From ddfe1045bff92760af24e6f15cd52b4fe76fa39c Mon Sep 17 00:00:00 2001 From: Karl Hiner Date: Sun, 15 Dec 2019 11:27:25 -0800 Subject: [PATCH] Working clarinet example --- Filters.py | 39 ++ Generators.py | 23 +- ...9_virtual_musical_instruments_part_3.ipynb | 396 ++++++++++++++++++ .../clarinet_mod_vibrato_and_noise.wav | Bin 0 -> 1411258 bytes 4 files changed, 457 insertions(+), 1 deletion(-) create mode 100644 physical_audio_signal_processing/chapter_9_virtual_musical_instruments_part_3.ipynb create mode 100644 physical_audio_signal_processing/clarinet_mod_vibrato_and_noise.wav diff --git a/Filters.py b/Filters.py index 5f27b83..9855301 100644 --- a/Filters.py +++ b/Filters.py @@ -40,6 +40,43 @@ def freqz(self): return freqz(self.b, self.a) +class OneZeroFilter: + def __init__(self, zero=-1.0): + self.in1 = self.in2 = self.out1 = 0.0 + self.set_zero(zero) + + def tick(self, in_sample): + self.in1 = in_sample + self.out1 = self.b1 * self.in2 + self.b0 * self.in1 + self.in2 = self.in1 + + return self.out1 + + def set_zero(self, zero): + # Normalize coefficients for unity gain + self.b0 = 1.0 / (1.0 + zero) if zero > 0 else 1.0 / (1.0 - zero) + self.b1 = -zero * self.b0 + + # TODO could be broken + def phase_delay(self, frequency, fs=44100): + omega_t = 2 * np.pi * frequency / fs + real = 0.0 + imag = 0.0 + real += self.b0 * np.cos(0) + imag -= self.b0 * np.sin(0) + real += self.b1 * np.cos(omega_t) + imag += self.b1 * np.sin(omega_t) + phase = np.arctan2(imag, real) + phase = -phase % (2 * np.pi) + return phase / omega_t + + def set_coefficients(self, b0, b1): + self.b0 = b0 + self.b1 = b1 + + def clear(self): + self.in1 = self.in2 = self.out1 = 0.0 + # One-pole lowpass with feedback coefficient of 0.5 class OnePoleFilter: def __init__(self, g=0.5, p=0.5): @@ -52,6 +89,8 @@ def tick(self, in_sample): self.z_1 = out_sample return out_sample + def clear(self): + self.z_1 = 0.0 class TwoZeroFilter: def __init__(self): diff --git a/Generators.py b/Generators.py index 26723e0..b13333f 100644 --- a/Generators.py +++ b/Generators.py @@ -1,3 +1,5 @@ +import numpy as np + class ImpulseGenerator: def __init__(self): self.is_first_sample = True @@ -11,8 +13,27 @@ def reset(self): self.is_first_sample = True class NoiseGenerator: + def __init__(self, gain=1.0): + self.gain = gain + def tick(self): - return np.random.uniform(low=-1.0, high=1.0) + return self.gain * np.random.uniform(low=-1.0, high=1.0) def reset(self): return self + +# Very naive implementation +class SineGenerator: + def __init__(self, fs=44100): + self.fs = fs + self.frequency = 1.0 + self.amplitude = 1.0 + self.t_radians = 0.0 + + def tick(self): + out_sample = self.amplitude * np.sin(self.t_radians) + self.t_radians += 2 * np.pi * self.frequency / self.fs + return out_sample + + def set_frequency(self, frequency): + self.frequency = frequency diff --git a/physical_audio_signal_processing/chapter_9_virtual_musical_instruments_part_3.ipynb b/physical_audio_signal_processing/chapter_9_virtual_musical_instruments_part_3.ipynb new file mode 100644 index 0000000..68733c2 --- /dev/null +++ b/physical_audio_signal_processing/chapter_9_virtual_musical_instruments_part_3.ipynb @@ -0,0 +1,396 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Chapter 9\n", + "# Virtual Musical Instruments\n", + "## Clarinet" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "\n", + "import sys\n", + "sys.path.append('../')\n", + "\n", + "from Filters import OneZeroFilter\n", + "from Generators import NoiseGenerator, SineGenerator\n", + "sys.path.append('../musimathics')\n", + "from pitches import