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1
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2 import vamp
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3 import numpy as np
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4
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5 plugin_key = "vamp-test-plugin:vamp-test-plugin"
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6 plugin_key_freq = "vamp-test-plugin:vamp-test-plugin-freq"
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7
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8 rate = 44100
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9
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10 # Throughout this file we have the assumption that the plugin gets run with a
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11 # blocksize of 1024, and with a step of 1024 for the time-domain version or 512
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12 # for the frequency-domain one. That is certainly expected to be the norm for a
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13 # plugin like this that declares no preference, and the Python Vamp module is
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14 # expected to follow the norm
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15
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16 blocksize = 1024
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17 eps = 1e-6
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18
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19 def input_data(n):
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20 # start at 1, not 0 so that all elts are non-zero
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21 return np.arange(n) + 1
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22
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23 def test_collect_runs_at_all():
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24 buf = input_data(blocksize * 10)
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25 results = list(vamp.collect(buf, rate, plugin_key, "input-timestamp"))
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26 assert results != []
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27
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28 def test_collect_one_sample_per_step():
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29 buf = input_data(blocksize * 10)
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30 results = list(vamp.collect(buf, rate, plugin_key, "input-timestamp"))
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31 assert len(results) == 10
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32 for i in range(len(results)):
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33 # The timestamp should be the frame number of the first frame in the
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34 # input buffer
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35 expected = i * blocksize
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36 actual = results[i]
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37 assert actual == expected
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38
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39 def test_collect_fixed_sample_rate():
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40 buf = input_data(blocksize * 10)
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41 results = list(vamp.collect(buf, rate, plugin_key, "curve-fsr"))
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42 assert len(results) == 10
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43 for i in range(len(results)):
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44 assert abs(results[i] - i * 0.1) < eps
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45
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46 def test_collect_fixed_sample_rate_2():
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47 buf = input_data(blocksize * 10)
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48 results = list(vamp.collect(buf, rate, plugin_key, "curve-fsr-timed"))
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49 assert len(results) == 10
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50 for i in range(len(results)):
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51 assert abs(results[i] - i * 0.1) < eps
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52
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53 def test_collect_variable_sample_rate():
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54 buf = input_data(blocksize * 10)
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55 results = list(vamp.collect(buf, rate, plugin_key, "curve-vsr"))
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56 assert len(results) == 10
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57 i = 0
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58 for r in results:
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59 assert r["timestamp"] == vamp.vampyhost.RealTime('seconds', i * 0.75)
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60 assert abs(r["values"][0] - i * 0.1) < eps
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61 i = i + 1
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