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shaper_calibrate: Choose input shapers accounting smoothing
Improved algorithm to choose the 'optimal' shaper frequency taking shaper smoothing into account. This may choose a frequency with slightly more vibrations but less smoothing. Also allow users to limit the maximum input shaper smoothing. Signed-off-by: Dmitry Butyugin <dmbutyugin@google.com>
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3 changed files with 120 additions and 83 deletions
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@ -3,7 +3,7 @@
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# Copyright (C) 2020 Dmitry Butyugin <dmbutyugin@google.com>
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#
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# This file may be distributed under the terms of the GNU GPLv3 license.
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import importlib, logging, math, multiprocessing
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import collections, importlib, logging, math, multiprocessing
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MIN_FREQ = 5.
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MAX_FREQ = 200.
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@ -17,11 +17,8 @@ SHAPER_DAMPING_RATIO = 0.1
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# Input shapers
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######################################################################
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class InputShaperCfg:
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def __init__(self, name, init_func, min_freq):
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self.name = name
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self.init_func = init_func
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self.min_freq = min_freq
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InputShaperCfg = collections.namedtuple(
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'InputShaperCfg', ('name', 'init_func', 'min_freq'))
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def get_zv_shaper(shaper_freq, damping_ratio):
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df = math.sqrt(1. - damping_ratio**2)
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@ -100,12 +97,35 @@ def get_3hump_ei_shaper(shaper_freq, damping_ratio):
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T = [0., .5*t_d, t_d, 1.5*t_d, 2.*t_d]
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return (A, T)
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def get_shaper_smoothing(shaper):
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# Smoothing calculation params
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HALF_ACCEL = 2500.
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SCV = 5.
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A, T = shaper
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inv_D = 1. / sum(A)
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n = len(T)
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# Calculate input shaper shift
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ts = sum([A[i] * T[i] for i in range(n)]) * inv_D
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# Calculate offset for 90 and 180 degrees turn
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offset_90 = offset_180 = 0.
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for i in range(n):
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if T[i] >= ts:
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# Calculate offset for one of the axes
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offset_90 += A[i] * (SCV + HALF_ACCEL * (T[i]-ts)) * (T[i]-ts)
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offset_180 += A[i] * HALF_ACCEL * (T[i]-ts)**2
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offset_90 *= inv_D * math.sqrt(2.)
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offset_180 *= inv_D
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return max(offset_90, offset_180)
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# min_freq for each shaper is chosen to have max projected smoothing ~= 0.33
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INPUT_SHAPERS = [
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InputShaperCfg('zv', get_zv_shaper, 15.),
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InputShaperCfg('mzv', get_mzv_shaper, 25.),
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InputShaperCfg('ei', get_ei_shaper, 30.),
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InputShaperCfg('2hump_ei', get_2hump_ei_shaper, 37.5),
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InputShaperCfg('3hump_ei', get_3hump_ei_shaper, 50.),
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InputShaperCfg('zv', get_zv_shaper, min_freq=22.),
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InputShaperCfg('mzv', get_mzv_shaper, min_freq=25.),
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InputShaperCfg('ei', get_ei_shaper, min_freq=31.),
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InputShaperCfg('2hump_ei', get_2hump_ei_shaper, min_freq=40.),
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InputShaperCfg('3hump_ei', get_3hump_ei_shaper, min_freq=50.),
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]
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######################################################################
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@ -142,6 +162,10 @@ class CalibrationData:
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psd[self.freq_bins < MIN_FREQ] = 0.
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CalibrationResult = collections.namedtuple(
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'CalibrationResult',
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('name', 'freq', 'vals', 'vibrs', 'smoothing', 'score'))
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class ShaperCalibrate:
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def __init__(self, printer):
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self.printer = printer
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@ -283,7 +307,7 @@ class ShaperCalibrate:
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remaining_vibrations = (vals * psd).sum() / psd.sum()
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return (remaining_vibrations, vals)
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def fit_shaper(self, shaper_cfg, calibration_data):
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def fit_shaper(self, shaper_cfg, calibration_data, max_smoothing):
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np = self.numpy
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test_freqs = np.arange(shaper_cfg.min_freq, MAX_SHAPER_FREQ, .2)
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@ -292,59 +316,62 @@ class ShaperCalibrate:
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psd = calibration_data.psd_sum[freq_bins <= MAX_FREQ]
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freq_bins = freq_bins[freq_bins <= MAX_FREQ]
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best_freq = None
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best_remaining_vibrations = 0
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best_shaper_vals = []
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best_res = None
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results = []
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for test_freq in test_freqs[::-1]:
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cur_remaining_vibrations = 0.
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shaper_vibrations = 0.
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shaper_vals = np.zeros(shape=freq_bins.shape)
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shaper = shaper_cfg.init_func(test_freq, SHAPER_DAMPING_RATIO)
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shaper_smoothing = get_shaper_smoothing(shaper)
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if max_smoothing and shaper_smoothing > max_smoothing and best_res:
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return best_res
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# Exact damping ratio of the printer is unknown, pessimizing
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# remaining vibrations over possible damping values.