frequency_for_note_label\n", + "note2freq = frequency_for_note_label\n", + "\n", + "import matplotlib.pyplot as plt\n", + "%matplotlib inline\n", + "\n", + "from DelayLine import DelayLine\n", + "from SamplePlayer import SamplePlayer, WavPlayer\n", + "from AllpassDelay import AllpassDelay\n", + "\n", + "sample_rate = fs = 44100\n", + "lowest_frequency = note2freq('A0')\n", + "highest_frequency = note2freq('C8')" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# This class implements a simple one breakpoint,\n", + "# non-linear reed function, as described by\n", + "# Smith (1986). This function is based on a\n", + "# memoryless non-linear spring model of the reed\n", + "# (the reed mass is ignored) which saturates when\n", + "# the reed collides with the mouthpiece facing.\n", + "\n", + "# See McIntyre, Schumacher, & Woodhouse (1983),\n", + "# Smith (1986), Hirschman, Cook, Scavone, and\n", + "# others for more information.\n", + "class ReedTable:\n", + " def __init__(self):\n", + " self.offset = 0.6\n", + " self.slope = -0.8\n", + "\n", + " def tick(self, in_sample):\n", + " # The input is differential pressure across the reed.\n", + " out_sample = self.offset + (self.slope * in_sample)\n", + "\n", + " # If output is > 1, the reed has slammed shut and the\n", + " # reflection function value saturates at 1.0.\n", + " out_sample = min(out_sample, 1.0)\n", + "\n", + " # This is nearly impossible in a physical system, but\n", + " # a reflection function value of -1.0 corresponds to\n", + " # an open end (and no discontinuity in bore profile).\n", + " out_sample = max(-1.0, out_sample)\n", + "\n", + " return out_sample\n", + "\n", + " def key_on(self):\n", + " self.set_target(1.0)\n", + "\n", + " def key_off(self):\n", + " self.set_target(0.0)\n", + "\n", + " def set_offset(self, offset):\n", + " self.offset = offset\n", + " \n", + " def set_slope(self, slope):\n", + " self.slope = slope\n", + "\n", + "class EnvelopeGenerator:\n", + " def __init__(self):\n", + " self.target = 0.0\n", + " self.value = 0.0\n", + " self.rate = 0.001\n", + " self.state = False\n", + "\n", + " def tick(self):\n", + " if self.state:\n", + " if self.target > self.value:\n", + " self.value += self.rate\n", + " if self.value >= self.target:\n", + " self.value = self.target\n", + " self.state = 0\n", + " else:\n", + " self.value -= self.rate\n", + " if self.value <= self.target:\n", + " self.value = self.target\n", + " self.state = False\n", + " return self.value\n", + "\n", + " def set_rate(self, rate):\n", + " self.rate = rate\n", + " \n", + " def set_target(self, target):\n", + " self.target = target\n", + " if self.value != self.target:\n", + " self.state = True\n", + "\n", + "# envelope + noise + vibrato\n", + "class BreathPressureGenerator:\n", + " def __init__(self):\n", + " self.envelope = EnvelopeGenerator()\n", + " self.noise = NoiseGenerator(gain=0.2)\n", + " self.vibrato = SineGenerator()\n", + " self.vibrato.set_frequency(5.735)\n", + " self.vibrato.amplitude = 0.1\n", + " \n", + " self.last_envelope_out = 0.0\n", + " self.last_noise_out = 0.0\n", + " self.last_vibrato_out = 0.0\n", + "\n", + " def tick(self):\n", + " self.last_noise_out = self.noise.tick()\n", + " self.last_vibrato_out = self.vibrato.tick()\n", + "\n", + " self.last_envelope_out = self.envelope.tick()\n", + " breath_pressure = self.last_envelope_out\n", + " breath_pressure += breath_pressure * self.last_noise_out\n", + " breath_pressure += breath_pressure * self.last_vibrato_out\n", + "\n", + " return breath_pressure\n", + "\n", + " # Apply breath pressure to instrument with given amplitude and rate of increase.