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frequency_response.py
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frequency_response.py
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# -*- coding: utf-8 -*_
import os
from copy import deepcopy
import matplotlib.pyplot as plt
import matplotlib.ticker as ticker
import math
from pathlib import Path
from scipy.interpolate import InterpolatedUnivariateSpline
from scipy.signal import savgol_filter, find_peaks, minimum_phase, firwin2
from scipy.stats import linregress
from scipy.fftpack import next_fast_len
import numpy as np
import urllib
from time import time
from PIL import Image
import warnings
from autoeq.constants import DEFAULT_F_MIN, DEFAULT_F_MAX, DEFAULT_STEP, DEFAULT_MAX_GAIN, DEFAULT_TREBLE_F_LOWER, \
DEFAULT_TREBLE_F_UPPER, DEFAULT_TREBLE_GAIN_K, DEFAULT_SMOOTHING_WINDOW_SIZE, \
DEFAULT_TREBLE_SMOOTHING_F_LOWER, DEFAULT_TREBLE_SMOOTHING_F_UPPER, \
DEFAULT_TREBLE_SMOOTHING_WINDOW_SIZE, DEFAULT_TILT, DEFAULT_FS, \
DEFAULT_F_RES, DEFAULT_BASS_BOOST_GAIN, DEFAULT_BASS_BOOST_FC, \
DEFAULT_BASS_BOOST_Q, DEFAULT_GRAPHIC_EQ_STEP, HARMAN_INEAR_PREFENCE_FREQUENCIES, \
HARMAN_OVEREAR_PREFERENCE_FREQUENCIES, PREAMP_HEADROOM, DEFAULT_MAX_SLOPE, \
DEFAULT_BIQUAD_OPTIMIZATION_F_STEP, DEFAULT_TREBLE_BOOST_GAIN, DEFAULT_TREBLE_BOOST_FC, DEFAULT_TREBLE_BOOST_Q, \
DEFAULT_PREAMP, DEFAULT_SOUND_SIGNATURE_SMOOTHING_WINDOW_SIZE
from autoeq.csv import parse_csv, create_csv
from autoeq.peq import PEQ, LowShelf, HighShelf, Peaking
from autoeq.utils import generate_frequencies, log_tilt, smoothing_window_size, log_f_sigmoid, log_log_gradient
warnings.filterwarnings("ignore", message="Values in x were outside bounds during a minimize step, clipping to bounds")
class FrequencyResponse:
_cols = [
'frequency', 'raw', 'smoothed', 'error', 'error_smoothed', 'equalization', 'parametric_eq', 'fixed_band_eq',
'equalized_raw', 'equalized_smoothed', 'target']
def __init__(self, name=None, frequency=None, raw=None, error=None, smoothed=None, error_smoothed=None,
equalization=None, parametric_eq=None, fixed_band_eq=None, equalized_raw=None, equalized_smoothed=None,
target=None):
if not name:
raise TypeError('Name must not be a non-empty string.')
self.name = name.strip()
self.frequency = self._init_data(frequency)
if not len(self.frequency):
self.frequency = self.generate_frequencies()
self._check_duplicate_frequencies()
self.raw = self._init_data(raw)
self.smoothed = self._init_data(smoothed)
self.error = self._init_data(error)
self.error_smoothed = self._init_data(error_smoothed)
self.equalization = self._init_data(equalization)
self.parametric_eq = self._init_data(parametric_eq)
self.fixed_band_eq = self._init_data(fixed_band_eq)
self.equalized_raw = self._init_data(equalized_raw)
self.equalized_smoothed = self._init_data(equalized_smoothed)
self.target = self._init_data(target)
self._sort()
def _init_data(self, data):
"""Initializes data to a clean format. If None is passed and empty array is created. Non-numbers are removed."""
if data is None:
data = []
elif type(data) == float or type(data) == int:
data = np.ones(self.frequency.shape) * data
return np.array([None if x is None or math.isnan(x) else x for x in data])
def _check_duplicate_frequencies(self):
"""Checks if frequency array contains duplicate values and raises an error if it does."""
unique_frequencies = set()
duplicate_frequencies = set()
for f in self.frequency:
if f in unique_frequencies:
duplicate_frequencies.add(f)
unique_frequencies.add(f)
if duplicate_frequencies:
raise ValueError(f'Duplicate frequencies found {duplicate_frequencies}. Remove duplicates manually.')
def _sort(self):
"""Sorts all columns in place in ascending order by frequency."""
sorted_inds = self.frequency.argsort()
self.frequency = self.frequency[sorted_inds]
for col in self._cols:
if len(self.__dict__[col]):
self.__dict__[col] = self.__dict__[col][sorted_inds]
def copy(self, name=None):
return self.__class__(
name=self.name + '_copy' if name is None else name,
**{col: self._init_data(self.__dict__[col]) for col in self._cols})
def reset(self, raw=False, smoothed=False, error=False, error_smoothed=False, equalization=False,
fixed_band_eq=False, parametric_eq=False, equalized_raw=False, equalized_smoothed=False, target=False):
"""Resets data."""
args = locals()
for key in args:
if args[key]:
self.__dict__[key] = self._init_data(None)
def to_dict(self):
return {key: [x if x is not None else 'NaN' for x in self.__dict__[key]] for key in self._cols if len(self.__dict__[key])}
@classmethod
def read_csv(cls, file_path):
"""Reads data from CSV file and constructs class instance."""
name = '.'.join(Path(file_path).name.split('.')[:-1])
try:
with open(file_path, 'r', encoding='utf-8') as fh:
csv_str = fh.read().strip()
except UnicodeDecodeError as err:
with open(file_path, 'r', encoding='windows-1252') as fh:
csv_str = fh.read().strip()
return cls(name=name, **parse_csv(csv_str))
def write_csv(self, file_path):
"""Writes data to files as CSV."""
with open(file_path, 'w') as fh:
fh.write(create_csv(self.to_dict()) + '\n')
def eqapo_graphic_eq(self, normalize=True, preamp=DEFAULT_PREAMP, f_step=DEFAULT_GRAPHIC_EQ_STEP):
"""Generates EqualizerAPO GraphicEQ string from equalization curve."""
