<!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: Consolas, "DejaVu Sans Mono", Monaco, monospace;
font-size: 14px;
box-sizing: border-box;
border: 1px solid #888;
border-radius: 4px;
outline: none;
background-color: #eee;
transition: background-color 0.2s, border 0.2s;
width: calc(100% - 10px);
}
.menu-textbox.invalid,
.dark .menu-textbox.invalid {
color: red;
}
.dark .menu-textbox {
background-color: #222;
color: #eee;
}
.radio-container {
margin: 4px;
}
.topmostdiv {
display: flex;
flex-direction: column;
width: 100%;
background-color: white;
transition: background-color 0.3s;
}
#top {
display: flex;
flex-wrap: wrap;
justify-content: flex-end;
align-items: center;
}
#topdivider {
border-bottom: 2px solid black;
display: flex;
justify-content: center;
align-items: center;
}
.dark #topdivider {
border-bottom: 2px solid #ccc;
}
#topdivider>div {
position: relative;
}
#toptoggle {
cursor: pointer;
user-select: none;
position: absolute;
padding: 0.1rem 0.3rem;
top: -0.4rem;
left: -1rem;
font-size: 1.4rem;
line-height: 60%;
border: 1px solid black;
border-radius: 1rem;
background-color: #fff;
z-index: 100;
}
.flipped {
transform: rotate(0.5turn);
}
.dark #toptoggle {
border: 1px solid #fff;
background-color: #222;
}
#fileinfodiv {
flex: 20rem 1 0;
overflow: auto;
}
#bomcontrols {
display: flex;
flex-direction: row-reverse;
}
#bomcontrols>* {
flex-shrink: 0;
}
#dbg {
display: block;
}
::-webkit-scrollbar {
width: 8px;
}
::-webkit-scrollbar-track {
background: #aaa;
}
::-webkit-scrollbar-thumb {
background: #666;
border-radius: 3px;
}
::-webkit-scrollbar-thumb:hover {
background: #555;
}
.slider {
-webkit-appearance: none;
width: 100%;
margin: 3px 0;
padding: 0;
outline: none;
opacity: 0.7;
-webkit-transition: .2s;
transition: opacity .2s;
border-radius: 3px;
}
.slider:hover {
opacity: 1;
}
.slider:focus {
outline: none;
}
.slider::-webkit-slider-runnable-track {
-webkit-appearance: none;
width: 100%;
height: 8px;
background: #d3d3d3;
border-radius: 3px;
border: none;
}
.slider::-webkit-slider-thumb {
-webkit-appearance: none;
width: 15px;
height: 15px;
border-radius: 50%;
background: #0a0;
cursor: pointer;
margin-top: -4px;
}
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}
.slider::-moz-range-thumb {
width: 15px;
height: 15px;
border-radius: 50%;
background: #0a0;
cursor: pointer;
}
.slider::-moz-range-track {
height: 8px;
background: #d3d3d3;
border-radius: 3px;
}
.dark .slider::-moz-range-thumb {
background: #3d3;
}
.slider::-ms-track {
width: 100%;
height: 8px;
border-width: 3px 0;
background: transparent;
border-color: transparent;
color: transparent;
transition: opacity .2s;
}
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background: #d3d3d3;
border: none;
border-radius: 3px;
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background: #d3d3d3;
border: none;
border-radius: 3px;
}
.slider::-ms-thumb {
width: 15px;
height: 15px;
border-radius: 50%;
background: #0a0;
cursor: pointer;
margin: 0;
}
.shameless-plug {
font-size: 0.8em;
text-align: center;
display: block;
}
a {
color: #0278a4;
}
.dark a {
color: #00b9fd;
}
#frontcanvas,
#backcanvas {
touch-action: none;
}
.placeholder {
border: 1px dashed #9f9fda !important;
background-color: #edf2f7 !important;
}
.dragging {
z-index: 999;
}
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background-color: #252c30;
}
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filter: invert(1);
}
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top: 0;
left: 0;
width: calc(100% - 4px);
position: absolute;
cursor: pointer;
user-select: none;
height: 100%;
}
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top: 0;
right: 0;
width: 4px;
position: absolute;
cursor: col-resize;
user-select: none;
height: 100%;
}
.column-width-handle:hover {
background-color: #4f99bd;
}
.help-link {
border: 1px solid #0278a4;
padding-inline: 0.3rem;
border-radius: 3px;
cursor: pointer;
}
.dark .help-link {
border: 1px solid #00b9fd;
}
.bom-color {
width: 20%;
}
.color-column input {
width: 1.6rem;
height: 1rem;
border: 1px solid black;
cursor: pointer;
padding: 0;
}
/* removes default styling from input color element */
::-webkit-color-swatch {
border: none;
}
::-webkit-color-swatch-wrapper {
padding: 0;
}
::-moz-color-swatch,
::-moz-focus-inner {
border: none;
}
::-moz-focus-inner {
padding: 0;
}
/* #bomhead {
position: sticky;
top: 0px;
z-index: 1;
} */
</style>
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///////////////////////////////////////////////
/*
Split.js - v1.3.5
MIT License
https://github.com/nathancahill/Split.js
*/
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///////////////////////////////////////////////
///////////////////////////////////////////////
// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
// This work is free. You can redistribute it and/or modify it
// under the terms of the WTFPL, Version 2
// For more information see LICENSE.txt or http://www.wtfpl.net/
//
// For more information, the home page:
// http://pieroxy.net/blog/pages/lz-string/testing.html
//
// LZ-based compression algorithm, version 1.4.4
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///////////////////////////////////////////////
///////////////////////////////////////////////
/*!
