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#1704 Test and lint
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@@ -31,16 +31,18 @@ flowchart TD
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subcontainer-child--> subcontainer-sibling
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end
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</div>
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<div class="mermaid2" style="width: 50%; height: 400px;">
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<div class="mermaid" style="width: 50%; height: 400px;">
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flowchart TB
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subgraph container_Beta
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process_C-->Process_D
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end
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subgraph container_Alpha
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process_A-->process_B
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process_A-->|messages|process_C
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b-->B
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a-->c
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subgraph B
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c
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end
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subgraph A
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a
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b
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B
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end
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process_B-->|via_AWSBatch|container_Beta
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</div>
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<div class="mermaid" style="width: 50%; height: 20%;">
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flowchart TB
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@@ -414,7 +414,6 @@ export const defaultStyle = function() {
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* Clears the internal graph db so that a new graph can be parsed.
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*/
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export const addSubGraph = function(_id, list, _title) {
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// logger.warn('addSubgraph', _id, list, _title);
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let id = _id.trim();
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let title = _title;
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if (_id === _title && _title.match(/\s/)) {
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@@ -454,8 +453,25 @@ export const addSubGraph = function(_id, list, _title) {
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subCount = subCount + 1;
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const subGraph = { id: id, nodes: nodeList, title: title.trim(), classes: [] };
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console.log('Adding', subGraph.id, subGraph.nodes);
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/**
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* Deletes an id from all subgraphs
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*/
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// const del = _id => {
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// subGraphs.forEach(sg => {
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// const pos = sg.nodes.indexOf(_id);
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// if (pos >= 0) {
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// sg.nodes.splice(pos, 1);
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// }
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// });
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// };
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// // Removes the members of this subgraph from any other subgraphs, a node only belong to one subgraph
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// subGraph.nodes.forEach(_id => del(_id));
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// Remove the members in the new subgraph if they already belong to another subgraph
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subGraph.nodes.nodes = makeUniq(subGraph, subGraphs);
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subGraph.nodes = makeUniq(subGraph, subGraphs).nodes;
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subGraphs.push(subGraph);
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subGraphLookup[id] = subGraph;
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return id;
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@@ -670,7 +686,6 @@ const exists = (allSgs, _id) => {
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const makeUniq = (sg, allSubgraphs) => {
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const res = [];
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sg.nodes.forEach((_id, pos) => {
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console.log('Checking: ', _id);
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if (!exists(allSubgraphs, _id)) {
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res.push(sg.nodes[pos]);
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}
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@@ -244,8 +244,9 @@ describe('when parsing subgraphs', function() {
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const res = flow.parser.parse(`flowchart TB
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subgraph A
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b-->B
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a-->c
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a
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end
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a-->c
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subgraph B
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c
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end`);
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