fr = self.__class__(name='hack', frequency=self.frequency, raw=self.equalization)
n = np.ceil(np.log(20000 / 20) / np.log(f_step))
f = 20 * f_step ** np.arange(n)
f = np.sort(np.unique(f.astype('int')))
fr.interpolate(f=f)
if normalize:
fr.raw -= np.max(fr.raw) + PREAMP_HEADROOM
if preamp:
fr.raw += preamp
if fr.raw[0] > 0.0:
# Prevent bass boost below lowest frequency
fr.raw[0] = 0.0
s = '; '.join(['{f} {a:.1f}'.format(f=f, a=a) for f, a in zip(fr.frequency, fr.raw)])
s = 'GraphicEQ: ' + s
return s
def write_eqapo_graphic_eq(self, file_path, normalize=True, preamp=DEFAULT_PREAMP):
"""Writes equalization graph to a file as Equalizer APO config."""
file_path = os.path.abspath(file_path)
s = self.eqapo_graphic_eq(normalize=normalize, preamp=preamp)
with open(file_path, 'w', encoding='utf-8') as f:
f.write(s)
return s
def _optimize_peq_filters(self, configs, fs, max_time=None, preamp=DEFAULT_PREAMP):
"""Creates optimal set of parametric eq filters to match the equalization data"""
if type(configs) != list:
configs = [configs]
peqs = []
fr = self.__class__(name='optimizer', frequency=self.frequency, equalization=self.equalization)
if preamp:
fr.equalization += preamp
fr.interpolate(f_step=DEFAULT_BIQUAD_OPTIMIZATION_F_STEP)
start_time = time()
for config in configs:
if 'optimizer' in config and max_time is not None:
config['optimizer']['max_time'] = max_time
peq = PEQ.from_dict(config, fr.frequency, fs, target=fr.equalization)
peq.optimize()
fr.equalization -= peq.fr
peqs.append(peq)
if max_time is not None:
max_time = max_time - (time() - start_time)
return peqs
def optimize_parametric_eq(self, configs, fs, max_time=None, preamp=DEFAULT_PREAMP):
"""Creates optimal set of parametric eq filters to match the equalization data"""
peqs = self._optimize_peq_filters(configs, fs, max_time=max_time, preamp=preamp)
fr = FrequencyResponse(
name='PEQ', frequency=self.generate_frequencies(f_step=DEFAULT_BIQUAD_OPTIMIZATION_F_STEP),
raw=np.sum(np.vstack([peq.fr for peq in peqs]), axis=0))
fr.interpolate(f=self.frequency)
self.parametric_eq = fr.raw
return peqs
def optimize_fixed_band_eq(self, configs, fs, max_time=None, preamp=DEFAULT_PREAMP, gain_range=None):
"""Creates optimal set of fixed eq filters to match the equalization data"""
if type(configs) != list:
configs = [configs]
if gain_range is not None:
fc_fr = self.copy()
fcs = np.array([[filt['fc'] for filt in config['filters']] for config in configs]).flatten()
fc_fr.interpolate(f=fcs)
for config in configs:
for filt in config['filters']:
target = fc_fr.equalization[np.argmin(np.abs(fc_fr.frequency - filt['fc']))]
filt['min_gain'] = target - gain_range
filt['max_gain'] = target + gain_range
peqs = self._optimize_peq_filters(configs, fs, max_time=max_time, preamp=preamp)
fr = FrequencyResponse(
name='PEQ', frequency=self.generate_frequencies(f_step=DEFAULT_BIQUAD_OPTIMIZATION_F_STEP),
raw=np.sum(np.vstack([peq.fr for peq in peqs]), axis=0))
fr.interpolate(f=self.frequency)
self.fixed_band_eq = fr.raw
return peqs
def write_eqapo_parametric_eq(self, file_path, peqs):
"""Writes EqualizerAPO Parametric eq settings to a file."""
file_path = os.path.abspath(file_path)
f = self.generate_frequencies(f_step=DEFAULT_BIQUAD_OPTIMIZATION_F_STEP)
compound = PEQ(f, peqs[0].fs, [])
for peq in peqs:
for filt in peq.filters:
compound.add_filter(filt)
types = {Peaking.__name__: 'PK', LowShelf.__name__: 'LSC', HighShelf.__name__: 'HSC'}
with open(file_path, 'w', encoding='utf-8') as f:
s = f'Preamp: {-compound.max_gain:.1f} dB\n'
for i, filt in enumerate(compound.filters):
s += f'Filter {i + 1}: ON {types[filt.__class__.__name__]} Fc {filt.fc:.0f} Hz Gain {filt.gain:.1f} dB Q {filt.q:.2f}\n'
f.write(s)
def minimum_phase_impulse_response(self, fs=DEFAULT_FS, f_res=DEFAULT_F_RES, normalize=True, preamp=DEFAULT_PREAMP):
"""Generates minimum phase impulse response
Inspired by:
https://sourceforge.net/p/equalizerapo/code/HEAD/tree/tags/1.2/filters/GraphicEQFilter.cpp#l45
Args:
fs: Sampling frequency in Hz
f_res: Frequency resolution as sampling interval. 20 would result in sampling at 0 Hz, 20 Hz, 40 Hz, ...
