diff --git a/LTSpice Sim/100X-5GHz Opamp.asc b/LTSpice Sim/100X-5GHz Opamp.asc
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+SYMATTR InstName V1
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+WINDOW 123 0 0 Left 0
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+SYMATTR InstName V3
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+SYMATTR Value 10µ
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diff --git a/OPA855_Breakout_board-backups/OPA855_Breakout_board-2023-04-15_231640.zip b/OPA855_Breakout_board-backups/OPA855_Breakout_board-2023-04-15_231640.zip
new file mode 100644
index 0000000..dfbb10e
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index 0000000..28d36ce
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diff --git a/OPA855_breakout.kicad_prl b/OPA855_Breakout_board.kicad_prl
similarity index 89%
rename from OPA855_breakout.kicad_prl
rename to OPA855_Breakout_board.kicad_prl
index cf6cba4..15cccf5 100644
--- a/OPA855_breakout.kicad_prl
+++ b/OPA855_Breakout_board.kicad_prl
@@ -1,12 +1,14 @@
{
"board": {
"active_layer": 0,
- "active_layer_preset": "All Layers",
+ "active_layer_preset": "",
"auto_track_width": true,
+ "hidden_netclasses": [],
"hidden_nets": [],
"high_contrast_mode": 0,
"net_color_mode": 1,
"opacity": {
+ "images": 0.6,
"pads": 1.0,
"tracks": 1.0,
"vias": 1.0,
@@ -66,7 +68,7 @@
"zone_display_mode": 0
},
"meta": {
- "filename": "OPA855_breakout.kicad_prl",
+ "filename": "OPA855_Breakout_board.kicad_prl",
"version": 3
},
"project": {
diff --git a/OPA855_breakout.kicad_pro b/OPA855_Breakout_board.kicad_pro
similarity index 74%
rename from OPA855_breakout.kicad_pro
rename to OPA855_Breakout_board.kicad_pro
index a952bef..af951b5 100644
--- a/OPA855_breakout.kicad_pro
+++ b/OPA855_Breakout_board.kicad_pro
@@ -1,5 +1,6 @@
{
"board": {
+ "3dviewports": [],
"design_settings": {
"defaults": {
"board_outline_line_width": 0.09999999999999999,
@@ -33,14 +34,14 @@
"other_text_thickness": 0.15,
"other_text_upright": false,
"pads": {
- "drill": 0.762,
- "height": 1.524,
- "width": 1.524
+ "drill": 3.2,
+ "height": 3.2,
+ "width": 3.2
},
"silk_line_width": 0.15,
"silk_text_italic": false,
- "silk_text_size_h": 1.0,
- "silk_text_size_v": 1.0,
+ "silk_text_size_h": 0.15,
+ "silk_text_size_v": 0.15,
"silk_text_thickness": 0.15,
"silk_text_upright": false,
"zones": {
@@ -53,6 +54,11 @@
"gap": 0.0,
"via_gap": 0.0,
"width": 0.0
+ },
+ {
+ "gap": 0.3,
+ "via_gap": 0.5,
+ "width": 0.3
}
],
"drc_exclusions": [],
@@ -62,32 +68,43 @@
"rule_severities": {
"annular_width": "error",
"clearance": "error",
+ "connection_width": "warning",
"copper_edge_clearance": "error",
+ "copper_sliver": "warning",
"courtyards_overlap": "error",
"diff_pair_gap_out_of_range": "error",
"diff_pair_uncoupled_length_too_long": "error",
"drill_out_of_range": "error",
"duplicate_footprints": "warning",
"extra_footprint": "warning",
- "footprint_type_mismatch": "error",
+ "footprint": "error",
+ "footprint_type_mismatch": "ignore",
"hole_clearance": "error",
"hole_near_hole": "error",
"invalid_outline": "error",
+ "isolated_copper": "warning",
"item_on_disabled_layer": "error",
"items_not_allowed": "error",
"length_out_of_range": "error",
+ "lib_footprint_issues": "warning",
+ "lib_footprint_mismatch": "warning",
"malformed_courtyard": "error",
"microvia_drill_out_of_range": "error",
"missing_courtyard": "ignore",
"missing_footprint": "warning",
"net_conflict": "warning",
"npth_inside_courtyard": "ignore",
- "padstack": "error",
+ "padstack": "warning",
"pth_inside_courtyard": "ignore",
"shorting_items": "error",
