{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# PySoundFileでのWaveの読み書き\n", "\n", "### インストール \n", "[公式サイト](https://pysoundfile.readthedocs.io/en/0.9.0/)の **Installation** を参考に" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### サイン波をwaveに出力" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [], "source": [ "import numpy as np\n", "import soundfile as sf\n", "import matplotlib.pyplot as plt\n", "%matplotlib inline\n", "\n", "#Sine波の作成\n", "time_len_sec = 10\n", "samplerate_Hz = 48000\n", "freq_Hz = 440.0\n", "\n", "time_sample = np.arange(0, samplerate_Hz * time_len_sec)\n", "wave_data = np.sin(2 * np.pi * freq_Hz / samplerate_Hz * time_sample)\n", "\n", "#waveに出力\n", "sf.write(\"sineWave_f440_fs48000_10sec.wav\", wave_data, samplerate_Hz)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### サイン波waveを読み込む\n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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wOjRcE64zlGK77fWsNlwT2mt6aYV4UpV0YdDMHd1KPMn0UrSkHV1bbTWVTocp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\n22qJJVIF2xzu7aklS86Xa2hBQqFGDQM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EMCgXtiO5KjdE5Lhtl6uxbbIxtl02xrZLGnsq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\n5ipsx2BjY2NjcxX/P0aQDufoH5ysAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#ndarrayとsamplerateのタプルが返ってくる\n", "sin_wave, _ = sf.read(\"sineWave_f440_fs48000_10sec.wav\")\n", "\n", "#読み込みデータの確認\n", "plt.plot(range(sin_wave.size), sin_wave)\n", "plt.xlim(0, sin_wave.size / 1000)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "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": "3.6.0" } }, "nbformat": 4, "nbformat_minor": 2 }