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Issue 2581463002: Refactor WebAudio test directory (Closed)
Patch Set: Use correct path for wav result files Created 4 years ago
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1 <!doctype html>
2 <html>
3 <head>
4 <script src="../resources/js-test.js"></script>
5 <script src="resources/compatibility.js"></script>
6 <script src="resources/audit-util.js"></script>
7 <script src="resources/audio-testing.js"></script>
8 <title>Test Clamping of Automations</title>
9 </head>
10
11 <body>
12 <script>
13 description("Test Clamping of Automations.");
14 window.jsTestIsAsync = true;
15
16 // Some arbitrary sample rate for the offline context.
17 var sampleRate = 48000;
18
19 // Duration of test (fairly arbitrary).
20 var renderDuration = 1;
21 var renderFrames = renderDuration * sampleRate;
22
23 var audit = Audit.createTaskRunner();
24
25 audit.defineTask("clamp", function (done) {
26 // Test clamping of automations. Most AudioParam limits are essentially
27 // unbounded, so clamping doesn't happen. For most other AudioParams,
28 // the behavior is sufficiently complicated with complicated outputs
29 // that testing them is hard. However the output behavior of the
30 // frequency parameter for a BiquadFilter is relatively simple. Use
31 // that as the test.
32 var context = new OfflineAudioContext(1, renderFrames, sampleRate);
33
34 var source = context.createBufferSource();
35 source.buffer = createConstantBuffer(context, 1, 1);
36 source.loop = true;
37
38 var filter = context.createBiquadFilter();
39 filter.type = "lowpass";
40
41 source.connect(filter);
42 filter.connect(context.destination);
43
44 var V0 = 880;
45 var T0 = 0;
46 filter.frequency.setValueAtTime(V0, T0);
47
48 var V1 = -1000;
49 var T1 = renderDuration / 4;
50 filter.frequency.linearRampToValueAtTime(V1, T1);
51
52 var V2 = 880;
53 var T2 = renderDuration / 2;
54 filter.frequency.linearRampToValueAtTime(V2, T2);
55
56 source.start();
57
58 context.startRendering().then(function (buffer) {
59 var result = buffer.getChannelData(0);
60 var success = true;
61
62 // When the cutoff frequency of a lowpass filter is 0, nothing gets
63 // through. Hence the output of the filter between the clamping
64 // period should be exactly zero. This tests passes if the output is 0
65 // during the expected range.
66 //
67 // Compute when the frequency value of the biquad goes to 0. In
68 // general, t = (T0*V1 -T1*V0)/(V1-V0) (using the notation from the
69 // spec.)
70 var clampStartTime = solveLinearRamp(0, V0, T0, V1, T1);
71 var clampEndTime = solveLinearRamp(0, V1, T1, V2, T2);
72
73 var clampStartFrame = Math.ceil(clampStartTime * sampleRate);
74 var clampEndFrame = Math.floor(clampEndTime * sampleRate);
75
76 var clampedSignal = result.slice(clampStartFrame, clampEndFrame + 1);
77 var expectedSignal = new Float32Array(clampedSignal.length);
78 expectedSignal.fill(0);
79
80 // Output should be zero.
81 success = Should("Clamped signal in frame range [" + clampStartFrame + ", " +
82 clampEndFrame + "]",
83 clampedSignal, {
84 verbose: true,
85 }).beCloseToArray(expectedSignal, 0);
86
87 // Find the actual clamp range based on the output values.
88 var actualClampStart = result.findIndex(x => x === 0);
89 var actualClampEnd = actualClampStart + result.slice(actualClampStart) .findIndex(
90 x => x != 0);
91
92 // Verify that the expected clamping range is a subset of the actual r ange.
93 success = Should("Actual Clamp start",
94 actualClampStart).beLessThanOrEqualTo(clampStartFrame) && success;
95 success == Should("Actual Clamp end",
96 actualClampEnd).beGreaterThanOrEqualTo(clampEndFrame) && success;
97
98 if (success)
99 testPassed("Clamping of BiquadFilter.frequency automation performed correctly.")
100 else
101 testFailed(
102 "Clamping of BiquadFilter.frequency automation performed incorrect ly.")
103
104 }).then(done);
105 });
106
107 // All done!
108 audit.defineTask("finish", function (done) {
109 finishJSTest();
110 done();
111 });
112
113 audit.runTasks();
114
115 function solveLinearRamp(v, v0, t0, v1, t1) {
116 // Solve the linear ramp equation for the time t at which the ramp
117 // reaches the value v. The linear ramp equation (from the spec) is
118 //
119 // v(t) = v0 + (v1 - v0) * (t - t0)/(t1 - t0)
120 //
121 // Find t such that
122 //
123 // v = v0 + (v1 - v0) * (t - t0)/(t1 - t0)
124 //
125 // Then
126 //
127 // t = (t0 * v1 - t1 * v0 + (t1 - t0) * v) / (v1 - v0)
128 //
129 return (t0 * v1 - t1 * v0 + (t1 - t0) * v) / (v1 - v0);
130 }
131 </script>
132 </body>
133 </html>
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