[+] Deploy to pypi
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from __future__ import annotations
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import math
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from dataclasses import dataclass
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import numpy
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import numpy as np
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import parselmouth
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def calculate_tilt(sound: parselmouth.Sound) -> float | None:
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"""
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Compute spectral tilt
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Based on statistics, spectral tilt's range is around [-0.5, -0.08]. Higher spectral tilt is
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correlated with a creaky voice, and lower spectral tilt is correlated with a breathy voice.
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Implementation modified from https://github.com/Voice-Lab/VoiceLab/blob/main/Voicelab/toolkits/Voicelab/MeasureSpectralTiltNode.py
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Credit to VoiceLab (https://github.com/Voice-Lab/VoiceLab)
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:param sound: Decoded sound
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:return: Spectral tilt value or None if no value is found
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"""
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spectrum = sound.to_spectrum()
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total_bins = spectrum.get_number_of_bins()
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dBValue = []
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bins = []
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# convert spectral values to dB
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for bin in range(total_bins):
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bin_number = bin + 1
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realValue = spectrum.get_real_value_in_bin(bin_number)
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imagValue = spectrum.get_imaginary_value_in_bin(bin_number)
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rmsPower = math.sqrt((realValue ** 2) + (imagValue ** 2))
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if rmsPower <= 0:
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print(f'Error: rmsPower={rmsPower}, needs to be positive!')
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return None
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db = 20 * (math.log10(rmsPower / 0.0002))
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dBValue.append(db)
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bin_number += 1
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bins.append(bin)
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# find maximum dB value, for rescaling purposes
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maxdB = max(dBValue)
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mindB = min(dBValue) # this is wrong in Owren's script, where mindB = 0
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rangedB = maxdB - mindB
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# stretch the spectrum to a normalized range that matches the number of frequency values
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scalingConstant = (total_bins - 1) / rangedB
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scaled_dB_values = []
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for value in dBValue:
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scaled_dBvalue = value + abs(mindB)
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scaled_dBvalue *= scalingConstant
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scaled_dB_values.append(scaled_dBvalue)
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# find slope
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sumXX = 0
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sumXY = 0
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sumX = sum(bins)
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sumY = sum(scaled_dB_values)
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for bin in bins:
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currentX = bin
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sumXX += currentX ** 2
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sumXY += currentX * scaled_dB_values[bin]
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sXX = sumXX - ((sumX * sumX) / len(bins))
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sXY = sumXY - ((sumX * sumY) / len(bins))
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spectral_tilt = sXY / sXX
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return spectral_tilt
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def calculate_freq_info(audio: parselmouth.Sound, show_plot=False) -> numpy.ndarray:
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"""
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Calculate pitch and frequency
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:param show_plot: Show pyplot plot or not
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:param audio: Sound input
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:return: 2D Array (Each row is 1/100 of a second, row[0] is pitch (fundamental frequency), row[1:4] is formant)
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"""
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pitch_values = audio.to_pitch(0.01).selected_array['frequency']
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formant_values = audio.to_formant_burg(0.01)
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result = numpy.ndarray([len(pitch_values), 4], 'float32')
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for i in range(len(pitch_values)):
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pitch = pitch_values[i]
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result[i][0] = pitch if pitch else None
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for f in range(1, 4):
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result[i][f] = formant_values.get_value_at_time(f, i / 100) if pitch else None
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if show_plot:
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import matplotlib.pyplot as plt
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plt.plot(result)
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plt.show()
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return result
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@dataclass
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class FrequencyStats:
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pitch: Statistics
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f1: Statistics
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f2: Statistics
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f3: Statistics
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@dataclass
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class Statistics:
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mean: float
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median: float
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q1: float
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q3: float
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iqr: float
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min: float
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max: float
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n: int
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def calc_col_stats(col: np.ndarray) -> Statistics:
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"""
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Compute statistics for a data column
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:param col: Input column (tested on 1D array)
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:return: Statistics
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"""
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q1 = np.quantile(col, 0.25)
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q3 = np.quantile(col, 0.75)
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return Statistics(
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float(np.mean(col)),
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float(np.median(col)),
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float(q1),
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float(q3),
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float(q3 - q1),
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float(np.min(col)),
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float(np.max(col)),
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len(col)
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)
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def calculate_freq_statistics(arr: np.ndarray) -> FrequencyStats:
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"""
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Calculate frequency data array statistics
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:param arr: n-by-4 Array from calculate_freq_info
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:return: Statistics
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"""
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result = [calc_col_stats(arr[:, i]) for i in range(0, 4)]
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return FrequencyStats(*result)
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