarget.offsetLeft; e.offsetY = e.pageY - e.currentTarget.offsetTop; } layerdict.pointerStates[e.pointerId] = { distanceTravelled: 0, lastX: e.offsetX, lastY: e.offsetY, downTime: Date.now(), }; } function handleMouseClick(e, layerdict) { if (!e.hasOwnProperty("offsetX")) { // The polyfill doesn't set this properly e.offsetX = e.pageX - e.currentTarget.offsetLeft; e.offsetY = e.pageY - e.currentTarget.offsetTop; } var x = e.offsetX; var y = e.offsetY; var t = layerdict.transform; var flip = layerdict.layer === "B"; if (flip) { x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s; } else { x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s; } y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s; var v = rotateVector([x, y], -settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)); if ("nets" in pcbdata) { var net = netHitScan(layerdict.layer, ...v); if (net !== highlightedNet) { netClicked(net); } } if (highlightedNet === null) { var footprints = bboxHitScan(layerdict.layer, ...v); if (footprints.length > 0) { footprintsClicked(footprints); } } } function handlePointerLeave(e, layerdict) { e.preventDefault(); e.stopPropagation(); if (!settings.redrawOnDrag) { redrawCanvas(layerdict); } delete layerdict.pointerStates[e.pointerId]; } function resetTransform(layerdict) { layerdict.transform.panx = 0; layerdict.transform.pany = 0; layerdict.transform.zoom = 1; redrawCanvas(layerdict); } function handlePointerUp(e, layerdict) { if (!e.hasOwnProperty("offsetX")) { // The polyfill doesn't set this properly e.offsetX = e.pageX - e.currentTarget.offsetLeft; e.offsetY = e.pageY - e.currentTarget.offsetTop; } e.preventDefault(); e.stopPropagation(); if (e.button == 2) { // Reset pan and zoom on right click. resetTransform(layerdict); layerdict.anotherPointerTapped = false; return; } // We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now var ptr = layerdict.pointerStates[e.pointerId]; ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY); if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) { if (Object.keys(layerdict.pointerStates).length == 1) { if (layerdict.anotherPointerTapped) { // This is the second pointer coming off of a two-finger tap resetTransform(layerdict); } else { // This is just a regular tap handleMouseClick(e, layerdict); } layerdict.anotherPointerTapped = false; } else { // This is the first finger coming off of what could become a two-finger tap layerdict.anotherPointerTapped = true; } } else { if (!settings.redrawOnDrag) { redrawCanvas(layerdict); } layerdict.anotherPointerTapped = false; } delete layerdict.pointerStates[e.pointerId]; } function handlePointerMove(e, layerdict) { if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) { return; } e.preventDefault(); e.stopPropagation(); if (!e.hasOwnProperty("offsetX")) { // The polyfill doesn't set this properly e.offsetX = e.pageX - e.currentTarget.offsetLeft; e.offsetY = e.pageY - e.currentTarget.offsetTop; } var thisPtr = layerdict.pointerStates[e.pointerId]; var dx = e.offsetX - thisPtr.lastX; var dy = e.offsetY - thisPtr.lastY; // If this number is low on pointer up, we count the action as a click thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy); if (Object.keys(layerdict.pointerStates).length == 1) { // This is a simple drag layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom; layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom; } else if (Object.keys(layerdict.pointerStates).length == 2) { var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0]; var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2)); var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2) + Math.pow(e.offsetY - otherPtr.lastY, 2)); var scaleFactor = newDist / oldDist; if (scaleFactor != NaN) { layerdict.transform.zoom *= scaleFactor; var zoomd = (1 - scaleFactor) / layerdict.transform.zoom; layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd; layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd; } } thisPtr.lastX = e.offsetX; thisPtr.lastY = e.offsetY; if (settings.redrawOnDrag) { redrawCanvas(layerdict); } } function handleMouseWheel(e, layerdict) { e.preventDefault(); e.stopPropagation(); var t = layerdict.transform; var wheeldelta = e.deltaY; if (e.deltaMode == 1) { // FF only, scroll by lines wheeldelta *= 30; } else if (e.deltaMode == 2) { wheeldelta *= 300; } var m = Math.pow(1.1, -wheeldelta / 40); // Limit amount of zoom per tick. if (m > 2) { m = 2; } else if (m < 0.5) { m = 0.5; } t.zoom *= m; var zoomd = (1 - m) / t.zoom; t.panx += devicePixelRatio * e.offsetX * zoomd; t.pany += devicePixelRatio * e.offsetY * zoomd; redrawCanvas(layerdict); } function addMouseHandlers(div, layerdict) { div.addEventListener("pointerdown", function(e) { handlePointerDown(e, layerdict); }); div.addEventListener("pointermove", function(e) { handlePointerMove(e, layerdict); }); div.addEventListener("pointerup", function(e) { handlePointerUp(e, layerdict); }); var pointerleave = function(e) { handlePointerLeave(e, layerdict); } div.addEventListener("pointercancel", pointerleave); div.addEventListener("pointerleave", pointerleave); div.addEventListener("pointerout", pointerleave); div.onwheel = function(e) { handleMouseWheel(e, layerdict); } for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) { element.addEventListener("contextmenu", function(e) { e.preventDefault(); }, false); } } function setRedrawOnDrag(value) { settings.redrawOnDrag = value; writeStorage("redrawOnDrag", value); } function setBoardRotation(value) { settings.boardRotation = value * 5; writeStorage("boardRotation", settings.boardRotation); document.getElementById("rotationDegree").textContent = settings.boardRotation; resizeAll(); } function setOffsetBackRotation(value) { settings.offsetBackRotation = value; writeStorage("offsetBackRotation", value); resizeAll(); } function initRender() { allcanvas = { front: { transform: { x: 0, y: 0, s: 1, panx: 0, pany: 0, zoom: 1, }, pointerStates: {}, anotherPointerTapped: false, bg: document.getElementById("F_bg"), fab: document.getElementById("F_fab"), silk: document.getElementById("F_slk"), highlight: document.getElementById("F_hl"), layer: "F", }, back: { transform: { x: 0, y: 0, s: 1, panx: 0, pany: 0, zoom: 1, }, pointerStates: {}, anotherPointerTapped: false, bg: document.getElementById("B_bg"), fab: document.getElementById("B_fab"), silk: document.getElementById("B_slk"), highlight: document.getElementById("B_hl"), layer: "B", } }; addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front); addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back); } /////////////////////////////////////////////// /////////////////////////////////////////////// /* * Table reordering via Drag'n'Drop * Inspired by: https://htmldom.dev/drag-and-drop-table-column */ function setBomHandlers() { const bom = document.getElementById('bomtable'); let dragName; let placeHolderElements; let draggingElement; let forcePopulation; let xOffset; let yOffset; let wasDragged; const mouseUpHandler = function(e) { // Delete dragging element draggingElement.remove(); // Make BOM selectable again bom.style.removeProperty("user-select"); // Remove listeners document.removeEventListener('mousemove', mouseMoveHandler); document.removeEventListener('mouseup', mouseUpHandler); if (wasDragged) { // Redraw whole BOM populateBomTable(); } } const mouseMoveHandler = function(e) { // Notice the dragging wasDragged = true; // Make the dragged element visible