normalize: Normalize gain to -0.2 dB
preamp: Extra pre-amplification in dB
Returns:
Minimum phase impulse response
"""
# Double frequency resolution because it will be halved when converting linear phase IR to minimum phase
f_res /= 2
# Interpolate to even sample interval
fr = self.__class__(name='fr_data', frequency=self.frequency.copy(), raw=self.equalization.copy())
f_min = np.max([fr.frequency[0], f_res]) # Save gain at lowest available frequency
interpolator = InterpolatedUnivariateSpline(np.log10(fr.frequency), fr.raw, k=1)
gain_f_min = interpolator(np.log10(f_min))
# Filter length, optimized for FFT speed
n = round(fs // 2 / f_res)
n = next_fast_len(n)
f = np.linspace(0.0, fs // 2, n)
fr.interpolate(f, pol_order=1)
# Set gain for all frequencies below original minimum frequency to match gain at the original minimum frequency
fr.raw[fr.frequency <= f_min] = gain_f_min
if normalize:
# Reduce by max gain to avoid clipping with 1 dB of headroom
fr.raw -= np.max(fr.raw)
fr.raw -= PREAMP_HEADROOM
if preamp:
fr.raw += preamp
fr.raw *= 2 # Minimum phase transformation by scipy's homomorphic method halves dB gain
fr.raw = 10 ** (fr.raw / 20) # Convert amplitude to linear scale
fr.raw[-1] = 0.0 # Zero gain at Nyquist frequency
ir = firwin2(len(fr.frequency) * 2, fr.frequency, fr.raw, fs=fs) # Calculate linear phase FIR filter
ir = minimum_phase(ir, n_fft=len(ir)) # Convert FIR filter to minimum phase
return ir
def linear_phase_impulse_response(self, fs=DEFAULT_FS, f_res=DEFAULT_F_RES, normalize=True, preamp=DEFAULT_PREAMP):
"""Generates impulse response implementation of equalization filter."""
# Interpolate to even sample interval
fr = self.__class__(name='fr_data', frequency=self.frequency, raw=self.equalization)
f_min = np.max([fr.frequency[0], f_res]) # Save gain at lowest available frequency
interpolator = InterpolatedUnivariateSpline(np.log10(fr.frequency), fr.raw, k=1)
gain_f_min = interpolator(np.log10(f_min))
fr.interpolate(np.arange(0.0, fs // 2, f_res), pol_order=1)
# Set gain for all frequencies below original minimum frequency to match gain at the original minimum frequency
fr.raw[fr.frequency <= f_min] = gain_f_min
if normalize:
# Reduce by max gain to avoid clipping with 1 dB of headroom
fr.raw -= np.max(fr.raw)
fr.raw -= PREAMP_HEADROOM
if preamp:
fr.raw += preamp
fr.raw = 10 ** (fr.raw / 20) # Convert amplitude to linear scale
fr.frequency = np.append(fr.frequency, fs // 2) # Nyquist frequency
fr.raw = np.append(fr.raw, 0.0) # Zero gain at Nyquist frequency
return firwin2(len(fr.frequency) * 2, fr.frequency, fr.raw, fs=fs)
def write_readme(self, file_path, parametric_peqs=None, fixed_band_peq=None):
"""Writes README.md with picture and Equalizer APO settings."""
model = self.name
# Write model
s = '# {}\n'.format(model)
s += 'See [usage instructions](https://github.com/jaakkopasanen/AutoEq#usage) for more options and info.\n\n'
# Add parametric EQ settings
if parametric_peqs is not None:
s += '### Parametric EQs\n'
f = self.generate_frequencies(f_step=DEFAULT_BIQUAD_OPTIMIZATION_F_STEP)
if len(parametric_peqs) > 1:
compound = PEQ(f, parametric_peqs[0].fs)
n = 0
filter_ranges = ''
preamps = ''
for i, peq in enumerate(parametric_peqs):
peq = deepcopy(peq)
peq.sort_filters()
for filt in peq.filters:
compound.add_filter(filt)
filter_ranges += f'1-{len(peq.filters) + n}'
preamps += f'{-compound.max_gain - 0.1:.1f} dB'
if i < len(parametric_peqs) - 2:
filter_ranges += ', '
preamps += ', '
elif i == len(parametric_peqs) - 2:
filter_ranges += ' or '
preamps += ' or '
n += len(peq.filters)
s += f'You can use filters {filter_ranges}. Apply preamp of {preamps}, respectively.\n\n'
else:
compound = PEQ(f, parametric_peqs[0].fs, [])
for peq in parametric_peqs:
peq = deepcopy(peq)
peq.sort_filters()
for filt in peq.filters:
compound.add_filter(filt)
s += f'Apply preamp of -{compound.max_gain + 0.1:.1f} dB when using parametric equalizer.\n\n'
s += compound.markdown_table() + '\n\n'
# Add fixed band eq
if fixed_band_peq is not None:
s += f'### Fixed Band EQs\nWhen using fixed band (also called graphic) equalizer, apply preamp of ' \
f'**-{fixed_band_peq.max_gain + 0.1:.1f} dB** (if available) and set gains manually with these ' \
f'parameters.\n\n{fixed_band_peq.markdown_table()}\n\n'
# Write image link
file_path = Path(file_path)
img_path = os.path.join(file_path.parent, model + '.png')
if os.path.isfile(img_path):
img_url = f'./{os.path.split(img_path)[1]}'
img_url = urllib.parse.quote(img_url, safe="%/:=&?~#+!$,;'@()*[]")
s += f'### Graphs\n![]({img_url})\n'
# Write file
with open(file_path, 'w', encoding='utf-8') as f:
f.write(s)
@staticmethod
def generate_frequencies(f_min=DEFAULT_F_MIN, f_max=DEFAULT_F_MAX, f_step=DEFAULT_STEP):
"""Moved to autoeq.utils but retaining method to avoid breaking changes."""
return generate_frequencies(f_min, f_max, f_step)
def interpolate(self, f=None, f_step=DEFAULT_STEP, pol_order=1, f_min=DEFAULT_F_MIN, f_max=DEFAULT_F_MAX):
"""Interpolates missing values from previous and next value. Resets all but raw data."""