+ "silk_edge_clearance": "warning",
"silk_over_copper": "warning",
"silk_overlap": "warning",
"skew_out_of_range": "error",
+ "solder_mask_bridge": "error",
+ "starved_thermal": "error",
+ "text_height": "warning",
+ "text_thickness": "warning",
"through_hole_pad_without_hole": "error",
"too_many_vias": "error",
"track_dangling": "warning",
@@ -96,30 +113,75 @@
"unconnected_items": "error",
"unresolved_variable": "error",
"via_dangling": "warning",
- "zone_has_empty_net": "error",
"zones_intersect": "error"
},
"rules": {
"allow_blind_buried_vias": false,
- "allow_microvias": true,
+ "allow_microvias": false,
"max_error": 0.005,
- "min_clearance": 0.0,
+ "min_clearance": 0.127,
+ "min_connection": 0.0,
"min_copper_edge_clearance": 0.0,
- "min_hole_clearance": 0.25,
+ "min_hole_clearance": 0.254,
"min_hole_to_hole": 0.25,
"min_microvia_diameter": 0.19999999999999998,
"min_microvia_drill": 0.09999999999999999,
+ "min_resolved_spokes": 2,
"min_silk_clearance": 0.0,
+ "min_text_height": 0.7999999999999999,
+ "min_text_thickness": 0.08,
"min_through_hole_diameter": 0.3,
- "min_track_width": 0.19999999999999998,
- "min_via_annular_width": 0.049999999999999996,
+ "min_track_width": 0.127,
+ "min_via_annular_width": 0.13,
"min_via_diameter": 0.39999999999999997,
"solder_mask_clearance": 0.0,
"solder_mask_min_width": 0.0,
+ "solder_mask_to_copper_clearance": 0.0,
"use_height_for_length_calcs": true
},
+ "teardrop_options": [
+ {
+ "td_allow_use_two_tracks": true,
+ "td_curve_segcount": 5,
+ "td_on_pad_in_zone": false,
+ "td_onpadsmd": true,
+ "td_onroundshapesonly": false,
+ "td_ontrackend": false,
+ "td_onviapad": true
+ }
+ ],
+ "teardrop_parameters": [
+ {
+ "td_curve_segcount": 0,
+ "td_height_ratio": 1.0,
+ "td_length_ratio": 0.5,
+ "td_maxheight": 2.0,
+ "td_maxlen": 1.0,
+ "td_target_name": "td_round_shape",
+ "td_width_to_size_filter_ratio": 0.9
+ },
+ {
+ "td_curve_segcount": 0,
+ "td_height_ratio": 1.0,
+ "td_length_ratio": 0.5,
+ "td_maxheight": 2.0,
+ "td_maxlen": 1.0,
+ "td_target_name": "td_rect_shape",
+ "td_width_to_size_filter_ratio": 0.9
+ },
+ {
+ "td_curve_segcount": 0,
+ "td_height_ratio": 1.0,
+ "td_length_ratio": 0.5,
+ "td_maxheight": 2.0,
+ "td_maxlen": 1.0,
+ "td_target_name": "td_track_end",
+ "td_width_to_size_filter_ratio": 0.9
+ }
+ ],
"track_widths": [
0.0,
+ 0.25,
0.3,
0.5
],
@@ -127,12 +189,17 @@
{
"diameter": 0.0,
"drill": 0.0
+ },
+ {
+ "diameter": 0.7,
+ "drill": 0.3
}
],
"zones_allow_external_fillets": false,
"zones_use_no_outline": true
},
- "layer_presets": []
+ "layer_presets": [],
+ "viewports": []
},
"boards": [],
"cvpcb": {
@@ -334,8 +401,8 @@
"no_connect_dangling": "warning",
"pin_not_connected": "error",
"pin_not_driven": "error",
- "pin_to_pin": "warning",
- "power_pin_not_driven": "ignore",
+ "pin_to_pin": "error",
+ "power_pin_not_driven": "error",
"similar_labels": "warning",
"unannotated": "error",
"unit_value_mismatch": "error",
@@ -348,13 +415,13 @@
"pinned_symbol_libs": []
},
"meta": {
- "filename": "OPA855_breakout.kicad_pro",
+ "filename": "OPA855_Breakout_board.kicad_pro",
"version": 1
},
"net_settings": {
"classes": [
{
- "bus_width": 12.0,
+ "bus_width": 12,
"clearance": 0.2,
"diff_pair_gap": 0.25,
"diff_pair_via_gap": 0.25,
@@ -368,13 +435,15 @@
"track_width": 0.25,
"via_diameter": 0.8,
"via_drill": 0.4,
- "wire_width": 6.0
+ "wire_width": 6
}
],
"meta": {
- "version": 2
+ "version": 3
},
- "net_colors": null
+ "net_colors": null,
+ "netclass_assignments": null,
+ "netclass_patterns": []
},
"pcbnew": {
"last_paths": {
@@ -390,6 +459,8 @@
"schematic": {