draggingElement.style.removeProperty("display"); // Set elements position to mouse position draggingElement.style.left = `${e.screenX - xOffset}px`; draggingElement.style.top = `${e.screenY - yOffset}px`; // Forced redrawing of BOM table if (forcePopulation) { forcePopulation = false; // Copy array phe = Array.from(placeHolderElements); // populate BOM table again populateBomHeader(dragName, phe); populateBomBody(dragName, phe); } // Set up array of hidden columns var hiddenColumns = Array.from(settings.hiddenColumns); // In the ungrouped mode, quantity don't exist if (settings.bommode === "ungrouped") hiddenColumns.push("Quantity"); // If no checkbox fields can be found, we consider them hidden if (settings.checkboxes.length == 0) hiddenColumns.push("checkboxes"); // Get table headers and group them into checkboxes, extrafields and normal headers const bh = document.getElementById("bomhead"); headers = Array.from(bh.querySelectorAll("th")) headers.shift() // numCol is not part of the columnOrder headerGroups = [] lastCompoundClass = null; for (i = 0; i < settings.columnOrder.length; i++) { cElem = settings.columnOrder[i]; if (hiddenColumns.includes(cElem)) { // Hidden columns appear as a dummy element headerGroups.push([]); continue; } elem = headers.filter(e => getColumnOrderName(e) === cElem)[0]; if (elem.classList.contains("bom-checkbox")) { if (lastCompoundClass === "bom-checkbox") { cbGroup = headerGroups.pop(); cbGroup.push(elem); headerGroups.push(cbGroup); } else { lastCompoundClass = "bom-checkbox"; headerGroups.push([elem]) } } else { headerGroups.push([elem]) } } // Copy settings.columnOrder var columns = Array.from(settings.columnOrder) // Set up array with indices of hidden columns var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e)); var dragIndex = columns.indexOf(dragName); var swapIndex = dragIndex; var swapDone = false; // Check if the current dragged element is swapable with the left or right element if (dragIndex > 0) { // Get left headers boundingbox swapIndex = dragIndex - 1; while (hiddenIndices.includes(swapIndex) && swapIndex > 0) swapIndex--; if (!hiddenIndices.includes(swapIndex)) { box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]); if (e.clientX < box.left + window.scrollX + (box.width / 2)) { swapElement = columns[dragIndex]; columns.splice(dragIndex, 1); columns.splice(swapIndex, 0, swapElement); forcePopulation = true; swapDone = true; } } } if ((!swapDone) && dragIndex < headerGroups.length - 1) { // Get right headers boundingbox swapIndex = dragIndex + 1; while (hiddenIndices.includes(swapIndex)) swapIndex++; if (swapIndex < headerGroups.length) { box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]); if (e.clientX > box.left + window.scrollX + (box.width / 2)) { swapElement = columns[dragIndex]; columns.splice(dragIndex, 1); columns.splice(swapIndex, 0, swapElement); forcePopulation = true; swapDone = true; } } } // Write back change to storage if (swapDone) { settings.columnOrder = columns writeStorage("columnOrder", JSON.stringify(columns)); } } const mouseDownHandler = function(e) { var target = e.target; if (target.tagName.toLowerCase() != "td") target = target.parentElement; // Used to check if a dragging has ever happened wasDragged = false; // Create new element which will be displayed as the dragged column draggingElement = document.createElement("div") draggingElement.classList.add("dragging"); draggingElement.style.display = "none"; draggingElement.style.position = "absolute"; draggingElement.style.overflow = "hidden"; // Get bomhead and bombody elements const bh = document.getElementById("bomhead"); const bb = document.getElementById("bombody"); // Get all compound headers for the current column var compoundHeaders; if (target.classList.contains("bom-checkbox")) { compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox")); } else { compoundHeaders = [target]; } // Create new table which will display the column var newTable = document.createElement("table"); newTable.classList.add("bom"); newTable.style.background = "white"; draggingElement.append(newTable); // Create new header element var newHeader = document.createElement("thead"); newTable.append(newHeader); // Set up array for storing all placeholder elements placeHolderElements = []; // Add all compound headers to the new thead element and placeholders compoundHeaders.forEach(function(h) { clone = cloneElementWithDimensions(h); newHeader.append(clone); placeHolderElements.push(clone); }); // Create new body element var newBody = document.createElement("tbody"); newTable.append(newBody); // Get indices for compound headers var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e)); // For each row in the BOM body... var rows = bb.querySelectorAll("tr"); rows.forEach(function(row) { // ..get the cells for the compound column const tds = row.querySelectorAll("td"); var copytds = idxs.map(i => tds[i]); // Add them to the new element and the placeholders var newRow = document.createElement("tr"); copytds.forEach(function(td) { clone = cloneElementWithDimensions(td); newRow.append(clone); placeHolderElements.push(clone); }); newBody.append(newRow); }); // Compute width for compound header var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0); draggingElement.style.width = `${width}px`; // Insert the new dragging element and disable selection on BOM bom.insertBefore(draggingElement, null); bom.style.userSelect = "none"; // Determine the mouse position offset xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft); yOffset = e.screenY - compoundHeaders[0].offsetTop; // Get name for the column in settings.columnOrder dragName = getColumnOrderName(target); // Change text and class for placeholder elements placeHolderElements = placeHolderElements.map(function(e) { newElem = cloneElementWithDimensions(e); newElem.textContent = ""; newElem.classList.add("placeholder"); return newElem; }); // On next mouse move, the whole BOM needs to be redrawn to show the placeholders forcePopulation = true; // Add listeners for move and up on mouse document.addEventListener('mousemove', mouseMoveHandler); document.addEventListener('mouseup', mouseUpHandler); } // In netlist mode, there is nothing to reorder if (settings.bommode === "netlist") return; // Add mouseDownHandler to every column except the numCol bom.querySelectorAll("th") .forEach(function(head) { if (!head.classList.contains("numCol")) { head.onmousedown = mouseDownHandler; } }); } function getBoundingClientRectFromMultiple(elements) { var elems = Array.from(elements); if (elems.length == 0) return null; var box = elems.shift() .getBoundingClientRect(); elems.forEach(function(elem) { var elembox = elem.getBoundingClientRect(); box.left = Math.min(elembox.left, box.left); box.top = Math.min(elembox.top, box.top); box.width += elembox.width; box.height = Math.max(elembox.height, box.height); }); return box; } function cloneElementWithDimensions(elem) { var newElem = elem.cloneNode(true); newElem.style.height = window.getComputedStyle(elem).height; newElem.style.width = window.getComputedStyle(elem).width; return newElem; } function getBomTableHeaderIndex(elem) { const bh = document.getElementById('bomhead'); const ths = Array.from(bh.querySelectorAll("th")); return ths.indexOf(elem); } function getColumnOrderName(elem) { var cname = elem.getAttribute("col_name"); if (cname === "bom-checkbox") return "checkboxes"; else return cname; } function resizableGrid(tablehead) { var