# Remove None values
i = 0
while i < len(self.raw):
if self.raw[i] is None:
self.raw = np.delete(self.raw, i)
self.frequency = np.delete(self.frequency, i)
else:
i += 1
keys = 'raw smoothed error error_smoothed equalization equalized_raw equalized_smoothed target'.split()
interpolators = dict()
log_f = np.log10(self.frequency)
for key in keys:
if len(self.__dict__[key]):
interpolators[key] = InterpolatedUnivariateSpline(log_f, self.__dict__[key], k=pol_order)
if f is None:
self.frequency = self.generate_frequencies(f_min=f_min, f_max=f_max, f_step=f_step)
else:
self.frequency = np.array(f)
# Prevent log10 from exploding by replacing zero frequency with small value
zero_freq_fix = False
if self.frequency[0] == 0:
self.frequency[0] = 0.001
zero_freq_fix = True
log_f = np.log10(self.frequency)
for key in keys:
if len(self.__dict__[key]) and key in interpolators:
self.__dict__[key] = interpolators[key](log_f)
if zero_freq_fix:
# Restore zero frequency
self.frequency[0] = 0
# Everything but the interpolated data is affected by interpolating, reset them
self.reset(fixed_band_eq=True, parametric_eq=True)
def center(self, frequency=1000):
"""Removed bias from frequency response.
Args:
frequency: Frequency which is set to 0 dB. If this is a list with two values then an average between the two
frequencies is set to 0 dB.
Returns:
Gain shifted
"""
equal_energy_fr = self.__class__(name='equal_energy', frequency=self.frequency.copy(), raw=self.raw.copy())
equal_energy_fr.interpolate()
interpolator = InterpolatedUnivariateSpline(np.log10(equal_energy_fr.frequency), equal_energy_fr.raw, k=1)
if type(frequency) in [list, np.ndarray] and len(frequency) > 1:
# Use the average of the gain values between the given frequencies as the difference to be subtracted
diff = np.mean(equal_energy_fr.raw[np.logical_and(
equal_energy_fr.frequency >= frequency[0],
equal_energy_fr.frequency <= frequency[1]
)])
else:
if type(frequency) in [list, np.ndarray]:
# List or array with only one element
frequency = frequency[0]
# Use the gain value at the given frequency as the difference to be subtracted
diff = interpolator(np.log10(frequency))
self.raw -= diff
if len(self.smoothed):
self.smoothed -= diff
if len(self.error):
self.error += diff
if len(self.error_smoothed):
self.error_smoothed += diff
# Everything but raw, smoothed, errors and target is affected by centering, reset them
self.reset(
equalization=True, fixed_band_eq=True, parametric_eq=True, equalized_raw=True, equalized_smoothed=True)
return -diff
def create_target(
self, bass_boost_gain=DEFAULT_BASS_BOOST_GAIN, bass_boost_fc=DEFAULT_BASS_BOOST_FC,
bass_boost_q=DEFAULT_BASS_BOOST_Q, treble_boost_gain=DEFAULT_TREBLE_BOOST_GAIN,
treble_boost_fc=DEFAULT_TREBLE_BOOST_FC, treble_boost_q=DEFAULT_TREBLE_BOOST_Q,
tilt=DEFAULT_TILT, fs=DEFAULT_FS):
"""Creates target curve with bass boost as described by harman target response.
Args:
bass_boost_gain: Bass boost amount in dB
bass_boost_fc: Bass boost low shelf center frequency
bass_boost_q: Bass boost low shelf quality
treble_boost_gain: Treble boost amount in dB
treble_boost_fc: Treble boost high shelf center frequency
treble_boost_q: Treble boost high shelf quality
tilt: Frequency response tilt (slope) in dB per octave, positive values make it brighter
fs: Sampling frequency
Returns:
Target for equalization
"""
bass_boost = LowShelf(self.frequency, fs, fc=bass_boost_fc, q=bass_boost_q, gain=bass_boost_gain)
treble_boost = HighShelf(
self.frequency, fs, fc=treble_boost_fc, q=treble_boost_q, gain=treble_boost_gain)
if tilt is not None:
tilt = log_tilt(self.frequency, tilt)
else:
tilt = np.zeros(len(self.frequency))
return bass_boost.fr + treble_boost.fr + tilt
def compensate(
self, target, bass_boost_gain=DEFAULT_BASS_BOOST_GAIN, bass_boost_fc=DEFAULT_BASS_BOOST_FC,
bass_boost_q=DEFAULT_BASS_BOOST_Q, treble_boost_gain=DEFAULT_TREBLE_BOOST_GAIN,
treble_boost_fc=DEFAULT_TREBLE_BOOST_FC, treble_boost_q=DEFAULT_TREBLE_BOOST_Q,
tilt=DEFAULT_TILT, fs=DEFAULT_FS,
sound_signature=None, sound_signature_smoothing_window_size=DEFAULT_SOUND_SIGNATURE_SMOOTHING_WINDOW_SIZE,
min_mean_error=False):
"""Sets target and error curves."""
target = target.copy()
target.interpolate()
target.center()
self.target = target.raw + self.create_target(
bass_boost_gain=bass_boost_gain, bass_boost_fc=bass_boost_fc, bass_boost_q=bass_boost_q,
treble_boost_gain=treble_boost_gain, treble_boost_fc=treble_boost_fc, treble_boost_q=treble_boost_q,
tilt=tilt, fs=fs)
if sound_signature is not None:
# Sound signature given, add it to target curve
if not np.all(sound_signature.frequency == self.frequency):
# Interpolate sound signature to match self on the frequency axis
sound_signature.interpolate(self.frequency)
if sound_signature_smoothing_window_size:
sound_signature.smoothen(
window_size=sound_signature_smoothing_window_size,
treble_window_size=sound_signature_smoothing_window_size)
self.target += sound_signature.smoothed
else:
self.target += sound_signature.raw
self.error = self.raw - self.target
if min_mean_error:
# Shift error by it's mean in range 100 Hz to 10 kHz
delta = np.mean(self.error[np.logical_and(self.frequency >= 100, self.frequency <= 10000)])
self.error -= delta
self.target += delta
# Smoothed error and equalization results are affected by error calculation, reset them
self.reset(
error_smoothed=True, equalization=True, parametric_eq=True, fixed_band_eq=True, equalized_raw=True,
equalized_smoothed=True)
def _smoothen(
self, data, window_size=DEFAULT_SMOOTHING_WINDOW_SIZE,
treble_window_size=DEFAULT_TREBLE_SMOOTHING_WINDOW_SIZE, treble_f_lower=DEFAULT_TREBLE_SMOOTHING_F_LOWER,
treble_f_upper=DEFAULT_TREBLE_SMOOTHING_F_UPPER):
"""Smooths data.