"annotate_start_num": 0,
"drawing": {
+ "dashed_lines_dash_length_ratio": 12.0,
+ "dashed_lines_gap_length_ratio": 3.0,
"default_line_thickness": 6.0,
"default_text_size": 50.0,
"field_names": [],
@@ -421,13 +492,17 @@
"page_layout_descr_file": "",
"plot_directory": "",
"spice_adjust_passive_values": false,
+ "spice_current_sheet_as_root": false,
"spice_external_command": "spice \"%I\"",
+ "spice_model_current_sheet_as_root": true,
+ "spice_save_all_currents": false,
+ "spice_save_all_voltages": false,
"subpart_first_id": 65,
"subpart_id_separator": 0
},
"sheets": [
[
- "481d76bf-c63a-46d4-835e-8b773438c533",
+ "13c04d06-9cc9-4c51-b6c3-618f34071f00",
""
]
],
diff --git a/OPA855_Breakout_board.kicad_sch b/OPA855_Breakout_board.kicad_sch
new file mode 100644
index 0000000..d813ae8
--- /dev/null
+++ b/OPA855_Breakout_board.kicad_sch
@@ -0,0 +1,1959 @@
+(kicad_sch (version 20230121) (generator eeschema)
+
+ (uuid 13c04d06-9cc9-4c51-b6c3-618f34071f00)
+
+ (paper "A4")
+
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+ (property "Value" "" (at 0 0 0)
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diff --git a/OPA855_breakout.kicad_sch-bak b/OPA855_breakout.kicad_sch-bak
deleted file mode 100644
index 3cfeed7..0000000
--- a/OPA855_breakout.kicad_sch-bak
+++ /dev/null
@@ -1,5 +0,0 @@
-(kicad_sch (version 20211123) (generator eeschema)
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diff --git a/bom/ibom.html b/bom/ibom.html
index 37a40c0..d1dddcb 100644
--- a/bom/ibom.html
+++ b/bom/ibom.html
@@ -886,11 +886,11 @@ var d={x:c.clientX,y:c.clientY};b.push(d);var e=function(a,b){var c=a.indexOf(b)
///////////////////////////////////////////////
///////////////////////////////////////////////
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+var config = {"dark_mode": true, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": true, "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", "Manufacturer_Name", "Manufacturer_Part_Number", "Mouser Part Number"]}
///////////////////////////////////////////////
///////////////////////////////////////////////
-var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
+var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
///////////////////////////////////////////////
///////////////////////////////////////////////
@@ -981,7 +981,7 @@ function saveBomTable(output) {
if (node.checked) {
val += '✓';
}
- } else if (node.nodeName == "MARK") {
+ } else if ((node.nodeName == "MARK") || (node.nodeName == "A")) {
val += node.firstChild.nodeValue;
} else {
val += node.nodeValue;
@@ -1332,10 +1332,11 @@ function overwriteSettings(newSettings) {
document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
setHighlightPin1(settings.highlightpin1);
document.getElementById("highlightpin1Checkbox").checked = settings.highlightpin1;
- showFootprints(settings.show_footprints);
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);
@@ -1373,6 +1374,7 @@ var settings = {
highlightpin1: false,
redrawOnDrag: true,
boardRotation: 0,
+ offsetBackRotation: false,
renderPads: true,
renderReferences: true,
renderValues: true,
@@ -1382,7 +1384,7 @@ var settings = {
renderTracks: true,
renderZones: true,
columnOrder: [],
- hiddenColumns: [],
+ hiddenColumns: []
}
function initDefaults() {
@@ -1468,6 +1470,7 @@ function initDefaults() {
}
document.getElementById("boardRotation").value = settings.boardRotation / 5;
document.getElementById("rotationDegree").textContent = settings.boardRotation;
+ initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation);
}
// Helper classes for user js callbacks.
