|
1 require("../env"); |
|
2 require("../../d3"); |
|
3 |
|
4 var vows = require("vows"), |
|
5 assert = require("assert"); |
|
6 |
|
7 var suite = vows.describe("d3.scale.sqrt"); |
|
8 |
|
9 suite.addBatch({ |
|
10 "sqrt": { |
|
11 topic: function() { |
|
12 return d3.scale.sqrt; |
|
13 }, |
|
14 |
|
15 "domain": { |
|
16 "defaults to [0, 1]": function(sqrt) { |
|
17 var x = sqrt(); |
|
18 assert.deepEqual(x.domain(), [0, 1]); |
|
19 assert.inDelta(x(.5), 0.7071068, 1e-6); |
|
20 }, |
|
21 "coerces domain to numbers": function(sqrt) { |
|
22 var x = sqrt().domain([new Date(1990, 0, 1), new Date(1991, 0, 1)]); |
|
23 assert.equal(typeof x.domain()[0], "number"); |
|
24 assert.equal(typeof x.domain()[1], "number"); |
|
25 assert.inDelta(x(new Date(1989, 09, 20)), -.2, 1e-2); |
|
26 assert.inDelta(x(new Date(1990, 00, 01)), 0, 1e-2); |
|
27 assert.inDelta(x(new Date(1990, 02, 15)), .2, 1e-2); |
|
28 assert.inDelta(x(new Date(1990, 04, 27)), .4, 1e-2); |
|
29 assert.inDelta(x(new Date(1991, 00, 01)), 1, 1e-2); |
|
30 assert.inDelta(x(new Date(1991, 02, 15)), 1.2, 1e-2); |
|
31 var x = sqrt().domain(["0", "1"]); |
|
32 assert.equal(typeof x.domain()[0], "number"); |
|
33 assert.equal(typeof x.domain()[1], "number"); |
|
34 assert.inDelta(x(.5), 0.7071068, 1e-6); |
|
35 var x = sqrt().domain([new Number(0), new Number(1)]); |
|
36 assert.equal(typeof x.domain()[0], "number"); |
|
37 assert.equal(typeof x.domain()[1], "number"); |
|
38 assert.inDelta(x(.5), 0.7071068, 1e-6); |
|
39 }, |
|
40 "can specify a polypower domain and range": function(sqrt) { |
|
41 var x = sqrt().domain([-10, 0, 100]).range(["red", "white", "green"]); |
|
42 assert.equal(x(-5), "#ff4b4b"); |
|
43 assert.equal(x(50), "#4ba54b"); |
|
44 assert.equal(x(75), "#229122"); |
|
45 } |
|
46 }, |
|
47 |
|
48 "range": { |
|
49 "defaults to [0, 1]": function(sqrt) { |
|
50 var x = sqrt(); |
|
51 assert.deepEqual(x.range(), [0, 1]); |
|
52 assert.inDelta(x.invert(.5), .25, 1e-6); |
|
53 }, |
|
54 "does not coerce range to numbers": function(sqrt) { |
|
55 var x = sqrt().range(["0", "2"]); |
|
56 assert.equal(typeof x.range()[0], "string"); |
|
57 assert.equal(typeof x.range()[1], "string"); |
|
58 }, |
|
59 "coerces range value to number on invert": function(sqrt) { |
|
60 var x = sqrt().range(["0", "2"]); |
|
61 assert.inDelta(x.invert("1"), .25, 1e-6); |
|
62 var x = sqrt().range([new Date(1990, 0, 1), new Date(1991, 0, 1)]); |
|
63 assert.inDelta(x.invert(new Date(1990, 6, 2, 13)), .25, 1e-6); |
|
64 var x = sqrt().range(["#000", "#fff"]); |
|
65 assert.isNaN(x.invert("#999")); |
|
66 }, |
|
67 "can specify range values as colors": function(sqrt) { |
|
68 var x = sqrt().range(["red", "blue"]); |
|
69 assert.equal(x(.25), "#800080"); |
|
70 var x = sqrt().range(["#ff0000", "#0000ff"]); |
|
71 assert.equal(x(.25), "#800080"); |
|
72 var x = sqrt().range(["#f00", "#00f"]); |
|
73 assert.equal(x(.25), "#800080"); |
|
74 var x = sqrt().range([d3.rgb(255,0,0), d3.hsl(240,1,.5)]); |
|
75 assert.equal(x(.25), "#800080"); |
|
76 var x = sqrt().range(["hsl(0,100%,50%)", "hsl(240,100%,50%)"]); |
|
77 assert.equal(x(.25), "#800080"); |
|
78 }, |
|
79 "can specify range values as arrays or objects": function(sqrt) { |
|
80 var x = sqrt().range([{color: "red"}, {color: "blue"}]); |
|
81 assert.deepEqual(x(.25), {color: "#800080"}); |
|
82 var x = sqrt().range([["red"], ["blue"]]); |
|
83 assert.deepEqual(x(.25), ["#800080"]); |