Args:
window_size: Filter window size in octaves.
treble_window_size: Filter window size for high frequencies.
treble_f_lower: Lower boundary of transition frequency region. In the transition region normal filter is
switched to treble filter with sigmoid weighting function.
treble_f_upper: Upper boundary of transition frequency reqion. In the transition region normal filter is
switched to treble filter with sigmoid weighting function.
"""
if None in self.frequency or None in data:
# Must not contain None values
raise ValueError('None values present, cannot smoothen!')
# Savgol filter uses array indexing which is not future proof, ignoring the warning and trusting that this
# will be fixed in the future release
y_normal = savgol_filter(data, smoothing_window_size(self.frequency, window_size), 2)
y_treble = savgol_filter(data, smoothing_window_size(self.frequency, treble_window_size), 2)
# Transition weighted with sigmoid
k_treble = log_f_sigmoid(self.frequency, treble_f_lower, treble_f_upper)
k_normal = k_treble * -1 + 1
return y_normal * k_normal + y_treble * k_treble
def smoothen(
self, window_size=DEFAULT_SMOOTHING_WINDOW_SIZE,
treble_window_size=DEFAULT_TREBLE_SMOOTHING_WINDOW_SIZE,
treble_f_lower=DEFAULT_TREBLE_SMOOTHING_F_LOWER,
treble_f_upper=DEFAULT_TREBLE_SMOOTHING_F_UPPER):
"""Smooths data.
Args:
window_size: Filter window size in octaves.
treble_window_size: Filter window size for high frequencies.
treble_f_lower: Lower boundary of transition frequency region. In the transition region normal filter is \
switched to treble filter with sigmoid weighting function.
treble_f_upper: Upper boundary of transition frequency reqion. In the transition region normal filter is \
switched to treble filter with sigmoid weighting function.
"""
if treble_f_upper <= treble_f_lower:
raise ValueError('Upper transition boundary must be greater than lower boundary')
self.smoothed = self._smoothen(
self.raw, window_size=window_size, treble_window_size=treble_window_size,
treble_f_lower=treble_f_lower, treble_f_upper=treble_f_upper)
if len(self.error):
self.error_smoothed = self._smoothen(
self.error, window_size=window_size, treble_window_size=treble_window_size,
treble_f_lower=treble_f_lower, treble_f_upper=treble_f_upper)
self.reset(
equalization=True, parametric_eq=True, fixed_band_eq=True, equalized_raw=True, equalized_smoothed=True)
def equalize(
self, max_gain=DEFAULT_MAX_GAIN, max_slope=DEFAULT_MAX_SLOPE, max_slope_decay=0.0,
concha_interference=False, window_size=1 / 12, treble_window_size=2, treble_f_lower=DEFAULT_TREBLE_F_LOWER,
treble_f_upper=DEFAULT_TREBLE_F_UPPER, treble_gain_k=DEFAULT_TREBLE_GAIN_K):
"""Creates equalization curve and equalized curve.
Args:
max_gain: Maximum positive gain in dB
max_slope: Maximum slope in dB per octave
max_slope_decay: Decay coefficient (per octave) for the limit. Value of 0.5 would reduce limit by 50% in an octave
when traversing a single limitation zone.
concha_interference: Do measurements include concha interference which produced a narrow dip around 9 kHz?
window_size: Smoothing window size in octaves.
treble_window_size: Smoothing window size in octaves in the treble region.
treble_f_lower: Lower boundary of transition frequency region. In the transition region normal filter is \
switched to treble filter with sigmoid weighting function.
treble_f_upper: Upper boundary of transition frequency reqion. In the transition region normal filter is \
switched to treble filter with sigmoid weighting function.
treble_gain_k: Coefficient for treble gain, positive and negative. Useful for disabling or reducing \
equalization power in treble region. Defaults to 1.0 (not limited).
Returns:
"""
fr = FrequencyResponse(name='fr', frequency=self.frequency, raw=self.error)
# Smoothen data heavily in the treble region to avoid problems caused by peakiness
fr.smoothen(
window_size=window_size, treble_window_size=treble_window_size, treble_f_lower=treble_f_lower,
treble_f_upper=treble_f_upper)
# Copy data
x = np.array(fr.frequency)
y = np.array(-fr.smoothed) # Inverse of the smoothed error
# Find peaks and notches
peak_inds, peak_props = find_peaks(y, prominence=1)
dip_inds, dip_props = find_peaks(-y, prominence=1)
if not len(peak_inds) and not len(dip_inds):
# No peaks or dips, it's a flat line
# Use the inverse error as the equalization target
self.equalization = y
# Equalized
self.equalized_raw = self.raw + self.equalization
if len(self.smoothed):
self.equalized_smoothed = self.smoothed + self.equalization
return y, fr.smoothed.copy(), np.array([]), np.array([False] * len(y)), np.array([]), \
np.array([False] * len(y)), np.array([]), np.array([]), len(y) - 1, np.array([False] * len(y))
else:
limit_free_mask = self.protection_mask(y, peak_inds, dip_inds)
if concha_interference:
# 8 kHz - 11.5 kHz should not be limit free zone
limit_free_mask[np.logical_and(x >= 8000, x <= 11500)] = False
# Find rtl start index
rtl_start = self.find_rtl_start(y, peak_inds, dip_inds)
# Find ltr and rtl limitations
# limited_ltr is y but with slopes limited when traversing left to right
# clipped_ltr is boolean mask for limited samples when traversing left to right
# limited_rtl is found using ltr algorithm but with flipped data
limited_ltr, clipped_ltr, regions_ltr = self.limited_ltr_slope(
x, y, max_slope, max_slope_decay=max_slope_decay, start_index=0, peak_inds=peak_inds,
limit_free_mask=limit_free_mask, concha_interference=concha_interference)
limited_rtl, clipped_rtl, regions_rtl = self.limited_rtl_slope(
x, y, max_slope, max_slope_decay=max_slope_decay, start_index=rtl_start, peak_inds=peak_inds,
limit_free_mask=limit_free_mask, concha_interference=concha_interference)
# ltr and rtl limited curves are combined with min function
combined = self.__class__(
name='limiter', frequency=x, raw=np.min(np.vstack([limited_ltr, limited_rtl]), axis=0))
# Limit treble gain
gain_k = log_f_sigmoid(self.frequency, treble_f_lower, treble_f_upper, a_normal=1.0, a_treble=treble_gain_k)
combined.raw *= gain_k
# Gain can be reduced in the treble region
# Clip positive gain to max gain
combined.raw = np.min(np.vstack([combined.raw, np.ones(combined.raw.shape) * max_gain]), axis=0)
# Smoothen the curve to get rid of hard kinks
combined.smoothen(window_size=1 / 5, treble_window_size=1 / 5)
# Equalization curve
self.equalization = combined.smoothed
# Equalized
self.equalized_raw = self.raw + self.equalization
if len(self.smoothed):
self.equalized_smoothed = self.smoothed + self.equalization
return combined.smoothed.copy(), fr.smoothed.copy(), limited_ltr, clipped_ltr, limited_rtl, \
clipped_rtl, peak_inds, dip_inds, rtl_start, limit_free_mask
@staticmethod
def protection_mask(y, peak_inds, dip_inds):
"""Finds zones around dips which are lower than their adjacent dips.