cols = tablehead.firstElementChild.children; var rowWidth = tablehead.offsetWidth; for (var i = 1; i < cols.length; i++) { if (cols[i].classList.contains("bom-checkbox")) continue; cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%'; } for (var i = 1; i < cols.length - 1; i++) { var div = document.createElement('div'); div.className = "column-width-handle"; cols[i].appendChild(div); setListeners(div); } function setListeners(div) { var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth; div.addEventListener('mousedown', function(e) { e.preventDefault(); e.stopPropagation(); curCol = e.target.parentElement; nxtCol = curCol.nextElementSibling; startX = e.pageX; var padding = paddingDiff(curCol); rowWidth = curCol.parentElement.offsetWidth; curColWidth = curCol.clientWidth - padding; nxtColWidth = nxtCol.clientWidth - padding; }); document.addEventListener('mousemove', function(e) { if (startX) { var diffX = e.pageX - startX; diffX = -Math.min(-diffX, curColWidth - 20); diffX = Math.min(diffX, nxtColWidth - 20); curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%'; nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%'; console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`); } }); document.addEventListener('mouseup', function(e) { curCol = undefined; nxtCol = undefined; startX = undefined; nxtColWidth = undefined; curColWidth = undefined }); } function paddingDiff(col) { if (getStyleVal(col, 'box-sizing') == 'border-box') { return 0; } var padLeft = getStyleVal(col, 'padding-left'); var padRight = getStyleVal(col, 'padding-right'); return (parseInt(padLeft) + parseInt(padRight)); } function getStyleVal(elm, css) { return (window.getComputedStyle(elm, null).getPropertyValue(css)) } } /////////////////////////////////////////////// /////////////////////////////////////////////// /* DOM manipulation and misc code */ var bomsplit; var canvassplit; var initDone = false; var bomSortFunction = null; var currentSortColumn = null; var currentSortOrder = null; var currentHighlightedRowId; var highlightHandlers = []; var footprintIndexToHandler = {}; var netsToHandler = {}; var markedFootprints = new Set(); var highlightedFootprints = []; var highlightedNet = null; var lastClicked; function dbg(html) { dbgdiv.innerHTML = html; } function redrawIfInitDone() { if (initDone) { redrawCanvas(allcanvas.front); redrawCanvas(allcanvas.back); } } function padsVisible(value) { writeStorage("padsVisible", value); settings.renderPads = value; redrawIfInitDone(); } function referencesVisible(value) { writeStorage("referencesVisible", value); settings.renderReferences = value; redrawIfInitDone(); } function valuesVisible(value) { writeStorage("valuesVisible", value); settings.renderValues = value; redrawIfInitDone(); } function tracksVisible(value) { writeStorage("tracksVisible", value); settings.renderTracks = value; redrawIfInitDone(); } function zonesVisible(value) { writeStorage("zonesVisible", value); settings.renderZones = value; redrawIfInitDone(); } function dnpOutline(value) { writeStorage("dnpOutline", value); settings.renderDnpOutline = value; redrawIfInitDone(); } function setDarkMode(value) { if (value) { topmostdiv.classList.add("dark"); } else { topmostdiv.classList.remove("dark"); } writeStorage("darkmode", value); settings.darkMode = value; redrawIfInitDone(); if (initDone) { populateBomTable(); } } function setShowBOMColumn(field, value) { if (field === "references") { var rl = document.getElementById("reflookup"); rl.disabled = !value; if (!value) { rl.value = ""; updateRefLookup(""); } } var n = settings.hiddenColumns.indexOf(field); if (value) { if (n != -1) { settings.hiddenColumns.splice(n, 1); } } else { if (n == -1) { settings.hiddenColumns.push(field); } } writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns)); if (initDone) { populateBomTable(); } redrawIfInitDone(); } function setFullscreen(value) { if (value) { document.documentElement.requestFullscreen(); } else { document.exitFullscreen(); } } function fabricationVisible(value) { writeStorage("fabricationVisible", value); settings.renderFabrication = value; redrawIfInitDone(); } function silkscreenVisible(value) { writeStorage("silkscreenVisible", value); settings.renderSilkscreen = value; redrawIfInitDone(); } function setHighlightPin1(value) { writeStorage("highlightpin1", value); settings.highlightpin1 = value; redrawIfInitDone(); } function setHighlightRowOnClick(value) { settings.highlightRowOnClick = value; writeStorage("highlightRowOnClick", value); if (initDone) { populateBomTable(); } } function getStoredCheckboxRefs(checkbox) { function convert(ref) { var intref = parseInt(ref); if (isNaN(intref)) { for (var i = 0; i < pcbdata.footprints.length; i++) { if (pcbdata.footprints[i].ref == ref) { return i; } } return -1; } else { return intref; } } if (!(checkbox in settings.checkboxStoredRefs)) { var val = readStorage("checkbox_" + checkbox); settings.checkboxStoredRefs[checkbox] = val ? val : ""; } if (!settings.checkboxStoredRefs[checkbox]) { return new Set(); } else { return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0)); } } function getCheckboxState(checkbox, references) { var storedRefsSet = getStoredCheckboxRefs(checkbox); var currentRefsSet = new Set(references.map(r => r[1])); // Get difference of current - stored var difference = new Set(currentRefsSet); for (ref of storedRefsSet) { difference.delete(ref); } if (difference.size == 0) { // All the current refs are stored return "checked"; } else if (difference.size == currentRefsSet.size) { // None of the current refs are stored return "unchecked"; } else { // Some of the refs are stored return "indeterminate"; } } function setBomCheckboxState(checkbox, element, references) { var state = getCheckboxState(checkbox, references); element.checked = (state == "checked"); element.indeterminate = (state == "indeterminate"); } function createCheckboxHandlers(input, checkbox, references, row) { var clickHandler = () => { refsSet = getStoredCheckboxRefs(checkbox); var markWhenChecked = settings.markWhenChecked == checkbox; eventArgs = { checkbox: checkbox, refs: references, } if (input.checked) { // checkbox ticked for (var ref of references) { refsSet.add(ref[1]); } if (markWhenChecked) { row.classList.add("checked"); for (var ref of references) { markedFootprints.add(ref[1]); } drawHighlights(); } eventArgs.state = 'checked'; } else { // checkbox unticked for (var ref of references) { refsSet.delete(ref[1]); } if (markWhenChecked) { row.classList.remove("checked"); for (var ref of references) { markedFootprints.delete(ref[1]); } drawHighlights(); } eventArgs.state = 'unchecked'; } settings.checkboxStoredRefs[checkbox] = [...refsSet].join(","); writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]); updateCheckboxStats(checkbox); EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs); } return [ (e) => { clickHandler(); }, (e) => { e.preventDefault(); if (row.onmousemove) row.onmousemove(); }, (e) => { e.preventDefault(); input.checked = !input.checked; input.indeterminate = false; clickHandler(); } ]; } function clearHighlightedFootprints() { if (currentHighlightedRowId) { document.getElementById(currentHighlightedRowId).classList.remove("highlighted"); currentHighlightedRowId = null; highlightedFootprints = []; highlightedNet = null; } } function createRowHighlightHandler(rowid, refs, net) { return function () { if (currentHighlightedRowId) { if (currentHighlightedRowId == rowid) { return; } document.getElementById(currentHighlightedRowId).classList.remove("highlighted"); } document.getElementById(rowid).classList.add("highlighted"); currentHighlightedRowId = rowid; highlightedFootprints = refs ? refs.map(r => r[1]) : []; highlightedNet = net; drawHighlights(); EventHandler.emitEvent( IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, { rowid: rowid, refs: refs, net: net }); } } function updateNetColors() { writeStorage("netColors", JSON.stringify(settings.netColors)); redrawIfInitDone(); } function netColorChangeHandler(net) { return (event) => { settings.netColors[net] = event.target.value; updateNetColors(); } } function netColorRightClick(net) { return (event) => { if (event.button == 2) { event.preventDefault(); event.stopPropagation(); var style = getComputedStyle(topmostdiv); var defaultNetColor = style.getPropertyValue('--track-color').trim(); event.target.value = defaultNetColor; delete settings.netColors[net]; updateNetColors(); } } } function entryMatches(entry) { if (settings.bommode == "netlist") { // entry is just a net name return entry.toLowerCase().indexOf(filter) >= 0; } // check refs if (!settings.hiddenColumns.includes("References")) { for (var ref of entry) { if (ref[0].toLowerCase().indexOf(filter) >= 0) { return true; } } } // check fields for (var i in config.fields) { var f = config.fields[i]; if (!settings.hiddenColumns.includes(f)) { for (var ref of entry) { if (String(pcbdata.bom.fields[ref[1]][i]).toLowerCase().indexOf(filter) >= 0) { return true; } } } } return false; } function findRefInEntry(entry) { return entry.filter(r => r[0].toLowerCase() == reflookup); } function highlightFilter(s) { if (!filter) { return s; } var parts = s.toLowerCase().split(filter); if (parts.length == 1) { return s; } var r = ""; var pos = 0; for (var i in parts) { if (i > 0) { r += '<mark class="highlight">' + s.substring(pos, pos + filter.length) + '</mark>'; pos += filter.length; } r += s.substring(pos, pos + parts[i].length); pos += parts[i].length; } return r; } function getBomListByLayer(layer) { switch (layer) { case 'F': return pcbdata.bom.F.slice(); case 'B': return pcbdata.bom.B.slice(); case 'FB': return pcbdata.bom.both.slice(); } return []; } function getSelectedBomList() { if (settings.bommode == "netlist") { return pcbdata.nets.slice(); } var out = getBomListByLayer(settings.canvaslayout); if (settings.bommode == "ungrouped") { // expand bom table var expandedTable = []; for (var bomentry of out) { for (var ref of bomentry) { expandedTable.push([ref]); } } return expandedTable; } return out; } function checkboxSetUnsetAllHandler(checkboxname) { return function () { var checkboxnum = 0; while (checkboxnum < settings.checkboxes.length && settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) { checkboxnum++; } if (checkboxnum >= settings.checkboxes.length) { return; } var allset = true; var checkbox; var row; for (row of bombody.childNodes) { checkbox = row.childNodes[checkboxnum + 1].childNodes[0]; if (!checkbox.checked || checkbox.indeterminate) { allset = false; break; } } for (row of bombody.childNodes) { checkbox = row.childNodes[checkboxnum + 1].childNodes[0]; checkbox.checked = !allset; checkbox.indeterminate = false; checkbox.onchange(); } } } function createColumnHeader(name, cls, comparator, is_checkbox = false) { var th = document.createElement("TH"); th.innerHTML = name; th.classList.add(cls); if (is_checkbox) th.setAttribute("col_name", "bom-checkbox"); else th.setAttribute("col_name", name); var span = document.createElement("SPAN"); span.classList.add("sortmark"); span.classList.add("none"); th.appendChild(span); var spacer = document.createElement("div"); spacer.className = "column-spacer"; th.appendChild(spacer); spacer.onclick = function () { if (currentSortColumn && th !== currentSortColumn) { // Currently sorted by another column currentSortColumn.childNodes[1].classList.remove(currentSortOrder); currentSortColumn.childNodes[1].classList.add("none"); currentSortColumn = null; currentSortOrder = null; } if (currentSortColumn && th === currentSortColumn) { // Already sorted by this column if (currentSortOrder == "asc") { // Sort by this column, descending order bomSortFunction = function (a, b) { return -comparator(a, b); } currentSortColumn.childNodes[1].classList.remove("asc"); currentSortColumn.childNodes[1].classList.add("desc"); currentSortOrder = "desc"; } else { // Unsort bomSortFunction = null; currentSortColumn.childNodes[1].classList.remove("desc"); currentSortColumn.childNodes[1].classList.add("none"); currentSortColumn = null; currentSortOrder = null; } } else { // Sort by this column, ascending order bomSortFunction = comparator; currentSortColumn = th; currentSortColumn.childNodes[1].classList.remove("none"); currentSortColumn.childNodes[1].classList.add("asc"); currentSortOrder = "asc"; } populateBomBody(); } if (is_checkbox) { spacer.onclick = fancyDblClickHandler( spacer, spacer.onclick, checkboxSetUnsetAllHandler(name)); } return th; } function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) { while (bomhead.firstChild) { bomhead.removeChild(bomhead.firstChild); } var tr = document.createElement("TR"); var th = document.createElement("TH"); th.classList.add("numCol"); var vismenu = document.createElement("div"); vismenu.id = "vismenu"; vismenu.classList.add("menu"); var visbutton = document.createElement("div"); visbutton.classList.add("visbtn"); visbutton.classList.add("hideonprint"); var viscontent = document.createElement("div"); viscontent.classList.add("menu-content"); viscontent.id = "vismenu-content"; settings.columnOrder.forEach(column => { if (typeof column !== "string") return; // Skip empty columns if (column === "checkboxes" && settings.checkboxes.length == 0) return; else if (column === "Quantity" && settings.bommode == "ungrouped") return; var label = document.createElement("label"); label.classList.add("menu-label"); var input = document.createElement("input"); input.classList.add("visibility_checkbox"); input.type = "checkbox"; input.onchange = function (e) { setShowBOMColumn(column, e.target.checked) }; input.checked = !(settings.hiddenColumns.includes(column)); label.appendChild(input); if (column.length > 0) label.append(column[0].toUpperCase() + column.slice(1)); viscontent.appendChild(label); }); viscontent.childNodes[0].classList.add("menu-label-top"); vismenu.appendChild(visbutton); if (settings.bommode != "netlist") { vismenu.appendChild(viscontent); th.appendChild(vismenu); } tr.appendChild(th); var checkboxCompareClosure = function (checkbox) { return (a, b) => { var stateA = getCheckboxState(checkbox, a); var stateB = getCheckboxState(checkbox, b); if (stateA > stateB) return -1; if (stateA < stateB) return 1; return 0; } } var stringFieldCompareClosure = function (fieldIndex) { return (a, b) => { var fa = pcbdata.bom.fields[a[0][1]][fieldIndex]; var fb = pcbdata.bom.fields[b[0][1]][fieldIndex]; if (fa != fb) return fa > fb ? 1 : -1; else return 0; } } var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/; var compareRefs = (a, b) => { var ra = referenceRegex.exec(a); var rb = referenceRegex.exec(b); if (ra === null || rb === null) { if (a != b) return a > b ? 1 : -1; return 0; } else { if (ra.groups.prefix != rb.groups.prefix) { return ra.groups.prefix > rb.groups.prefix ? 