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bytev-charts-beta

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基于echarts和JavaScript及ES6封装的一个可以直接调用的图表组件库,内置主题设计,简单快捷,且支持用户自定义配置; npm 安装方式: npm install bytev-charts 若启动提示还需额外install插件,则运行 npm install @babel/runtime-corejs2 即可;

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import _Object$create from "@babel/runtime-corejs2/core-js/object/create"; console.warn("THREE.ParametricGeometries: As part of the transition to ES6 Modules, the files in 'examples/js' were deprecated in May 2020 (r117) and will be deleted in December 2020 (r124). You can find more information about developing using ES6 Modules in https://threejs.org/docs/#manual/en/introduction/Installation."); /** * Experimenting of primitive geometry creation using Surface Parametric equations */ THREE.ParametricGeometries = { klein: function klein(v, u, target) { u *= Math.PI; v *= 2 * Math.PI; u = u * 2; var x, y, z; if (u < Math.PI) { x = 3 * Math.cos(u) * (1 + Math.sin(u)) + 2 * (1 - Math.cos(u) / 2) * Math.cos(u) * Math.cos(v); z = -8 * Math.sin(u) - 2 * (1 - Math.cos(u) / 2) * Math.sin(u) * Math.cos(v); } else { x = 3 * Math.cos(u) * (1 + Math.sin(u)) + 2 * (1 - Math.cos(u) / 2) * Math.cos(v + Math.PI); z = -8 * Math.sin(u); } y = -2 * (1 - Math.cos(u) / 2) * Math.sin(v); target.set(x, y, z); }, plane: function plane(width, height) { return function (u, v, target) { var x = u * width; var y = 0; var z = v * height; target.set(x, y, z); }; }, mobius: function mobius(u, t, target) { // flat mobius strip // http://www.wolframalpha.com/input/?i=M%C3%B6bius+strip+parametric+equations&lk=1&a=ClashPrefs_*Surface.MoebiusStrip.SurfaceProperty.ParametricEquations- u = u - 0.5; var v = 2 * Math.PI * t; var x, y, z; var a = 2; x = Math.cos(v) * (a + u * Math.cos(v / 2)); y = Math.sin(v) * (a + u * Math.cos(v / 2)); z = u * Math.sin(v / 2); target.set(x, y, z); }, mobius3d: function mobius3d(u, t, target) { // volumetric mobius strip u *= Math.PI; t *= 2 * Math.PI; u = u * 2; var phi = u / 2; var major = 2.25, a = 0.125, b = 0.65; var x, y, z; x = a * Math.cos(t) * Math.cos(phi) - b * Math.sin(t) * Math.sin(phi); z = a * Math.cos(t) * Math.sin(phi) + b * Math.sin(t) * Math.cos(phi); y = (major + x) * Math.sin(u); x = (major + x) * Math.cos(u); target.set(x, y, z); } }; /********************************************* * * Parametric Replacement for TubeGeometry * *********************************************/ THREE.ParametricGeometries.TubeGeometry = function (path, segments, radius, segmentsRadius, closed) { this.path = path; this.segments = segments || 64; this.radius = radius || 1; this.segmentsRadius = segmentsRadius || 8; this.closed = closed || false; var scope = this, numpoints = this.segments + 1; var frames = path.computeFrenetFrames(segments, closed), tangents = frames.tangents, normals = frames.normals, binormals = frames.binormals; // proxy internals this.tangents = tangents; this.normals = normals; this.binormals = binormals; var position = new THREE.Vector3(); var ParametricTube = function ParametricTube(u, v, target) { v *= 2 * Math.PI; var i = u * (numpoints - 1); i = Math.floor(i); path.getPointAt(u, position); var normal = normals[i]; var binormal = binormals[i]; var cx = -scope.radius * Math.cos(v); // TODO: Hack: Negating it so it faces outside. var cy = scope.radius * Math.sin(v); position.x += cx * normal.x + cy * binormal.x; position.y += cx * normal.y + cy * binormal.y; position.z += cx * normal.z + cy * binormal.z; target.copy(position); }; THREE.ParametricGeometry.call(this, ParametricTube, segments, segmentsRadius); }; THREE.ParametricGeometries.TubeGeometry.prototype = _Object$create(THREE.Geometry.prototype); THREE.ParametricGeometries.TubeGeometry.prototype.constructor = THREE.ParametricGeometries.TubeGeometry; /********************************************* * * Parametric Replacement for TorusKnotGeometry * *********************************************/ THREE.ParametricGeometries.TorusKnotGeometry = function (radius, tube, segmentsT, segmentsR, p, q) { this.radius = radius || 200; this.tube = tube || 40; this.segmentsT = segmentsT || 64; this.segmentsR = segmentsR || 8; this.p = p || 2; this.q = q || 3; function TorusKnotCurve() { THREE.Curve.call(this); } TorusKnotCurve.prototype = _Object$create(THREE.Curve.prototype); TorusKnotCurve.prototype.constructor = TorusKnotCurve; TorusKnotCurve.prototype.getPoint = function (t, optionalTarget) { var point = optionalTarget || new THREE.Vector3(); t *= Math.PI * 2; var r = 0.5; var x = (1 + r * Math.cos(q * t)) * Math.cos(p * t); var y = (1 + r * Math.cos(q * t)) * Math.sin(p * t); var z = r * Math.sin(q * t); return point.set(x, y, z).multiplyScalar(radius); }; var segments = segmentsT; var radiusSegments = segmentsR; var extrudePath = new TorusKnotCurve(); THREE.ParametricGeometries.TubeGeometry.call(this, extrudePath, segments, tube, radiusSegments, true, false); }; THREE.ParametricGeometries.TorusKnotGeometry.prototype = _Object$create(THREE.Geometry.prototype); THREE.ParametricGeometries.TorusKnotGeometry.prototype.constructor = THREE.ParametricGeometries.TorusKnotGeometry; /********************************************* * * Parametric Replacement for SphereGeometry * *********************************************/ THREE.ParametricGeometries.SphereGeometry = function (size, u, v) { function sphere(u, v, target) { u *= Math.PI; v *= 2 * Math.PI; var x = size * Math.sin(u) * Math.cos(v); var y = size * Math.sin(u) * Math.sin(v); var z = size * Math.cos(u); target.set(x, y, z); } THREE.ParametricGeometry.call(this, sphere, u, v); }; THREE.ParametricGeometries.SphereGeometry.prototype = _Object$create(THREE.Geometry.prototype); THREE.ParametricGeometries.SphereGeometry.prototype.constructor = THREE.ParametricGeometries.SphereGeometry; /********************************************* * * Parametric Replacement for PlaneGeometry * *********************************************/ THREE.ParametricGeometries.PlaneGeometry = function (width, depth, segmentsWidth, segmentsDepth) { function plane(u, v, target) { var x = u * width; var y = 0; var z = v * depth; target.set(x, y, z); } THREE.ParametricGeometry.call(this, plane, segmentsWidth, segmentsDepth); }; THREE.ParametricGeometries.PlaneGeometry.prototype = _Object$create(THREE.Geometry.prototype); THREE.ParametricGeometries.PlaneGeometry.prototype.constructor = THREE.ParametricGeometries.PlaneGeometry;