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@kitware/vtk.js

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Visualization Toolkit for the Web

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import { m as macro } from '../../../macros2.js'; import { l as normalize, j as cross } from '../../../Common/Core/Math/index.js'; function eq(v1, v2) { return v1.length === 3 && v2.length === 3 && v1[0] === v2[0] && v1[1] === v2[1] && v1[2] === v2[2]; } function isSame(o, p1, p2, before) { return eq(o, before.o) && eq(p1, before.p1) && eq(p2, before.p2); } // function axis(o, p1, p2) { // if (o[0] === p1[0] && p1[0] === p2[0]) { // return 'X'; // } // if (o[1] === p1[1] && p1[1] === p2[1]) { // return 'Y'; // } // if (o[2] === p1[2] && p1[2] === p2[2]) { // return 'Z'; // } // return '?'; // } // ---------------------------------------------------------------------------- function vtkOrientationMixin(publicAPI, model) { const previousPoints = { o: [], p1: [], p2: [] }; publicAPI.normalize = () => { normalize(model.up); normalize(model.right); normalize(model.direction); publicAPI.modified(); }; publicAPI.updateFromOriginRightUp = (o, p1, p2) => { if (isSame(o, p1, p2, previousPoints)) { return; } previousPoints.o = o.slice(); previousPoints.p1 = p1.slice(); previousPoints.p2 = p2.slice(); model.up = [p2[0] - o[0], p2[1] - o[1], p2[2] - o[2]]; model.right = [p1[0] - o[0], p1[1] - o[1], p1[2] - o[2]]; cross(model.up, model.right, model.direction); cross(model.direction, model.up, model.right); publicAPI.normalize(); publicAPI.modified(); }; } // ---------------------------------------------------------------------------- const DEFAULT_VALUES = { up: [0, 1, 0], right: [1, 0, 0], direction: [0, 0, 1] }; // ---------------------------------------------------------------------------- function extend(publicAPI, model, initialValues = {}) { Object.assign(model, DEFAULT_VALUES, initialValues); macro.setGetArray(publicAPI, model, ['up', 'right', 'direction'], 3); vtkOrientationMixin(publicAPI, model); } // ---------------------------------------------------------------------------- var orientation = { extend }; export { orientation as default, extend };