| var vows = require("vows"), | |
| _ = require("../../"), | |
| load = require("../load"), | |
| assert = require("../assert"); | |
| var suite = vows.describe("d3.svg.line.radial"); | |
| suite.addBatch({ | |
| "line.radial": { | |
| topic: load("svg/line-radial").expression("d3.svg.line.radial"), | |
| "radius defaults to a function accessor": function(line) { | |
| var l = line(); | |
| assert.pathEqual(l([[10, 0], [20, 1], [20, 2], [10, 3]]), "M0,-10L16.82941969615793,-10.806046117362794L18.185948536513635,8.32293673094285L1.4112000805986715,9.899924966004454"); | |
| assert.typeOf(l.radius(), "function"); | |
| }, | |
| "radius can be defined as a constant": function(line) { | |
| var l = line().radius(30); | |
| assert.pathEqual(l([[10, 0], [20, 1], [20, 2], [10, 3]]), "M0,-30L25.244129544236895,-16.20906917604419L27.278922804770453,12.484405096414275L4.233600241796014,29.699774898013363"); | |
| assert.equal(l.radius(), 30); | |
| }, | |
| "radius can be defined as a function": function(line) { | |
| var l = line().radius(f), t = {}, dd = [], ii = [], tt = []; | |
| function f(d, i) { dd.push(d); ii.push(i); tt.push(this); return 30; } | |
| assert.pathEqual(l.call(t, [[10, 0], [20, 1], [20, 2], [10, 3]]), "M0,-30L25.244129544236895,-16.20906917604419L27.278922804770453,12.484405096414275L4.233600241796014,29.699774898013363"); | |
| assert.deepEqual(dd, [[10, 0], [20, 1], [20, 2], [10, 3]], "expected data, got {actual}"); | |
| assert.deepEqual(ii, [0, 1, 2, 3], "expected index, got {actual}"); | |
| assert.deepEqual(tt, [t, t, t, t], "expected this, got {actual}"); | |
| }, | |
| "angle defaults to a function accessor": function(line) { | |
| var l = line(); | |
| assert.pathEqual(l([[10, 0], [20, 1], [20, 2], [10, 3]]), "M0,-10L16.82941969615793,-10.806046117362794L18.185948536513635,8.32293673094285L1.4112000805986715,9.899924966004454"); | |
| assert.typeOf(l.angle(), "function"); | |
| }, | |
| "angle can be defined as a constant": function(line) { | |
| var l = line().angle(Math.PI / 2); | |
| assert.pathEqual(l([[10, 0], [20, 1], [20, 2], [10, 3]]), "M10,0L20,0L20,0L10,0"); | |
| assert.equal(l.angle(), Math.PI / 2); | |
| }, | |
| "angle can be defined as a function": function(line) { | |
| var l = line().angle(f), t = {}, dd = [], ii = [], tt = []; | |
| function f(d, i) { dd.push(d); ii.push(i); tt.push(this); return Math.PI / 2; } | |
| assert.pathEqual(l.call(t, [[10, 0], [20, 1], [20, 2], [10, 3]]), "M10,0L20,0L20,0L10,0"); | |
| assert.deepEqual(dd, [[10, 0], [20, 1], [20, 2], [10, 3]], "expected data, got {actual}"); | |
| assert.deepEqual(ii, [0, 1, 2, 3], "expected index, got {actual}"); | |
| assert.deepEqual(tt, [t, t, t, t], "expected this, got {actual}"); | |
| }, | |
| "angle is defined in radians, with zero at 12 o'clock": function(line) { | |
| var l = line().angle(0); | |
| assert.pathEqual(l([[10, Math.PI], [20, Math.PI / 3]]), "M0,-10L0,-20"); | |
| assert.equal(l.angle(), 0); | |
| }, | |
| "interpolate defaults to linear": function(line) { | |
| assert.equal(line().interpolate(), "linear"); | |
| }, | |
| "interpolate can be defined as a constant": function(line) { | |
| var l = line().interpolate("cardinal"); | |
| assert.pathEqual(l([[10, 0], [20, 1], [20, 2], [10, 3]]), "M0,-10Q15.010824842506567,-12.638339790457078,16.82941969615793,-10.806046117362794C19.557311976634978,-8.057605607721365,20.498681478847523,5.217041068437762,18.185948536513635,8.32293673094285Q16.64412657495771,10.393533839279574,1.4112000805986715,9.899924966004454"); | |
| assert.equal(l.interpolate(), "cardinal"); | |
| }, | |
| "tension defaults to .7": function(line) { | |
| assert.equal(line().tension(), .7); | |
| }, | |
| "tension can be specified as a constant": function(line) { | |
| var l = line().tension(.5); | |
| assert.equal(l.tension(), .5); | |
| }, | |
| "returns null if input points array is empty": function(line) { | |
| assert.isNull(line()([])); | |
| }, | |
| "interpolate(linear)": { | |
| "supports linear interpolation": testInterpolation("linear") | |
| }, | |
| "interpolate(step)": { | |
| "supports step-before interpolation": testInterpolation("step-before"), | |
| "supports step-after interpolation": testInterpolation("step-after") | |
| }, | |
| "interpolate(basis)": { | |
| "supports basis interpolation": testInterpolation("basis"), | |
| "supports basis-open interpolation": testInterpolation("basis-open"), | |
| "supports basis-closed interpolation": testInterpolation("basis-closed") | |
| }, | |
| "interpolate(bundle)": { | |
| "supports bundle interpolation": testInterpolation("bundle") | |
| }, | |
| "interpolate(cardinal)": { | |
| "supports cardinal interpolation": testInterpolation("cardinal"), | |
| "supports cardinal-open interpolation": testInterpolation("cardinal-open"), | |
| "supports cardinal-closed interpolation": testInterpolation("cardinal-closed") | |
| }, | |
| "interpolate(monotone)": { | |
| "supports monotone interpolation": testInterpolation("monotone") | |
| } | |
| } | |
| }); | |
| // A radial line is just a transformation of a Cartesian line. | |
| function testInterpolation(interpolate) { | |
| var data = [[10, 0], [20, 1], [20, 2], [10, 3]]; | |
| var cartesian = _.svg.line() | |
| .x(function(d) { return d[0] * Math.cos(d[1] - Math.PI / 2); }) | |
| .y(function(d) { return d[0] * Math.sin(d[1] - Math.PI / 2); }); | |
| return function(radial) { | |
| assert.pathEqual(radial().interpolate(interpolate)(data), cartesian.interpolate(interpolate)(data)); | |
| }; | |
| } | |
| suite.export(module); |