\n", + " def start_blowing(self, amplitude, rate):\n", + " assert(amplitude > 0 and rate > 0)\n", + "\n", + " self.envelope.set_rate(rate)\n", + " self.envelope.set_target(amplitude)\n", + "\n", + " # Decrease breath pressure with given rate of decrease.\n", + " def stop_blowing(self, rate):\n", + " self.envelope.set_rate(rate)\n", + " self.envelope.set_target(0.0)\n", + "\n", + " def set_vibrato_frequency(self, vibrato_frequency):\n", + " self.vibrato.set_frequency(vibrato_frequency)\n", + "\n", + " def set_vibrato_gain(self, vibrato_gain):\n", + " self.vibrato.amplitude = vibrato_gain\n", + " \n", + " def set_noise_gain(self, noise_gain):\n", + " self.noise.gain = noise_gain\n", + "\n", + " \n", + "class Clarinet:\n", + " def __init__(self):\n", + " self.filter = OneZeroFilter()\n", + " self.breath_pressure_gen = BreathPressureGenerator()\n", + " self.output_gain = 1.0\n", + "\n", + " max_delay_samples = 0.5 * fs / lowest_frequency\n", + " self.delay_line = AllpassDelay(max_delay_samples, int(max_delay_samples) + 1)\n", + "\n", + " self.reed_table = ReedTable()\n", + " self.set_reed_stiffness(0.5)\n", + "\n", + " self.set_frequency(note2freq('A3'))\n", + " self.clear()\n", + " \n", + " self.last_breath_pressure_out = 0.0\n", + "\n", + " def tick(self):\n", + " self.last_breath_pressure_out = self.breath_pressure_gen.tick()\n", + " # Perform commuted loss filtering.\n", + " self.last_pressure_diff = -0.95 * self.filter.tick(self.delay_line.last_out)\n", + " # Calculate pressure difference of reflected and mouthpiece pressures.\n", + " self.last_pressure_diff -= self.last_breath_pressure_out\n", + " self.last_reed_table_out = self.reed_table.tick(self.last_pressure_diff)\n", + " # Perform non-linear scattering using pressure difference in reed function.\n", + " return self.output_gain * self.delay_line.tick(self.last_breath_pressure_out +\n", + " self.last_pressure_diff*self.last_reed_table_out)\n", + "\n", + " def note_on(self, frequency, amplitude):\n", + " self.set_frequency(frequency)\n", + " self.breath_pressure_gen.start_blowing(0.55 + (amplitude * 0.3), amplitude * 0.001)\n", + " self.output_gain = amplitude + 0.001\n", + "\n", + " def note_off(self, amplitude):\n", + " self.breath_pressure_gen.stop_blowing(amplitude * 0.01)\n", + "\n", + " def set_frequency(self, frequency):\n", + " # Account for filter delay and one sample \"last out\" delay.\n", + " delay = 0.5 * (fs / frequency) - 1.0#self.filter.phase_delay(frequency) - 1.0\n", + " self.delay_line.set_delay_samples(delay)\n", + "\n", + " # Realtime controls\n", + " def set_reed_stiffness(self, reed_stiffness):\n", + " self.reed_table.set_slope(-0.44 + (0.26 * reed_stiffness))\n", + " def set_noise_gain(self, noise_gain):\n", + " self.breath_pressure_gen.set_noise_gain(noise_gain)\n", + " def set_vibrato_frequency(self, vibrato_frequency):\n", + " self.breath_pressure_gen.set_vibrato_frequency(vibrato_frequency)\n", + " def set_vibrato_gain(self, vibrato_gain):\n", + " self.breath_pressure_gen.set_vibrato_gain(vibrato_gain)\n", + "\n", + " def clear(self):\n", + " self.delay_line.clear()\n", + " self.filter.clear()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, plots = plt.subplots(7, 1, figsize=(12, 16))\n", + "[sine_plot, noise_plot, envelope_plot, breath_plot, pressure_diff_plot, reed_table_plot, clarinet_plot] = plots\n", + "\n", + "clarinet = Clarinet()\n", + "clarinet.set_reed_stiffness(0.57)\n", + "\n", + "t = np.arange(4 * fs) / fs\n", + "triangle = np.concatenate([np.linspace(0, 1, t.size // 2),\n", + " np.linspace(1, 0, t.size // 