1 : -1; } if (ra.groups.number != rb.groups.number) { return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1; } return 0; } } if (settings.bommode == "netlist") { tr.appendChild(createColumnHeader("Net name", "bom-netname", (a, b) => { if (a > b) return -1; if (a < b) return 1; return 0; })); tr.appendChild(createColumnHeader("Color", "bom-color", (a, b) => { return 0; })); } else { // Filter hidden columns var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e)); var valueIndex = config.fields.indexOf("Value"); var footprintIndex = config.fields.indexOf("Footprint"); columns.forEach((column) => { if (column === placeHolderColumn) { var n = 1; if (column === "checkboxes") n = settings.checkboxes.length; for (i = 0; i < n; i++) { td = placeHolderElements.shift(); tr.appendChild(td); } return; } else if (column === "checkboxes") { for (var checkbox of settings.checkboxes) { th = createColumnHeader( checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true); tr.appendChild(th); } } else if (column === "References") { tr.appendChild(createColumnHeader("References", "references", (a, b) => { var i = 0; while (i < a.length && i < b.length) { if (a[i][0] != b[i][0]) return compareRefs(a[i][0], b[i][0]); i++; } return a.length - b.length; })); } else if (column === "Value") { tr.appendChild(createColumnHeader("Value", "value", (a, b) => { var ra = a[0][1], rb = b[0][1]; return valueCompare( pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb], pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]); })); return; } else if (column === "Footprint") { tr.appendChild(createColumnHeader( "Footprint", "footprint", stringFieldCompareClosure(footprintIndex))); } else if (column === "Quantity" && settings.bommode == "grouped") { tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => { return a.length - b.length; })); } else { // Other fields var i = config.fields.indexOf(column); if (i < 0) return; tr.appendChild(createColumnHeader( column, `field${i + 1}`, stringFieldCompareClosure(i))); } }); } bomhead.appendChild(tr); } function populateBomBody(placeholderColumn = null, placeHolderElements = null) { const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/; while (bom.firstChild) { bom.removeChild(bom.firstChild); } highlightHandlers = []; footprintIndexToHandler = {}; netsToHandler = {}; currentHighlightedRowId = null; var first = true; var style = getComputedStyle(topmostdiv); var defaultNetColor = style.getPropertyValue('--track-color').trim(); bomtable = getSelectedBomList(); if (bomSortFunction) { bomtable = bomtable.sort(bomSortFunction); } for (var i in bomtable) { var bomentry = bomtable[i]; if (filter && !entryMatches(bomentry)) { continue; } var references = null; var netname = null; var tr = document.createElement("TR"); var td = document.createElement("TD"); var rownum = +i + 1; tr.id = "bomrow" + rownum; td.textContent = rownum; tr.appendChild(td); if (settings.bommode == "netlist") { netname = bomentry; td = document.createElement("TD"); td.innerHTML = highlightFilter(netname ? netname : "<no net>"); tr.appendChild(td); var color = settings.netColors[netname] || defaultNetColor; td = document.createElement("TD"); var colorBox = document.createElement("INPUT"); colorBox.type = "color"; colorBox.value = color; colorBox.onchange = netColorChangeHandler(netname); colorBox.onmouseup = netColorRightClick(netname); colorBox.oncontextmenu = (e) => e.preventDefault(); td.appendChild(colorBox); td.classList.add("color-column"); tr.appendChild(td); } else { if (reflookup) { references = findRefInEntry(bomentry); if (references.length == 0) { continue; } } else { references = bomentry; } // Filter hidden columns var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e)); columns.forEach((column) => { if (column === placeholderColumn) { var n = 1; if (column === "checkboxes") n = settings.checkboxes.length; for (i = 0; i < n; i++) { td = placeHolderElements.shift(); tr.appendChild(td); } return; } else if (column === "checkboxes") { for (var checkbox of settings.checkboxes) { if (checkbox) { td = document.createElement("TD"); var input = document.createElement("input"); input.type = "checkbox"; [input.onchange, td.ontouchstart, td.ontouchend] = createCheckboxHandlers(input, checkbox, references, tr); setBomCheckboxState(checkbox, input, references); if (input.checked && settings.markWhenChecked == checkbox) { tr.classList.add("checked"); } td.appendChild(input); tr.appendChild(td); } } } else if (column === "References") { td = document.createElement("TD"); td.innerHTML = highlightFilter(references.map(r => r[0]).join(", ")); tr.appendChild(td); } else if (column === "Quantity" && settings.bommode == "grouped") { // Quantity td = document.createElement("TD"); td.textContent = references.length; tr.appendChild(td); } else { // All the other fields var field_index = config.fields.indexOf(column) if (field_index < 0) return; var valueSet = new Set(); references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index])); td = document.createElement("TD"); var output = new Array(); for (let item of valueSet) { const visible = highlightFilter(String(item)); if (typeof item === 'string' && item.match(urlRegex)) { output.push(`<a href="${item}" target="_blank">${visible}</a>`); } else { output.push(visible); } } td.innerHTML = output.join(", "); tr.appendChild(td); } }); } bom.appendChild(tr); var handler = createRowHighlightHandler(tr.id, references, netname); if (settings.highlightRowOnClick) { tr.onmousedown = handler; } else { tr.onmousemove = handler; } highlightHandlers.push({ id: tr.id, handler: handler, }); if (references !== null) { for (var refIndex of references.map(r => r[1])) { footprintIndexToHandler[refIndex] = handler; } } if (netname !== null) { netsToHandler[netname] = handler; } if ((filter || reflookup) && first) { handler(); first = false; } } EventHandler.emitEvent( IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, { filter: filter, reflookup: reflookup, checkboxes: settings.checkboxes, bommode: settings.bommode, }); } function highlightPreviousRow() { if (!currentHighlightedRowId) { highlightHandlers[highlightHandlers.length - 1].handler(); } else { if (highlightHandlers.length > 1 && highlightHandlers[0].id == currentHighlightedRowId) { highlightHandlers[highlightHandlers.length - 1].handler(); } else { for (var i = 0; i < highlightHandlers.length - 1; i++) { if (highlightHandlers[i + 1].id == currentHighlightedRowId) { highlightHandlers[i].handler(); break; } } } } smoothScrollToRow(currentHighlightedRowId); } function highlightNextRow() { if (!currentHighlightedRowId) { highlightHandlers[0].handler(); } else { if (highlightHandlers.length > 1 && highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) { highlightHandlers[0].handler(); } else { for (var i = 1; i < highlightHandlers.length; i++) { if (highlightHandlers[i - 1].id == currentHighlightedRowId) { highlightHandlers[i].handler(); break; } } } } smoothScrollToRow(currentHighlightedRowId); } function populateBomTable() { populateBomHeader(); populateBomBody(); setBomHandlers(); resizableGrid(bomhead); } function footprintsClicked(footprintIndexes) { var lastClickedIndex = footprintIndexes.indexOf(lastClicked); for (var i = 1; i <= footprintIndexes.length; i++) { var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length]; if (refIndex in footprintIndexToHandler) { lastClicked = refIndex; footprintIndexToHandler[refIndex](); smoothScrollToRow(currentHighlightedRowId); break; } } } function netClicked(net) { if (net in netsToHandler) { netsToHandler[net](); smoothScrollToRow(currentHighlightedRowId); } else { clearHighlightedFootprints(); highlightedNet = net; drawHighlights(); } } function updateFilter(input) { filter = input.toLowerCase(); populateBomTable(); } function updateRefLookup(input) { reflookup = input.toLowerCase(); populateBomTable(); } function changeCanvasLayout(layout) { document.getElementById("fl-btn").classList.remove("depressed"); document.getElementById("fb-btn").classList.remove("depressed"); document.getElementById("bl-btn").classList.remove("depressed"); switch (layout) { case 'F': document.getElementById("fl-btn").classList.add("depressed"); if (settings.bomlayout != "bom-only") { canvassplit.collapse(1); } break; case 'B': document.getElementById("bl-btn").classList.add("depressed"); if (settings.bomlayout != "bom-only") { canvassplit.collapse(0); } break; default: document.getElementById("fb-btn").classList.add("depressed"); if (settings.bomlayout != "bom-only") { canvassplit.setSizes([50, 50]); } } settings.canvaslayout = layout; writeStorage("canvaslayout", layout); resizeAll(); changeBomMode(settings.bommode); } function populateMetadata() { document.getElementById("title").innerHTML = pcbdata.metadata.title; document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision; document.getElementById("company").innerHTML = pcbdata.metadata.company; document.getElementById("filedate").innerHTML = pcbdata.metadata.date; if (pcbdata.metadata.title != "") { document.title = pcbdata.metadata.title + " BOM"; } // Calculate board stats var fp_f = 0, fp_b = 0, pads_f = 0, pads_b = 0, pads_th = 0; for (var i = 0; i < pcbdata.footprints.length; i++) { if (pcbdata.bom.skipped.includes(i)) continue; var mod = pcbdata.footprints[i]; if (mod.layer == "F") { fp_f++; } else { fp_b++; } for (var pad of mod.pads) { if (pad.type == "th") { pads_th++; } else { if (pad.layers.includes("F")) { pads_f++; } if (pad.layers.includes("B")) { pads_b++; } } } } document.getElementById("stats-components-front").innerHTML = fp_f; document.getElementById("stats-components-back").innerHTML = fp_b; document.getElementById("stats-components-total").innerHTML = fp_f + fp_b; document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length; document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length; document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length; document.getElementById("stats-smd-pads-front").innerHTML = pads_f; document.getElementById("stats-smd-pads-back").innerHTML = pads_b; document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b; document.getElementById("stats-th-pads").innerHTML = pads_th; // Update version string document.getElementById("github-link").innerHTML = "InteractiveHtmlBom " + /^v\d+\.\d+/.exec(pcbdata.ibom_version)[0]; } function changeBomLayout(layout) { document.getElementById("bom-btn").classList.remove("depressed"); document.getElementById("lr-btn").classList.remove("depressed"); document.getElementById("tb-btn").classList.remove("depressed"); switch (layout) { case 'bom-only': document.getElementById("bom-btn").classList.add("depressed"); if (bomsplit) { bomsplit.destroy(); bomsplit = null; canvassplit.destroy(); canvassplit = null; } document.getElementById("frontcanvas").style.display = "none"; document.getElementById("backcanvas").style.display = "none"; document.getElementById("topmostdiv").style.height = ""; document.getElementById("topmostdiv").style.display = "block"; break; case 'top-bottom': document.getElementById("tb-btn").classList.add("depressed"); document.getElementById("frontcanvas").style.display = ""; document.getElementById("backcanvas").style.display = ""; document.getElementById("topmostdiv").style.height = "100%"; document.getElementById("topmostdiv").style.display = "flex"; document.getElementById("bomdiv").classList.remove("split-horizontal"); document.getElementById("canvasdiv").classList.remove("split-horizontal"); document.getElementById("frontcanvas").classList.add("split-horizontal"); document.getElementById("backcanvas").classList.add("split-horizontal"); if (bomsplit) { bomsplit.destroy(); bomsplit = null; canvassplit.destroy(); canvassplit = null; } bomsplit = Split(['#bomdiv', '#canvasdiv'], { sizes: [50, 50], onDragEnd: resizeAll, direction: "vertical", gutterSize: 5 }); canvassplit = Split(['#frontcanvas', '#backcanvas'], { sizes: [50, 50], gutterSize: 5, onDragEnd: resizeAll }); break; case 'left-right': document.getElementById("lr-btn").classList.add("depressed"); document.getElementById("frontcanvas").style.display = ""; document.getElementById("backcanvas").style.display = ""; document.getElementById("topmostdiv").style.height = "100%"; document.getElementById("topmostdiv").style.display = "flex"; document.getElementById("bomdiv").classList.add("split-horizontal"); document.getElementById("canvasdiv").classList.add("split-horizontal"); document.getElementById("frontcanvas").classList.remove("split-horizontal"); document.getElementById("backcanvas").classList.remove("split-horizontal"); if (bomsplit) { bomsplit.destroy(); bomsplit = null; canvassplit.destroy(); canvassplit = null; } bomsplit = Split(['#bomdiv', '#canvasdiv'], { sizes: [50, 50], onDragEnd: resizeAll, gutterSize: 5 }); canvassplit = Split(['#frontcanvas', '#backcanvas'], { sizes: [50, 50], gutterSize: 5, direction: "vertical", onDragEnd: resizeAll }); } settings.bomlayout = layout; writeStorage("bomlayout", layout); changeCanvasLayout(settings.canvaslayout); } function changeBomMode(mode) { document.getElementById("bom-grouped-btn").classList.remove("depressed"); document.getElementById("bom-ungrouped-btn").classList.remove("depressed"); document.getElementById("bom-netlist-btn").classList.remove("depressed"); var chkbxs = document.getElementsByClassName("visibility_checkbox"); switch (mode) { case 'grouped': document.getElementById("bom-grouped-btn").classList.add("depressed"); for (var i = 0; i < chkbxs.length; i++) { chkbxs[i].disabled = false; } break; case 'ungrouped': document.getElementById("bom-ungrouped-btn").classList.add("depressed"); for (var i = 0; i < chkbxs.length; i++) { chkbxs[i].disabled = false; } break; case 'netlist': document.getElementById("bom-netlist-btn").classList.add("depressed"); for (var i = 0; i < chkbxs.length; i++) { chkbxs[i].disabled = true; } } writeStorage("bommode", mode); if (mode != settings.bommode) { settings.bommode = mode; bomSortFunction = null; currentSortColumn = null; currentSortOrder = null; clearHighlightedFootprints(); } populateBomTable(); } function focusFilterField() { focusInputField(document.getElementById("filter")); } function focusRefLookupField() { focusInputField(document.getElementById("reflookup")); } function toggleBomCheckbox(bomrowid, checkboxnum) { if (!bomrowid || checkboxnum > settings.checkboxes.length) { return; } var bomrow = document.getElementById(bomrowid); var childNum = checkboxnum + settings.columnOrder.indexOf("checkboxes"); var checkbox = bomrow.childNodes[childNum].childNodes[0]; checkbox.checked = !checkbox.checked; checkbox.indeterminate = false; checkbox.onchange(); } function checkBomCheckbox(bomrowid, checkboxname) { var checkboxnum = 0; while (checkboxnum < settings.checkboxes.length && settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) { checkboxnum++; } if (!bomrowid || checkboxnum >= settings.checkboxes.length) { return; } var bomrow = document.getElementById(bomrowid); var childNum = checkboxnum + 1 + settings.columnOrder.indexOf("checkboxes"); var