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# remaining vibrations over possible damping values
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for dr in TEST_DAMPING_RATIOS:
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vibrations, vals = self._estimate_remaining_vibrations(
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shaper, dr, freq_bins, psd)
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shaper_vals = np.maximum(shaper_vals, vals)
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if vibrations > cur_remaining_vibrations:
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cur_remaining_vibrations = vibrations
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if (best_freq is None or
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best_remaining_vibrations > cur_remaining_vibrations):
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if vibrations > shaper_vibrations:
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shaper_vibrations = vibrations
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# The score trying to minimize vibrations, but also accounting
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# the growth of smoothing. The formula itself does not have any
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# special meaning, it simply shows good results on real user data
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shaper_score = shaper_vibrations**1.5 * shaper_smoothing
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results.append(
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CalibrationResult(
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name=shaper_cfg.name, freq=test_freq, vals=shaper_vals,
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vibrs=shaper_vibrations, smoothing=shaper_smoothing,
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score=shaper_score))
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if best_res is None or best_res.vibrs > results[-1].vibrs:
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# The current frequency is better for the shaper.
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best_freq = test_freq
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best_remaining_vibrations = cur_remaining_vibrations
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best_shaper_vals = shaper_vals
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return (best_freq, best_remaining_vibrations, best_shaper_vals)
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best_res = results[-1]
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# Try to find an 'optimal' shapper configuration: the one that is not
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# much worse than the 'best' one, but gives much less smoothing
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selected = best_res
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for res in results[::-1]:
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if res.vibrs < best_res.vibrs * 1.1 and res.score < selected.score:
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selected = res
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return selected
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def find_best_shaper(self, calibration_data, logger=None):
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best_shaper = prev_shaper = None
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best_freq = prev_freq = 0.
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best_vibrations = prev_vibrations = 0.
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all_shaper_vals = []
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for shaper in INPUT_SHAPERS:
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shaper_freq, vibrations, shaper_vals = self.background_process_exec(
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self.fit_shaper, (shaper, calibration_data))
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def find_best_shaper(self, calibration_data, max_smoothing, logger=None):
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best_shaper = None
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all_shapers = []
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for shaper_cfg in INPUT_SHAPERS:
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shaper = self.background_process_exec(self.fit_shaper, (
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shaper_cfg, calibration_data, max_smoothing))
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if logger is not None:
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logger("Fitted shaper '%s' frequency = %.1f Hz "
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"(vibrations = %.1f%%)" % (
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shaper.name, shaper_freq, vibrations * 100.))
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if best_shaper is None or 1.75 * vibrations < best_vibrations:
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if 1.25 * vibrations < prev_vibrations:
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best_shaper = shaper.name
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best_freq = shaper_freq
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best_vibrations = vibrations
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else:
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# The current shaper is good, but not sufficiently better
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# than the previous one, using previous shaper instead.
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best_shaper = prev_shaper
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best_freq = prev_freq
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best_vibrations = prev_vibrations
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prev_shaper = shaper.name
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prev_shaper_vals = shaper_vals
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prev_freq = shaper_freq
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prev_vibrations = vibrations
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all_shaper_vals.append((shaper.name, shaper_freq, shaper_vals))
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return (best_shaper, best_freq, all_shaper_vals)
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"(vibrations = %.1f%%, smoothing ~= %.3f)" % (
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shaper.name, shaper.freq, shaper.vibrs * 100.,
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shaper.smoothing))
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all_shapers.append(shaper)
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if (best_shaper is None or shaper.score * 1.2 < best_shaper.score or
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(shaper.score * 1.1 < best_shaper.score and
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shaper.smoothing * 1.1 < best_shaper.smoothing)):
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# Either the shaper significantly improves the score (by 20%),
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# or it improves both the score and smoothing (by 10%)
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best_shaper = shaper
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return best_shaper, all_shapers
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def save_params(self, configfile, axis, shaper_name, shaper_freq):
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if axis == 'xy':
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@ -355,14 +382,13 @@ class ShaperCalibrate:
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configfile.set('input_shaper', 'shaper_freq_'+axis,
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'%.1f' % (shaper_freq,))
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def save_calibration_data(self, output, calibration_data,
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shapers_vals=None):
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def save_calibration_data(self, output, calibration_data, shapers=None):
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try:
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with open(output, "w") as csvfile:
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csvfile.write("freq,psd_x,psd_y,psd_z,psd_xyz")
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if shapers_vals:
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for name, freq, _ in shapers_vals:
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csvfile.write(",%s(%.1f)" % (name, freq))
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if shapers:
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for shaper in shapers:
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csvfile.write(",%s(%.1f)" % (shaper.name, shaper.freq))
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csvfile.write("\n")
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num_freqs = calibration_data.freq_bins.shape[0]
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for i in range(num_freqs):
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@ -374,9 +400,9 @@ class ShaperCalibrate:
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calibration_data.psd_y[i],
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calibration_data.psd_z[i],
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calibration_data.psd_sum[i]))
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if shapers_vals:
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for _, _, vals in shapers_vals:
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csvfile.write(",%.3f" % (vals[i],))
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if shapers:
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for shaper in shapers:
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csvfile.write(",%.3f" % (shaper.vals[i],))
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csvfile.write("\n")
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except IOError as e:
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raise self.error("Error writing to file '%s': %s", output, str(e))
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