Args:
y: amplitudes
peak_inds: Indices of peaks
dip_inds: Indices of dips
Returns:
Boolean mask for limitation-free indices
"""
if len(peak_inds) and (not len(dip_inds) or peak_inds[-1] > dip_inds[-1]):
# Last peak is after last dip, add new dip after the last peak at the minimum
last_dip_ind = np.argmin(y[peak_inds[-1]:]) + peak_inds[-1]
dip_inds = np.concatenate([dip_inds, [last_dip_ind]])
dip_levels = y[dip_inds]
else:
dip_inds = np.concatenate([dip_inds, [-1]])
dip_levels = y[dip_inds]
dip_levels[-1] = np.min(y)
mask = np.zeros(len(y)).astype(bool)
if len(dip_inds) < 3:
return mask
for i in range(1, len(dip_inds) - 1):
dip_ind = dip_inds[i]
target_left = dip_levels[i - 1]
target_right = dip_levels[i + 1]
left_ind = np.argwhere(y[:dip_ind] >= target_left)[-1, 0] + 1
right_ind = np.argwhere(y[dip_ind:] >= target_right)[0, 0] + dip_ind - 1
mask[left_ind:right_ind + 1] = np.ones(right_ind - left_ind + 1).astype(bool)
return mask
@classmethod
def limited_rtl_slope(cls, x, y, max_slope, max_slope_decay=0.0, start_index=0, peak_inds=None, limit_free_mask=None,
concha_interference=False):
"""Limits right to left slope of an equalization curve.
Args:
x: frequencies
y: amplitudes
max_slope: maximum slope in dB / oct
max_slope_decay: Max slope decay coefficient per octave
start_index: Index where to start traversing, no limitations apply before this
peak_inds: Peak indexes. Regions will require to touch one of these if given.
limit_free_mask: Boolean mask for indices where limitation must not be applied
concha_interference: Do measurements include concha interference which produced a narrow dip around 9 kHz?
Returns:
limited: Limited curve
mask: Boolean mask for clipped indexes
regions: Clipped regions, one per row, 1st column is the start index, 2nd column is the end index (exclusive)
"""
start_index = len(x) - start_index - 1
if peak_inds is not None:
peak_inds = len(x) - peak_inds - 1
if limit_free_mask is not None:
limit_free_mask = np.flip(limit_free_mask)
limited_rtl, clipped_rtl, regions_rtl = cls.limited_ltr_slope(
x, np.flip(y), max_slope, max_slope_decay=max_slope_decay, start_index=start_index, peak_inds=peak_inds,
limit_free_mask=limit_free_mask, concha_interference=concha_interference)
limited_rtl = np.flip(limited_rtl)
clipped_rtl = np.flip(clipped_rtl)
regions_rtl = len(x) - regions_rtl - 1
return limited_rtl, clipped_rtl, regions_rtl
@classmethod
def limited_ltr_slope(cls, x, y, max_slope, max_slope_decay=0.0, start_index=0, peak_inds=None, limit_free_mask=None,
concha_interference=False):
"""Limits left to right slope of a equalization curve.
Args:
x: frequencies
y: amplitudes
max_slope: maximum slope in dB / oct
max_slope_decay: Max slope decay coefficient per octave
start_index: Index where to start traversing, no limitations apply before this
peak_inds: Peak indexes. Regions will require to touch one of these if given.
limit_free_mask: Boolean mask for indices where limitation must not be applied
concha_interference: Do measurements include concha interference which produced a narrow dip around 9 kHz?
Returns:
limited: Limited curve
mask: Boolean mask for clipped indexes
regions: Clipped regions, one per row, 1st column is the start index, 2nd column is the end index (exclusive)
"""
if peak_inds is not None:
peak_inds = np.array(peak_inds)
limited = []
clipped = []
regions = []
for i in range(len(x)):
if i <= start_index:
# No clipping before start index
limited.append(y[i])
clipped.append(False)
continue
# Calculate slope and local limit
slope = log_log_gradient(x[i], x[i - 1], y[i], limited[-1])
# Local limit is 25% of the limit between 8 kHz and 10 kHz
local_limit = max_slope / 4 if 8000 <= x[i] <= 11500 and concha_interference else max_slope
if clipped[-1]:
# Previous sample clipped, reduce limit
local_limit *= (1 - max_slope_decay) ** np.log2(x[i] / x[regions[-1][0]])
if slope > local_limit and (limit_free_mask is None or not limit_free_mask[i]):
# Slope between the two samples is greater than the local maximum slope, clip to the max
if not clipped[-1]:
# Start of clipped region
regions.append([i])
clipped.append(True)
# Add value with limited change
octaves = np.log(x[i] / x[i - 1]) / np.log(2)
limited.append(limited[-1] + local_limit * octaves)
else:
# Moderate slope, no need to limit
limited.append(y[i])
if clipped[-1]:
# Previous sample clipped but this one didn't, means it's the end of clipped region
# Add end index to the region
regions[-1].append(i + 1)
region_start = regions[-1][0]
if peak_inds is not None and not np.any(np.logical_and(peak_inds >= region_start, peak_inds < i)):
# None of the peak indices found in the current region, discard limitations
limited[region_start:i] = y[region_start:i]
clipped[region_start:i] = [False] * (i - region_start)
regions.pop()
clipped.append(False)
if len(regions) and len(regions[-1]) == 1:
regions[-1].append(len(x) - 1)
return np.array(limited), np.array(clipped), np.array(regions)
@staticmethod
def find_rtl_start(y, peak_inds, dip_inds):
"""Finds start index for right to left equalization curve traverse.