checkbox = bomrow.childNodes[childNum].childNodes[0]; checkbox.checked = true; checkbox.indeterminate = false; checkbox.onchange(); } function setBomCheckboxes(value) { writeStorage("bomCheckboxes", value); settings.checkboxes = value.split(",").map((e) => e.trim()).filter((e) => e); prepCheckboxes(); populateMarkWhenCheckedOptions(); setMarkWhenChecked(settings.markWhenChecked); } function setMarkWhenChecked(value) { writeStorage("markWhenChecked", value); settings.markWhenChecked = value; markedFootprints.clear(); for (var ref of (value ? getStoredCheckboxRefs(value) : [])) { markedFootprints.add(ref); } populateBomTable(); drawHighlights(); } function prepCheckboxes() { var table = document.getElementById("checkbox-stats"); while (table.childElementCount > 1) { table.removeChild(table.lastChild); } if (settings.checkboxes.length) { table.style.display = ""; } else { table.style.display = "none"; } for (var checkbox of settings.checkboxes) { var tr = document.createElement("TR"); var td = document.createElement("TD"); td.innerHTML = checkbox; tr.appendChild(td); td = document.createElement("TD"); td.id = "checkbox-stats-" + checkbox; var progressbar = document.createElement("div"); progressbar.classList.add("bar"); td.appendChild(progressbar); var text = document.createElement("div"); text.classList.add("text"); td.appendChild(text); tr.appendChild(td); table.appendChild(tr); updateCheckboxStats(checkbox); } } function populateMarkWhenCheckedOptions() { var container = document.getElementById("markWhenCheckedContainer"); if (settings.checkboxes.length == 0) { container.parentElement.style.display = "none"; return; } container.innerHTML = ''; container.parentElement.style.display = "inline-block"; function createOption(name, displayName) { var id = "markWhenChecked-" + name; var div = document.createElement("div"); div.classList.add("radio-container"); var input = document.createElement("input"); input.type = "radio"; input.name = "markWhenChecked"; input.value = name; input.id = id; input.onchange = () => setMarkWhenChecked(name); div.appendChild(input); // Preserve the selected element when the checkboxes change if (name == settings.markWhenChecked) { input.checked = true; } var label = document.createElement("label"); label.innerHTML = displayName; label.htmlFor = id; div.appendChild(label); container.appendChild(div); } createOption("", "None"); for (var checkbox of settings.checkboxes) { createOption(checkbox, checkbox); } } function updateCheckboxStats(checkbox) { var checked = getStoredCheckboxRefs(checkbox).size; var total = pcbdata.footprints.length - pcbdata.bom.skipped.length; var percent = checked * 100.0 / total; var td = document.getElementById("checkbox-stats-" + checkbox); td.firstChild.style.width = percent + "%"; td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)"; } function constrain(number, min, max) { return Math.min(Math.max(parseInt(number), min), max); } document.onkeydown = function (e) { switch (e.key) { case "n": if (document.activeElement.type == "text") { return; } if (currentHighlightedRowId !== null) { checkBomCheckbox(currentHighlightedRowId, "placed"); highlightNextRow(); e.preventDefault(); } break; case "ArrowUp": highlightPreviousRow(); e.preventDefault(); break; case "ArrowDown": highlightNextRow(); e.preventDefault(); break; case "ArrowLeft": case "ArrowRight": if (document.activeElement.type != "text") { e.preventDefault(); let boardRotationElement = document.getElementById("boardRotation") settings.boardRotation = parseInt(boardRotationElement.value); // degrees / 5 if (e.key == "ArrowLeft") { settings.boardRotation += 3; // 15 degrees } else { settings.boardRotation -= 3; } settings.boardRotation = constrain(settings.boardRotation, boardRotationElement.min, boardRotationElement.max); boardRotationElement.value = settings.boardRotation setBoardRotation(settings.boardRotation); } break; default: break; } if (e.altKey) { switch (e.key) { case "f": focusFilterField(); e.preventDefault(); break; case "r": focusRefLookupField(); e.preventDefault(); break; case "z": changeBomLayout("bom-only"); e.preventDefault(); break; case "x": changeBomLayout("left-right"); e.preventDefault(); break; case "c": changeBomLayout("top-bottom"); e.preventDefault(); break; case "v": changeCanvasLayout("F"); e.preventDefault(); break; case "b": changeCanvasLayout("FB"); e.preventDefault(); break; case "n": changeCanvasLayout("B"); e.preventDefault(); break; default: break; } if (e.key >= '1' && e.key <= '9') { toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key)); e.preventDefault(); } } } function hideNetlistButton() { document.getElementById("bom-ungrouped-btn").classList.remove("middle-button"); document.getElementById("bom-ungrouped-btn").classList.add("right-most-button"); document.getElementById("bom-netlist-btn").style.display = "none"; } function topToggle() { var top = document.getElementById("top"); var toptoggle = document.getElementById("toptoggle"); if (top.style.display === "none") { top.style.display = "flex"; toptoggle.classList.remove("flipped"); } else { top.style.display = "none"; toptoggle.classList.add("flipped"); } } window.onload = function (e) { initRender(); initStorage(); initDefaults(); initUtils(); cleanGutters(); populateMetadata(); dbgdiv = document.getElementById("dbg"); bom = document.getElementById("bombody"); bomhead = document.getElementById("bomhead"); filter = ""; reflookup = ""; if (!("nets" in pcbdata)) { hideNetlistButton(); } initDone = true; setBomCheckboxes(document.getElementById("bomCheckboxes").value); // Triggers render changeBomLayout(settings.bomlayout); // Users may leave fullscreen without touching the checkbox. Uncheck. document.addEventListener('fullscreenchange', () => { if (!document.fullscreenElement) document.getElementById('fullscreenCheckbox').checked = false; }); } window.onresize = resizeAll; window.matchMedia("print").addListener(resizeAll); /////////////////////////////////////////////// /////////////////////////////////////////////// /////////////////////////////////////////////// </script> </head> <body> <div id="topmostdiv" class="topmostdiv"> <div id="top"> <div id="fileinfodiv"> <table class="fileinfo"> <tbody> <tr> <td id="title" class="title" style="width: 70%"> Title </td> <td id="revision" class="title" style="width: 30%"> Revision </td> </tr> <tr> <td id="company"> Company </td> <td id="filedate"> Date </td> </tr> </tbody> </table> </div> <div id="bomcontrols"> <div class="hideonprint menu"> <button class="menubtn"></button> <div class="menu-content"> <label class="menu-label menu-label-top" style="width: calc(50% - 18px)"> <input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)"> Dark mode </label><!-- This comment eats space! All of it! --><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;"> <input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)"> Full Screen </label> <label class="menu-label" style="width: calc(50% - 18px)"> <input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)"> Fab layer </label><!-- This comment eats space! All of it! --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;"> <input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)"> Silkscreen </label> <label class="menu-label" style="width: calc(50% - 18px)"> <input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)"> References </label><!