component
COSMIIC Power Module Eval Board
UnreviewedCOSMIIC Power Module (PM1C Rev 1.2) — NXP LPC2129 ARM7, 8-layer rigid-flex, CANopen hub, MedRadio telemetry, inductive charging. Full KiCad project with symbols, footprints, 3D models, Gerbers, iBOM.
<!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;
}
.dark .slider::-webkit-slider-thumb {
background: #3d3;
}
.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;
}
.slider::-ms-fill-lower {
background: #d3d3d3;
border: none;
border-radius: 3px;
}
.slider::-ms-fill-upper {
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;
}
.dark .dragging>table>tbody>tr {
background-color: #252c30;
}
.dark .placeholder {
filter: invert(1);
}
.column-spacer {
top: 0;
left: 0;
width: calc(100% - 4px);
position: absolute;
cursor: pointer;
user-select: none;
height: 100%;
}
.column-width-handle {
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 <[email protected]>
// 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
var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
///////////////////////////////////////////////
///////////////////////////////////////////////
/*!
* 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>