Args:
y: Gain data
peak_inds: Indices of peaks in the gain data
dip_inds: Indices of dips in the gain data
Returns:
Start index
"""
# Find starting index for the rtl pass
if len(peak_inds) and (not len(dip_inds) or peak_inds[-1] > dip_inds[-1]):
# Last peak is a positive peak
if len(dip_inds):
# Find index on the right side of the peak where the curve crosses the last dip level
rtl_start = np.argwhere(y[peak_inds[-1]:] <= y[dip_inds[-1]])
else:
# There are no dips, use the minimum of the first and the last value of y
rtl_start = np.argwhere(y[peak_inds[-1]:] <= max(y[0], y[-1]))
if len(rtl_start):
rtl_start = rtl_start[0, 0] + peak_inds[-1]
else:
rtl_start = len(y) - 1
else:
# Last peak is a negative peak, start there
rtl_start = dip_inds[-1]
return rtl_start
@staticmethod
def init_plot(fig=None, ax=None, f_min=DEFAULT_F_MIN, f_max=DEFAULT_F_MAX, a_min=None, a_max=None, ):
"""Configures figure and axis ready for frequency response plots"""
if fig is None:
fig, ax = plt.subplots()
fig.set_size_inches(12, 8)
fig.set_facecolor('white')
ax.set_facecolor('white')
ax.set_xlabel('Frequency (Hz)')
ax.semilogx()
ax.set_xlim([f_min, f_max])
ax.set_ylabel('Amplitude (dBr)')
if a_min is not None or a_max is not None:
ax.set_ylim([a_min, a_max])
ax.grid(True, which='major')
ax.grid(True, which='minor')
ax.xaxis.set_major_formatter(ticker.StrMethodFormatter('{x:.0f}'))
ax.set_xticks([20, 50, 100, 200, 500, 1000, 2000, 5000, 10000, 20000])
return fig, ax
def plot(
self, fig=None, ax=None, show_fig=True, close_fig=False, file_path=None,
raw=True, error=True, smoothed=True, error_smoothed=True, equalization=True, parametric_eq=True,
fixed_band_eq=True, equalized=True, target=True,
raw_plot_kwargs=None, smoothed_plot_kwargs=None, error_plot_kwargs=None, error_smoothed_plot_kwargs=None,
equalization_plot_kwargs=None, parametric_eq_plot_kwargs=None, fixed_band_eq_plot_kwargs=None,
equalized_plot_kwargs=None, target_plot_kwargs=None):
"""Plots frequency response graph."""
if not len(self.frequency):
raise ValueError('\'frequency\' has no data!')
fig, ax = self.__class__.init_plot(fig=fig, ax=ax)
if target and len(self.target):
ax.plot(self.frequency, self.target, **{'label': 'Target', 'linewidth': 6, 'color': '#7bc8f6', **(target_plot_kwargs if target_plot_kwargs else {})})
if smoothed and len(self.smoothed):
ax.plot(self.frequency, self.smoothed, **{'label': 'Raw Smoothed', 'linewidth': 6, 'color': '#dbd3cd', **(smoothed_plot_kwargs if smoothed_plot_kwargs else {})})
if error_smoothed and len(self.error_smoothed):
ax.plot(self.frequency, self.error_smoothed, **{'label': 'Error Smoothed', 'linewidth': 6, 'color': '#ffcfc7', **(error_smoothed_plot_kwargs if error_smoothed_plot_kwargs else {})})
if raw and len(self.raw):
ax.plot(self.frequency, self.raw, **{'label': 'Raw', 'linewidth': 1.5, 'color': '#251f1b', **(raw_plot_kwargs if raw_plot_kwargs else {})})
if error and len(self.error):
ax.plot(self.frequency, self.error, **{'label': 'Error', 'linewidth': 1.5, 'color': '#ff5b3d', **(error_plot_kwargs if error_plot_kwargs else {})})
if equalization and len(self.equalization):
ax.plot(self.frequency, self.equalization, **{'label': 'Equalization', 'linewidth': 6, 'color': '#ded400', **(equalization_plot_kwargs if equalization_plot_kwargs else {})})
if parametric_eq and len(self.parametric_eq):
ax.plot(self.frequency, self.parametric_eq, **{'label': 'Parametric Eq', 'linewidth': 1.5, 'color': '#807900', **(parametric_eq_plot_kwargs if parametric_eq_plot_kwargs else {})})
if fixed_band_eq and len(self.fixed_band_eq):
ax.plot(self.frequency, self.fixed_band_eq, **{'label': 'Fixed Band Eq', 'linewidth': 1.5, 'color': '#a8a000', 'linestyle': '--', **(fixed_band_eq_plot_kwargs if fixed_band_eq_plot_kwargs else {})})
if equalized and len(self.equalized_raw):
ax.plot(self.frequency, self.equalized_raw, **{'label': 'Equalized', 'linewidth': 1.5, 'color': '#146899', **(equalized_plot_kwargs if equalized_plot_kwargs else {})})
ax.set_title(self.name)
if len(ax.lines) > 0:
ax.legend(fontsize=8)
if file_path is not None:
file_path = os.path.abspath(file_path)
fig.savefig(file_path, dpi=120)
im = Image.open(file_path)
im = im.convert('P', palette=Image.ADAPTIVE, colors=60)
im.save(file_path, optimize=True)
if show_fig:
plt.show()
elif close_fig:
plt.close(fig)
return fig, ax
def harman_overear_preference_score(self):
"""Calculates Harman preference score for over-ear and on-ear headphones.