* PEP v0.4.3 | https://github.com/jquery/PEP
* Copyright jQuery Foundation and other contributors | http://jquery.org/license
*/
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///////////////////////////////////////////////
///////////////////////////////////////////////
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, "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) {
text += (output == 'csv' ? `"${node.firstChild.nodeValue}"` : node.firstChild.nodeValue);
}
if (node != bomhead.childNodes[0].lastChild) {
text += (output == 'csv' ? ',' : '\t');
}
}
text += '\n';
for (var row of bombody.childNodes) {
for (var cell of row.childNodes) {
let val = '';
for (var node of cell.childNodes) {
if (node.nodeName == "INPUT") {
if (node.checked) {
val += '✓';
}
} else if ((node.nodeName == "MARK") || (node.nodeName == "A")) {
val += node.firstChild.nodeValue;
} else {
val += node.nodeValue;
}
}
if (output == 'csv') {
val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters
if (isNumeric(val)) {
val = +val; // use number
} else {
val = `"${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,
}
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.*)?$", "");
if (config.fields.includes("Value")) {
var index = config.fields.indexOf("Value");
pcbdata.bom["parsedValues"] = {};
for (var id in pcbdata.bom.fields) {
pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
}
}
}
function parseValue(val, ref) {
var inferUnit = (unit, ref) => {
if (unit) {
unit = unit.toLowerCase();
if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
unit = 'r';
}
unit = unit[0];
} else {
ref = /^([a-z]+)\d+$/i.exec(ref);
if (ref) {
ref = ref[1].toLowerCase();
if (ref == "c") unit = 'f';
else if (ref == "l") unit = 'h';
else if (ref == "r" || ref == "rv") unit = 'r';
else unit = null;
}
}
return unit;
};
val = val.replace(/,/g, "");
var match = units.valueRegex.exec(val);
var unit;
if (match) {
val = parseFloat(match[1]);
if (match[2]) {
val = val * units.getMultiplier(match[2]);
}
unit = inferUnit(match[3], ref);
if (!unit) return null;
else return {
val: val,
unit: unit,
extra: match[4],
}
}
match = units.valueAltRegex.exec(val);
if (match && (match[1] || match[4])) {
val = parseFloat(match[1] + "." + match[4]);
if (match[3]) {
val = val * units.getMultiplier(match[3]);
}
unit = inferUnit(match[2], ref);
if (!unit) return null;
else return {
val: val,
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;
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") || "";
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("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";
ctx.lineWidth = text.thickness;
if ("svgpath" in text) {
ctx.stroke(new Path2D(text.svgpath));
ctx.restore();
return;
}
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 {
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("userSelect");
// 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 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 createCheckboxChangeHandler(checkbox, references, row) {
return function () {
refsSet = getStoredCheckboxRefs(checkbox);
var markWhenChecked = settings.markWhenChecked == checkbox;
eventArgs = {
checkbox: checkbox,
refs: references,
}
if (this.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);
}
}
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 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] != b[i]) 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();
if (settings.bommode == "netlist") {
bomtable = pcbdata.nets.slice();
} else {
switch (settings.canvaslayout) {
case 'F':
bomtable = pcbdata.bom.F.slice();
break;
case 'FB':
bomtable = pcbdata.bom.both.slice();
break;
case 'B':
bomtable = pcbdata.bom.B.slice();
break;
}
if (settings.bommode == "ungrouped") {
// expand bom table
expandedTable = []
for (var bomentry of bomtable) {
for (var ref of bomentry) {
expandedTable.push([ref]);
}
}
bomtable = expandedTable;
}
}
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 = createCheckboxChangeHandler(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);
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 checkbox = bomrow.childNodes[checkboxnum].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 checkbox = bomrow.childNodes[checkboxnum + 1].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) {
initUtils();
initRender();
initStorage();
initDefaults();
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);
///////////////////////////////////////////////
///////////////////////////////////////////////
// EventHandler.registerCallback(IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, () => {
// for(var tr of bom.childNodes) {
// tr.onclick = tr.onmousemove;
// tr.onmousemove = null;
// };
// });
///////////////////////////////////////////////
</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="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>