diff --git a/doc/gen/TFI2CEXT01-schematic.pdf b/doc/gen/TFI2CEXT01-schematic.pdf index 879f4a1..d4098b4 100644 Binary files a/doc/gen/TFI2CEXT01-schematic.pdf and b/doc/gen/TFI2CEXT01-schematic.pdf differ diff --git a/doc/gen/TFI2CEXT01-schematic.svg b/doc/gen/TFI2CEXT01-schematic.svg index 3ccd05f..0435b81 100644 --- a/doc/gen/TFI2CEXT01-schematic.svg +++ b/doc/gen/TFI2CEXT01-schematic.svg @@ -7,7 +7,7 @@ xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" width="297.0022mm" height="210.0072mm" viewBox="0.0000 0.0000 297.0022 210.0072"> -SVG Image created as TFI2CEXT01.svg date 2023/10/04 13:25:37 +SVG Image created as TFI2CEXT01.svg date 2024/02/23 00:51:19 Image generated by Eeschema-SVG - - + + @@ -36,75 +36,75 @@ - - + + - - + + - - + + - - + + - - - - - - + + + + + + - - - - - + + + + + - - + + - - + + - - + + - - + + - - + + - - - - - - + + + + + + - - + + - - + + @@ -127,8 +127,8 @@ - - + + @@ -141,75 +141,75 @@ - - + + - - + + - - + + - - + + - - - - - - + + + + + + - - - - - + + + + + - - + + - - + + - - + + - - + + - - + + - - - - - - + + + + + + - - + + - - + + @@ -256,8 +256,8 @@ - - + + @@ -270,75 +270,75 @@ - - + + - - + + - - + + - - + + - - - - - - + + + + + + - - - - - + + + + + - - + + - - + + - - + + - - + + - - + + - - - - - - + + + + + + - - + + - - + + @@ -688,9 +688,9 @@ - - - + + + @@ -1041,9 +1041,9 @@ - - - + + + diff --git a/doc/gen/img/TFI2CEXT01-top.png b/doc/gen/img/TFI2CEXT01-top.png index b6465e4..7178408 100644 Binary files a/doc/gen/img/TFI2CEXT01-top.png and b/doc/gen/img/TFI2CEXT01-top.png differ diff --git a/doc/gen/img/TFI2CEXT01-top.svg b/doc/gen/img/TFI2CEXT01-top.svg index d608b9b..b00bc63 100644 --- a/doc/gen/img/TFI2CEXT01-top.svg +++ b/doc/gen/img/TFI2CEXT01-top.svg @@ -22,20 +22,20 @@ - - - - - - + + + + + + - - - - - - + + + + + + @@ -58,20 +58,20 @@ - - - - - - + + + + + + - - - - - - + + + + + + @@ -118,20 +118,20 @@ - - - - - - + + + + + + - - - - - - + + + + + + @@ -337,7 +337,7 @@ - + @@ -544,7 +544,7 @@ - + diff --git a/hw/cam_profi/TFI2CEXT01-ibom.html b/hw/cam_profi/TFI2CEXT01-ibom.html index 9eb17a3..ec0020d 100644 --- a/hw/cam_profi/TFI2CEXT01-ibom.html +++ b/hw/cam_profi/TFI2CEXT01-ibom.html @@ -148,7 +148,7 @@ .button-container { font-size: 0; - margin: 10px 10px 10px 0px; + margin: 0.4rem 0.4rem 0.4rem 0; } .dark .button-container { @@ -179,7 +179,7 @@ width: 100%; max-width: 1000px; border: none; - padding: 5px; + padding: 3px; } .fileinfo .title { @@ -539,7 +539,7 @@ .menu { position: relative; display: inline-block; - margin: 10px 10px 10px 0px; + margin: 0.4rem 0.4rem 0.4rem 0; } .menu-content { @@ -613,21 +613,73 @@ } .topmostdiv { + display: flex; + flex-direction: column; width: 100%; - height: 100%; background-color: white; transition: background-color 0.3s; } #top { - height: 78px; + 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 #top { +.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; } @@ -919,7 +971,7 @@ /////////////////////////////////////////////// /////////////////////////////////////////////// -var pcbdata = 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")) +var pcbdata = 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")) /////////////////////////////////////////////// /////////////////////////////////////////////// @@ -1984,22 +2036,50 @@ 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; - 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 { + 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(); } - ctx.stroke(); } } @@ -2037,14 +2117,14 @@ function drawNets(canvas, layer, highlight) { var style = getComputedStyle(topmostdiv); - if (settings.renderTracks) { - var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color'); - drawTracks(canvas, layer, trackColor, highlight); - } 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'); @@ -3264,7 +3344,7 @@ function netColorRightClick(net) { return (event) => { - if(event.button == 2) { + if (event.button == 2) { event.preventDefault(); event.stopPropagation(); @@ -3914,13 +3994,15 @@ } document.getElementById("frontcanvas").style.display = "none"; document.getElementById("backcanvas").style.display = "none"; - document.getElementById("bot").style.height = ""; + 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("bot").style.height = "calc(100% - 80px)"; + 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"); @@ -3947,7 +4029,8 @@ document.getElementById("lr-btn").classList.add("depressed"); document.getElementById("frontcanvas").style.display = ""; document.getElementById("backcanvas").style.display = ""; - document.getElementById("bot").style.height = "calc(100% - 80px)"; + 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"); @@ -4147,7 +4230,7 @@ td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)"; } -function constrain(number, min, max){ +function constrain(number, min, max) { return Math.min(Math.max(parseInt(number), min), max); } @@ -4173,15 +4256,15 @@ break; case "ArrowLeft": case "ArrowRight": - if (document.activeElement.type != "text"){ + 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 + if (e.key == "ArrowLeft") { + settings.boardRotation += 3; // 15 degrees } - else{ - settings.boardRotation -= 3; + else { + settings.boardRotation -= 3; } settings.boardRotation = constrain(settings.boardRotation, boardRotationElement.min, boardRotationElement.max); boardRotationElement.value = settings.boardRotation @@ -4241,6 +4324,18 @@ 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(); @@ -4283,8 +4378,30 @@
-
-