Returns:
- score: Preference score
- std: Standard deviation of error
- slope: Slope of linear regression of error
"""
fr = self.copy()
fr.interpolate(HARMAN_OVEREAR_PREFERENCE_FREQUENCIES)
sl = np.logical_and(fr.frequency >= 50, fr.frequency <= 10000)
x = fr.frequency[sl]
y = fr.error[sl]
std = np.std(y, ddof=1) # ddof=1 is required to get the exact same numbers as the Excel from Listen Inc gives
slope, _, _, _, _ = linregress(np.log(x), y)
score = 114.490443008238 - 12.62 * std - 15.5163857197367 * np.abs(slope)
return score, std, slope
def harman_inear_preference_score(self):
"""Calculates Harman preference score for in-ear headphones.
Returns:
- score: Preference score
- std: Standard deviation of error
- slope: Slope of linear regression of error
- mean: Mean of absolute error
"""
fr = self.copy()
fr.interpolate(HARMAN_INEAR_PREFENCE_FREQUENCIES)
sl = np.logical_and(fr.frequency >= 20, fr.frequency <= 10000)
x = fr.frequency[sl]
y = fr.error[sl]
std = np.std(y, ddof=1) # ddof=1 is required to get the exact same numbers as the Excel from Listen Inc gives
slope, _, _, _, _ = linregress(np.log(x), y)
# Mean of absolute of error centered by 500 Hz
delta = fr.error[np.where(fr.frequency == 500.0)[0][0]]
y = fr.error[np.logical_and(fr.frequency >= 40, fr.frequency <= 10000)] - delta
mean = np.mean(np.abs(y))
# Final score
score = 100.0795 - 8.5 * std - 6.796 * np.abs(slope) - 3.475 * mean
return score, std, slope, mean
def process(
self, target=None, min_mean_error=False,
bass_boost_gain=DEFAULT_BASS_BOOST_GAIN, bass_boost_fc=DEFAULT_BASS_BOOST_FC,
bass_boost_q=DEFAULT_BASS_BOOST_Q, treble_boost_gain=DEFAULT_TREBLE_BOOST_GAIN,
treble_boost_fc=DEFAULT_TREBLE_BOOST_FC, treble_boost_q=DEFAULT_TREBLE_BOOST_Q, tilt=DEFAULT_TILT,
fs=DEFAULT_FS, sound_signature=None,
sound_signature_smoothing_window_size=DEFAULT_SOUND_SIGNATURE_SMOOTHING_WINDOW_SIZE,
max_gain=DEFAULT_MAX_GAIN, max_slope=DEFAULT_MAX_SLOPE, concha_interference=False,
window_size=DEFAULT_SMOOTHING_WINDOW_SIZE, treble_window_size=DEFAULT_TREBLE_SMOOTHING_WINDOW_SIZE,
treble_f_lower=DEFAULT_TREBLE_F_LOWER, treble_f_upper=DEFAULT_TREBLE_F_UPPER,
treble_gain_k=DEFAULT_TREBLE_GAIN_K):
"""Runs processing pipeline with interpolation, centering, error calculation and equalization.
Args:
target: Target FrequencyResponse
min_mean_error: Minimize mean error. Normally all curves cross at 1 kHz but this makes it possible to shift
error curve so that mean between 100 Hz and 10 kHz is at minimum. Target curve is shifted
accordingly. Useful for avoiding large bias caused by a narrow notch or peak at 1 kHz.
bass_boost_gain: Bass boost amount in dB.
bass_boost_fc: Bass boost low shelf center frequency.
bass_boost_q: Bass boost low shelf quality.
treble_boost_gain: Treble boost amount in dB.
treble_boost_fc: Treble boost high shelf center frequency.
treble_boost_q: Treble boost high shelf quality.
fs: Sampling frequency
tilt: Target frequency response tilt in db / octave
sound_signature: Sound signature as FrequencyResponse instance. Raw data will be used.
sound_signature_smoothing_window_size: Smoothing window size in octaves for sound signature
max_gain: Maximum positive gain in dB
max_slope: Maximum slope steepness for equalizer frequency response in db/oct.
concha_interference: Do measurements include concha interference which produced a narrow dip around 9 kHz?
window_size: Smoothing window size in octaves.
treble_window_size: Smoothing window size in octaves in the treble region.
treble_f_lower: Lower boundary of transition frequency region. In the transition region normal filter is
switched to treble filter with sigmoid weighting function.
treble_f_upper: Upper boundary of transition frequency region. In the transition region normal filter is
switched to treble filter with sigmoid weighting function.
treble_gain_k: Coefficient for treble gain, positive and negative. Useful for disabling or reducing
equalization power in treble region. Defaults to 1.0 (not limited).
"""
self.interpolate()
self.center()
self.compensate(
target, bass_boost_gain=bass_boost_gain, bass_boost_fc=bass_boost_fc, bass_boost_q=bass_boost_q,
treble_boost_gain=treble_boost_gain, treble_boost_fc=treble_boost_fc, treble_boost_q=treble_boost_q,
tilt=tilt, fs=fs, sound_signature=sound_signature,
sound_signature_smoothing_window_size=sound_signature_smoothing_window_size,
min_mean_error=min_mean_error
)
self.smoothen(
window_size=window_size,
treble_window_size=treble_window_size, treble_f_lower=treble_f_lower, treble_f_upper=treble_f_upper
)
self.equalize(
max_slope=max_slope, max_gain=max_gain, concha_interference=concha_interference,
treble_f_lower=treble_f_lower, treble_f_upper=treble_f_upper, treble_gain_k=treble_gain_k)