Kinda finished analysis and figure for Log-HP invariance (WIP).
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124
python/save_inv_data_log-hp.py
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124
python/save_inv_data_log-hp.py
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import plotstyle_plt
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import glob
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import numpy as np
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import matplotlib.pyplot as plt
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from thunderhopper.modeltools import load_data, save_data
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from thunderhopper.filetools import crop_paths
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from thunderhopper.filters import decibel, sosfilter
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from thunderhopper.model import extract_env
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from IPython import embed
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# GENERAL SETTINGS:
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target = 'Omocestus_rufipes'
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data_paths = glob.glob(f'../data/processed/{target}*.npz')
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save_path = '../data/inv/log_hp/'
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# ANALYSIS SETTINGS:
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scales = np.arange(0, 10.1, 0.1)
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save_scales = np.array([0, 0.5, 1, 2, 5, 10])
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floor_percents = dict(song=100, noise=99)
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single_db_ref = True
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plot_redundant = False
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# EXECUTION:
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for data_path, name in zip(data_paths, crop_paths(data_paths)):
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print(f'Processing {name}')
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# Load song envelope:
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data, config = load_data(data_path, files='env')
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song, rate = data['env'], config['env_rate']
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t_full = np.arange(song.shape[0]) / rate
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# Generate noise envelope:
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rng = np.random.default_rng()
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noise = rng.normal(size=song.shape)
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noise = extract_env(noise, rate, config=config)
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# Normalize each:
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song /= song.std()
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noise /= noise.std()
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# Mix song component and noise component:
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scaled = song[:, None] * scales[None, :]
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mix = scaled + noise[:, None]
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# Find noise floor (experimental):
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song_percent = np.percentile(scaled, floor_percents['song'], axis=0)
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noise_percent = np.percentile(noise, floor_percents['noise'])
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floor_scale = scales[np.nonzero(song_percent <= noise_percent)[0][-1]]
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# Process mixture:
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mix_log = decibel(mix, axis=None if single_db_ref else 0)
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mix_inv = sosfilter(mix_log, rate, config['inv_fcut'], 'hp',
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padtype='constant', padlen=config['padlen'])
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# Get variances per stage:
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var_env = mix.var(axis=0)
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var_log = mix_log.var(axis=0)
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var_inv = mix_inv.var(axis=0)
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# Get SNRs against pure noise per stage:
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base_ind = np.nonzero(scales == 0)[0][0]
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snr_env = var_env / var_env[base_ind]
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snr_log = var_log / var_log[base_ind]
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snr_inv = var_inv / var_inv[base_ind]
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if plot_redundant:
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# Normalize SNRs:
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norm_snr_env = snr_env / snr_env.max()
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norm_snr_log = snr_log / snr_log.max()
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norm_snr_inv = snr_inv / snr_inv.max()
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# Get SNR gain against env:
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gain_log = snr_log / snr_env
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gain_inv = snr_inv / snr_env
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# Plot results:
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fig, axes = plt.subplots(6, 1, sharex=True, layout='constrained')
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axes[0].set_title('variance')
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axes[0].plot(scales, var_env)
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axes[0].plot(scales, var_log)
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axes[0].plot(scales, var_inv)
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axes[1].set_title('normalized variance')
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axes[1].plot(scales, var_env / var_env.max())
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axes[1].plot(scales, var_log / var_log.max())
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axes[1].plot(scales, var_inv / var_inv.max())
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axes[2].set_title('SNR')
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axes[2].plot(scales, snr_env)
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axes[2].plot(scales, snr_log)
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axes[2].plot(scales, snr_inv)
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axes[3].set_title('normalized SNR')
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axes[3].plot(scales, norm_snr_env)
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axes[3].plot(scales, norm_snr_log)
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axes[3].plot(scales, norm_snr_inv)
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axes[4].set_title('gain (absolute SNR)')
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axes[4].plot(scales, gain_log)
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axes[4].plot(scales, gain_inv)
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axes[5].set_title('gain (normalized SNR)')
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axes[5].plot(scales, norm_snr_log / norm_snr_env)
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axes[5].plot(scales, norm_snr_inv / norm_snr_env)
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plt.show()
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# Save analysis results:
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save_inds = np.isin(scales, save_scales)
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if save_path is not None:
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data = dict(
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scales=scales,
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plot_scales=scales[save_inds],
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floor_scale=floor_scale,
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env=mix[:, save_inds],
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log=mix_log[:, save_inds],
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inv=mix_inv[:, save_inds],
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snr_env=snr_env,
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snr_log=snr_log,
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snr_inv=snr_inv,
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)
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save_data(save_path + name, data, config, overwrite=True)
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print('Done.')
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embed()
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