2)])\n", + "noise_gain_ramp = triangle * 0.12\n", + "vibrato_frequency_ramp = triangle * 5\n", + "vibrato_gain_ramp = triangle * 0.02\n", + "\n", + "sine_y = np.zeros(t.size)\n", + "noise_y = np.zeros(t.size)\n", + "envelope_y = np.zeros(t.size)\n", + "breath_y = np.zeros(t.size)\n", + "pressure_diff_y = np.zeros(t.size)\n", + "reed_table_out_samples = np.zeros(t.size)\n", + "clarinet_out_samples = np.zeros(t.size)\n", + "\n", + "breath_duration_samples = int(4*t.size//5) # hold for 4/5 of the duration\n", + "clarinet.note_on(note2freq('F4'), 0.7)\n", + "\n", + "for i in range(t.size):\n", + " if i == breath_duration_samples:\n", + " clarinet.note_off(0.005)\n", + "\n", + " clarinet.set_vibrato_frequency(vibrato_frequency_ramp[i])\n", + " clarinet.set_vibrato_gain(vibrato_gain_ramp[i])\n", + " clarinet.set_noise_gain(noise_gain_ramp[i])\n", + "\n", + " clarinet_out_samples[i] = clarinet.tick()\n", + "\n", + " sine_y[i] = clarinet.breath_pressure_gen.last_vibrato_out\n", + " noise_y[i] = clarinet.breath_pressure_gen.last_noise_out\n", + " envelope_y[i] = clarinet.breath_pressure_gen.last_envelope_out\n", + " breath_y[i] = clarinet.last_breath_pressure_out\n", + " pressure_diff_y[i] = clarinet.last_pressure_diff\n", + " reed_table_out_samples[i] = clarinet.last_reed_table_out\n", + "\n", + "sine_plot.plot(t, sine_y)\n", + "sine_plot.set_title('Sine Generator with Modulated Frequency and Amplitude')\n", + "\n", + "noise_plot.plot(t, noise_y)\n", + "noise_plot.set_title('Noise Generator with Modulated Gain')\n", + "\n", + "envelope_plot.plot(t, envelope_y)\n", + "envelope_plot.set_title('Breath Pressure Envelope Generator')\n", + "\n", + "breath_plot.plot(t, breath_y)\n", + "breath_plot.set_title('Breath Pressure Generator with Modulated Vibrato and Noise Gain')\n", + "\n", + "pressure_diff_plot.plot(t, pressure_diff_y)\n", + "pressure_diff_plot.set_title('Pressure Diff (Reed Table Input)')\n", + "\n", + "reed_table_plot.plot(t, reed_table_out_samples)\n", + "reed_table_plot.set_title('Reed Table Output Samples')\n", + "\n", + "clarinet_plot.plot(t, clarinet_out_samples)\n", + "clarinet_plot.set_title('Clarinet Samples')\n", + "\n", + "for plot in plots:\n", + " plot.set_xlim(0, t.size / fs)\n", + " plot.set_xlabel('$t$ (sec)')\n", + " plot.set_ylabel('out sample')\n", + "\n", + "plt.tight_layout()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + " \n", + " " + ], + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from IPython.display import Audio\n", + "\n", + "Audio(clarinet_out_samples, rate=fs)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "from scipy.io.wavfile import write as write_wav\n", + "write_wav('clarinet_mod_vibrato_and_noise.wav', rate=fs, data=clarinet_out_samples)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# TODO plot reed table" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Here is an example of a much more elaborate and realistic clarinet model: [github link](https://github.com/Eigenlabs/EigenD/blob/f5614c98d12c85c4db5f0026797b881eb94b220e/plg_stk/src/Clarinet2.cpp)\n", + "\n", + "It's based [this Csound Clarinet implementation](http://www.csounds.com/jmc/Articles/Woodwinds/Csound%20Woodwinds.htm) by Josep M Comajuncosas.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/physical_audio_signal_processing/clarinet_mod_vibrato_and_noise.wav b/physical_audio_signal_processing/clarinet_mod_vibrato_and_noise.wav new file mode 100644 index 0000000000000000000000000000000000000000..aae3d9fbeee97050ec85a0c571f0a94757626124 GIT binary patch literal 1411258 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