|
84 } |
|
85 }, |
|
86 |
|
87 "exponent": { |
|
88 "defaults to .5": function(sqrt) { |
|
89 var x = sqrt(); |
|
90 assert.equal(x.exponent(), .5); |
|
91 }, |
|
92 "observes the specified exponent": function(sqrt) { |
|
93 var x = sqrt().exponent(.5).domain([1, 2]); |
|
94 assert.inDelta(x(1), 0, 1e-6); |
|
95 assert.inDelta(x(1.5), 0.5425821, 1e-6); |
|
96 assert.inDelta(x(2), 1, 1e-6); |
|
97 var x = sqrt().exponent(2).domain([1, 2]); |
|
98 assert.inDelta(x(1), 0, 1e-6); |
|
99 assert.inDelta(x(1.5), .41666667, 1e-6); |
|
100 assert.inDelta(x(2), 1, 1e-6); |
|
101 var x = sqrt().exponent(-1).domain([1, 2]); |
|
102 assert.inDelta(x(1), 0, 1e-6); |
|
103 assert.inDelta(x(1.5), .6666667, 1e-6); |
|
104 assert.inDelta(x(2), 1, 1e-6); |
|
105 }, |
|
106 "changing the exponent does not change the domain or range": function(sqrt) { |
|
107 var x = sqrt().domain([1, 2]).range([3, 4]), f = d3.format(".6f"); |
|
108 x.exponent(.5); |
|
109 assert.deepEqual(x.domain().map(f), [1, 2]); |
|
110 assert.deepEqual(x.range(), [3, 4]); |
|
111 x.exponent(2); |
|
112 assert.deepEqual(x.domain().map(f), [1, 2]); |
|
113 assert.deepEqual(x.range(), [3, 4]); |
|
114 x.exponent(-1); |
|
115 assert.deepEqual(x.domain().map(f), [1, 2]); |
|
116 assert.deepEqual(x.range(), [3, 4]); |
|
117 } |
|
118 }, |
|
119 |
|
120 "interpolate": { |
|
121 "defaults to d3.interpolate": function(sqrt) { |
|
122 var x = sqrt().range(["red", "blue"]); |
|
123 assert.equal(x.interpolate(), d3.interpolate); |
|
124 assert.equal(x(.5), "#4b00b4"); |
|
125 }, |
|
126 "can specify a custom interpolator": function(sqrt) { |
|
127 var x = sqrt().range(["red", "blue"]).interpolate(d3.interpolateHsl); |
|
128 assert.equal(x(.25), "#00ff00"); |
|
129 } |
|
130 }, |
|
131 |
|
132 "clamp": { |
|
133 "defaults to false": function(sqrt) { |
|
134 var x = sqrt(); |
|
135 assert.isFalse(x.clamp()); |
|
136 assert.inDelta(x(-.5), -0.7071068, 1e-6); |
|
137 assert.inDelta(x(1.5), 1.22474487, 1e-6); |
|
138 }, |
|
139 "can clamp to the domain": function(sqrt) { |
|
140 var x = sqrt().clamp(true); |
|
141 assert.inDelta(x(-.5), 0, 1e-6); |
|
142 assert.inDelta(x(.25), .5, 1e-6); |
|
143 assert.inDelta(x(1.5), 1, 1e-6); |
|
144 var x = sqrt().domain([1, 0]).clamp(true); |
|
145 assert.inDelta(x(-.5), 1, 1e-6); |
|
146 assert.inDelta(x(.25), .5, 1e-6); |
|
147 assert.inDelta(x(1.5), 0, 1e-6); |
|
148 } |
|
149 }, |
|
150 |
|
151 "maps a number to a number": function(sqrt) { |
|
152 var x = sqrt().domain([1, 2]); |
|
153 assert.inDelta(x(.5), -0.7071068, 1e-6); |
|
154 assert.inDelta(x(1), 0, 1e-6); |
|
155 assert.inDelta(x(1.5), 0.5425821, 1e-6); |
|
156 assert.inDelta(x(2), 1, 1e-6); |
|
157 assert.inDelta(x(2.5), 1.4029932, 1e-6); |
|
158 }, |
|
159 |
|
160 "ticks": { |
|
161 "can generate ticks of varying degree": function(sqrt) { |
|
162 var x = sqrt(); |
|
163 assert.deepEqual(x.ticks(1).map(x.tickFormat(1)), [0, 1]); |
|
164 assert.deepEqual(x.ticks(2).map(x.tickFormat(2)), [0, .5, 1]); |
|
165 assert.deepEqual(x.ticks(5).map(x.tickFormat(5)), [0, .2, .4, .6, .8, 1]); |
|
166 assert.deepEqual(x.ticks(10).map(x.tickFormat(10)), [0, .1, .2, .3, .4, .5, .6, .7, .8, .9, 1]); |
|
167 var x = sqrt().domain([1, 0]); |
|
168 assert.deepEqual(x.ticks(1).map(x.tickFormat(1)), [0, 1]); |
|
169 assert.deepEqual(x.ticks(2).map(x.tickFormat(2)), [0, .5, 1]); |
|