@@ -1578,16 +1581,18 @@ function drawText(ctx, text, color) {
var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
var inOverbar = false;
for (var j = 0; j < txt[i].length; j++) {
- 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;
+ 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]];
@@ -1834,6 +1839,7 @@ function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, ou
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();
}
@@ -1844,6 +1850,7 @@ function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, ou
drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad);
}
}
+ ctx.lineWidth = 3 / scalefactor;
// draw pads
if (settings.renderPads) {
for (var pad of footprint.pads) {
@@ -1947,7 +1954,7 @@ function drawZones(canvas, layer, color, highlight) {
zone.path2d = getPolygonsPath(zone);
}
if (highlight && highlightedNet != zone.net) continue;
- ctx.fill(zone.path2d);
+ ctx.fill(zone.path2d, zone.fillrule || "nonzero");
if (zone.width > 0) {
ctx.lineWidth = zone.width;
ctx.stroke(zone.path2d);
@@ -2064,12 +2071,12 @@ function prepareCanvas(canvas, flip, transform) {
ctx.scale(-1, 1);
}
ctx.translate(transform.x, transform.y);
- ctx.rotate(deg2rad(settings.boardRotation));
+ ctx.rotate(deg2rad(settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
ctx.scale(transform.s, transform.s);
}
function prepareLayer(canvasdict) {
- var flip = (canvasdict.layer == "B");
+ var flip = (canvasdict.layer === "B");
for (var c of ["bg", "fab", "silk", "highlight"]) {
prepareCanvas(canvasdict[c], flip, canvasdict.transform);
}
@@ -2083,14 +2090,14 @@ function rotateVector(v, angle) {
];
}
-function applyRotation(bbox) {
+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));
+ 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),
@@ -2100,7 +2107,8 @@ function applyRotation(bbox) {
}
function recalcLayerScale(layerdict, width, height) {
- var bbox = applyRotation(pcbdata.edges_bbox);
+ 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)
@@ -2109,7 +2117,6 @@ function recalcLayerScale(layerdict, width, height) {
scalefactor = 1;
}
layerdict.transform.s = scalefactor;
- var flip = (layerdict.layer == "B");
if (flip) {
layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
} else {
@@ -2301,13 +2308,14 @@ function handleMouseClick(e, layerdict) {
var x = e.offsetX;
var y = e.offsetY;
var t = layerdict.transform;
- if (layerdict.layer == "B") {
+ 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);
+ 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) {
@@ -2499,6 +2507,12 @@ function setBoardRotation(value) {
resizeAll();
}
+function setOffsetBackRotation(value) {
+ settings.offsetBackRotation = value;
+ writeStorage("offsetBackRotation", value);
+ resizeAll();
+}
+
function initRender() {
allcanvas = {
front: {
@@ -3472,6 +3486,7 @@ function populateBomHeader(placeHolderColumn = null, placeHolderElements = null)
}
function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
+ const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/;
while (bom.firstChild) {
bom.removeChild(bom.firstChild);
}
@@ -3579,7 +3594,16 @@ function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
var valueSet = new Set();
references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index]));
td = document.createElement("TD");
- td.innerHTML = highlightFilter(Array.from(valueSet).join(", "));
+ var output = new Array();
+ for (let item of valueSet) {
+ const visible = highlightFilter(item);
+ if (typeof item === 'string' && item.match(urlRegex)) {
+ output.push(`${visible}`);
+ } else {
+ output.push(visible);
+ }
+ }
+ td.innerHTML = output.join(", ");
tr.appendChild(td);
}
});
@@ -4059,7 +4083,7 @@ document.onkeydown = function (e) {
boardRotationElement.value = settings.boardRotation
setBoardRotation(settings.boardRotation);
}
- break;
+ break;
default:
break;
}
@@ -4214,6 +4238,10 @@ window.matchMedia("print").addListener(resizeAll);
0°
+