-- This comment eats space! All of it! --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;"> <input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)"> Values </label> <div id="tracksAndZonesCheckboxes"> <label class="menu-label" style="width: calc(50% - 18px)"> <input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)"> Tracks </label><!-- This comment eats space! All of it! --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;"> <input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)"> Zones </label> </div> <label class="menu-label" style="width: calc(50% - 18px)"> <input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)"> Pads </label><!-- This comment eats space! All of it! --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;"> <input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)"> DNP outlined </label> <label class="menu-label"> <input id="highlightRowOnClickCheckbox" type="checkbox" checked onchange="setHighlightRowOnClick(this.checked)"> Highlight row on click </label> <label class="menu-label"> <input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)"> Continuous redraw on drag </label> <label class="menu-label"> Highlight first pin <form id="highlightpin1"> <div class="flexbox"> <label> <input type="radio" name="highlightpin1" value="none" onchange="setHighlightPin1('none')"> None </label> <label> <input type="radio" name="highlightpin1" value="all" onchange="setHighlightPin1('all')"> All </label> <label> <input type="radio" name="highlightpin1" value="selected" onchange="setHighlightPin1('selected')"> Selected </label> </div> </form> </label> <label class="menu-label"> <span>Board rotation</span> <span style="float: right"><span id="rotationDegree">0</span>°</span> <input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)"> </label> <label class="menu-label"> <input id="offsetBackRotationCheckbox" type="checkbox" onchange="setOffsetBackRotation(this.checked)"> Offset back rotation </label> <label class="menu-label"> <div style="margin-left: 5px">Bom checkboxes</div> <input id="bomCheckboxes" class="menu-textbox" type=text oninput="setBomCheckboxes(this.value)"> </label> <label class="menu-label"> <div style="margin-left: 5px">Mark when checked</div> <div id="markWhenCheckedContainer"></div> </label> <label class="menu-label"> <span class="shameless-plug"> <span>Created using</span> <a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a> <a target="blank" title="Mouse and keyboard help" href="https://github.com/openscopeproject/InteractiveHtmlBom/wiki/Usage#bom-page-mouse-actions" style="text-decoration: none;"><label class="help-link">?</label></a> </span> </label> </div> </div> <div class="button-container hideonprint"> <button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')" title="Front only">F </button> <button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')" title="Front and Back">FB </button> <button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')" title="Back only">B </button> </div> <div class="button-container hideonprint"> <button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')" title="BOM only"></button> <button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')" title="BOM left, drawings right"></button> <button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')" title="BOM top, drawings bot"></button> </div> <div class="button-container hideonprint"> <button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')" title="Grouped BOM"></button> <button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')" title="Ungrouped BOM"></button> <button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')" title="Netlist"></button> </div> <div class="hideonprint menu"> <button class="statsbtn"></button> <div class="menu-content"> <table class="stats"> <tbody> <tr> <td width="40%">Board stats</td> <td>Front</td> <td>Back</td> <td>Total</td> </tr> <tr> <td>Components</td> <td id="stats-components-front">~</td> <td id="stats-components-back">~</td> <td id="stats-components-total">~</td> </tr> <tr> <td>Groups</td> <td id="stats-groups-front">~</td> <td id="stats-groups-back">~</td> <td id="stats-groups-total">~</td> </tr> <tr> <td>SMD pads</td> <td id="stats-smd-pads-front">~</td> <td id="stats-smd-pads-back">~</td> <td id="stats-smd-pads-total">~</td> </tr> <tr> <td>TH pads</td> <td colspan=3 id="stats-th-pads">~</td> </tr> </tbody> </table> <table class="stats"> <col width="40%"/><col /> <tbody id="checkbox-stats"> <tr> <td colspan=2 style="border-top: 0">Checkboxes</td> </tr> </tbody> </table> </div> </div> <div class="hideonprint menu"> <button class="iobtn"></button> <div class="menu-content"> <div class="menu-label menu-label-top"> <div style="margin-left: 5px;">Save board image</div> <div class="flexbox"> <input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width" style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)"> <span>X</span> <input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height" style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)"> </div> <label> <input id="render-save-transparent" type="checkbox"> Transparent background </label> <div class="flexbox"> <button class="savebtn" onclick="saveImage('F')">Front</button> <button class="savebtn" onclick="saveImage('B')">Back</button> </div> </div> <div class="menu-label"> <span style="margin-left: 5px;">Config and checkbox state</span> <div class="flexbox"> <button class="savebtn" onclick="saveSettings()">Export</button> <button class="savebtn" onclick="loadSettings()">Import</button> <button class="savebtn" onclick="resetSettings()">Reset</button> </div> </div> <div class="menu-label"> <span style="margin-left: 5px;">Save bom table as</span> <div class="flexbox"> <button class="savebtn" onclick="saveBomTable('csv')">csv</button> <button class="savebtn" onclick="saveBomTable('txt')">txt</button> </div> </div> </div> </div> </div> </div> <div id="topdivider"> <div class="hideonprint"> <div id="toptoggle" onclick="topToggle()">︽</div> </div> </div> <div id="bot" class="split" style="flex: 1 1"> <div id="bomdiv" class="split split-horizontal"> <div style="width: 100%"> <input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup" oninput="updateRefLookup(this.value)"> <input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter" oninput="updateFilter(this.value)"> <div class="button-container hideonprint" style="float: left; margin: 0;"> <button id="copy" title="Copy bom table to clipboard" onclick="saveBomTable('clipboard')"></button> </div> </div> <div id="dbg"></div> <table class="bom" id="bomtable"> <thead id="bomhead"> </thead> <tbody id="bombody"> </tbody> </table> </div> <div id="canvasdiv" class="split split-horizontal"> <div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden"> <div style="position: relative; width: 100%; height: 100%;"> <canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas> <canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas> <canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas> <canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas> </div> </div> <div id="backcanvas" class="split" touch-action="none" style="overflow: hidden"> <div style="position: relative; width: 100%; height: 100%;"> <canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas> <canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas> <canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas> <canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas> </div> </div> </div> </div> </div> </body> </html> |