170 assert.deepEqual(x.ticks(5).map(x.tickFormat(5)), [0, .2, .4, .6, .8, 1]); |
|
171 assert.deepEqual(x.ticks(10).map(x.tickFormat(10)), [0, .1, .2, .3, .4, .5, .6, .7, .8, .9, 1]); |
|
172 } |
|
173 }, |
|
174 |
|
175 "nice": { |
|
176 "can nice the domain, extending it to round numbers": function(sqrt) { |
|
177 var x = sqrt().domain([1.1, 10.9]).nice(), f = d3.format(".6f"); |
|
178 assert.deepEqual(x.domain().map(f), [1, 11]); |
|
179 var x = sqrt().domain([10.9, 1.1]).nice(); |
|
180 assert.deepEqual(x.domain().map(f), [11, 1]); |
|
181 var x = sqrt().domain([.7, 11.001]).nice(); |
|
182 assert.deepEqual(x.domain().map(f), [0, 12]); |
|
183 var x = sqrt().domain([123.1, 6.7]).nice(); |
|
184 assert.deepEqual(x.domain().map(f), [130, 0]); |
|
185 var x = sqrt().domain([0, .49]).nice(); |
|
186 assert.deepEqual(x.domain().map(f), [0, .5]); |
|
187 }, |
|
188 "nicing a polypower domain only affects the extent": function(sqrt) { |
|
189 var x = sqrt().domain([1.1, 1, 2, 3, 10.9]).nice(), f = d3.format(".6f"); |
|
190 assert.deepEqual(x.domain().map(f), [1, 1, 2, 3, 11]); |
|
191 var x = sqrt().domain([123.1, 1, 2, 3, -.9]).nice(); |
|
192 assert.deepEqual(x.domain().map(f), [130, 1, 2, 3, "−10.000000"]); |
|
193 } |
|
194 }, |
|
195 |
|
196 "copy": { |
|
197 "changes to the domain are isolated": function(sqrt) { |
|
198 var x = sqrt(), y = x.copy(); |
|
199 x.domain([1, 2]); |
|
200 assert.deepEqual(y.domain(), [0, 1]); |
|
201 assert.equal(x(1), 0); |
|
202 assert.equal(y(1), 1); |
|
203 y.domain([2, 3]); |
|
204 assert.equal(x(2), 1); |
|
205 assert.equal(y(2), 0); |
|
206 assert.inDelta(x.domain(), [1, 2], 1e-6); |
|
207 assert.inDelta(y.domain(), [2, 3], 1e-6); |
|
208 }, |
|
209 "changes to the range are isolated": function(sqrt) { |
|
210 var x = sqrt(), y = x.copy(); |
|
211 x.range([1, 2]); |
|
212 assert.equal(x.invert(1), 0); |
|
213 assert.equal(y.invert(1), 1); |
|
214 assert.deepEqual(y.range(), [0, 1]); |
|
215 y.range([2, 3]); |
|
216 assert.equal(x.invert(2), 1); |
|
217 assert.equal(y.invert(2), 0); |
|
218 assert.deepEqual(x.range(), [1, 2]); |
|
219 assert.deepEqual(y.range(), [2, 3]); |
|
220 }, |
|
221 "changes to the exponent are isolated": function(sqrt) { |
|
222 var x = sqrt().exponent(2), y = x.copy(); |
|
223 x.exponent(.5); |
|
224 assert.inDelta(x(.5), Math.SQRT1_2, 1e-6); |
|
225 assert.inDelta(y(.5), 0.25, 1e-6); |
|
226 assert.equal(x.exponent(), .5); |
|
227 assert.equal(y.exponent(), 2); |
|
228 y.exponent(3); |
|
229 assert.inDelta(x(.5), Math.SQRT1_2, 1e-6); |
|
230 assert.inDelta(y(.5), 0.125, 1e-6); |
|
231 assert.equal(x.exponent(), .5); |
|
232 assert.equal(y.exponent(), 3); |
|
233 }, |
|
234 "changes to the interpolator are isolated": function(sqrt) { |
|
235 var x = sqrt().range(["red", "blue"]), y = x.copy(); |
|
236 x.interpolate(d3.interpolateHsl); |
|
237 assert.equal(x(0.5), "#00ffd3"); |
|
238 assert.equal(y(0.5), "#4b00b4"); |
|
239 assert.equal(y.interpolate(), d3.interpolate); |
|
240 }, |
|
241 "changes to clamping are isolated": function(sqrt) { |
|
242 var x = sqrt().clamp(true), y = x.copy(); |
|
243 x.clamp(false); |
|
244 assert.equal(x(2), Math.SQRT2); |
|
245 assert.equal(y(2), 1); |
|
246 assert.isTrue(y.clamp()); |
|
247 y.clamp(false); |
|
248 assert.equal(x(2), Math.SQRT2); |
|
249 assert.equal(y(2), Math.SQRT2); |
|
250 assert.isFalse(x.clamp()); |
|
251 } |
|
252 } |
|
253 } |
|
254 }); |
|
255 |
|
256 suite.export(module); |