{ "cells": [ { "cell_type": "markdown", "id": "633e398d-28e7-4586-97e2-18e5910393d3", "metadata": {}, "source": [ "# Audio\n", "\n", "This tutorial demonstrates how to use OpenSoundscape to open, inspect, and modify audio files using the `Audio` class.\n", "\n", "The class stores audio data (`.samples`: a 1d array containing the digital waveform signal) and metadata (`.metadata`, a dictionariy containing information such as sample rate, recording start time, etc). The `.sample_rate` attribute stores the audio sample rate in Hz. \n", "\n", "The class's methods give access to modifications such as trimming (`.trim()`), filtering (`.bandpass()`, `.lowpass()`, `.highpass()`) , resampling (`.resample()`), or extending (`.loop()`, `.extend_to()`, `extend_by()`) the signal. Properties provide measurements such as signal level (`.dBFS`, `.rms`) and duration (`.duration`). \n", "\n", "## Run this tutorial\n", "\n", "This tutorial is more than a reference! It's a Jupyter Notebook which you can run and modify on Google Colab or your own computer.\n", "\n", "|Link to tutorial|How to run tutorial|\n", "| :- | :- |\n", "| [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/kitzeslab/opensoundscape/blob/master/docs/tutorials/audio.ipynb) | The link opens the tutorial in Google Colab. Uncomment the \"installation\" line in the first cell to install OpenSoundscape. |\n", "| [![Download via DownGit](https://img.shields.io/badge/GitHub-Download-teal?logo=github)](https://minhaskamal.github.io/DownGit/#/home?url=https://github.com/kitzeslab/opensoundscape/blob/master/docs/tutorials/audio.ipynb) | The link downloads the tutorial file to your computer. Follow the [Jupyter installation instructions](https://opensoundscape.org/en/latest/installation/jupyter.html), then open the tutorial file in Jupyter. |" ] }, { "cell_type": "code", "execution_count": null, "id": "6b630803-ee1a-4082-ab8d-489a0dd0642a", "metadata": {}, "outputs": [], "source": [ "# if this is a Google Colab notebook, install opensoundscape in the runtime environment\n", "if 'google.colab' in str(get_ipython()):\n", " %pip install \"opensoundscape==0.13.0\" \"jupyter-client<8,>=5.3.4\" \"ipykernel==6.17.1\"" ] }, { "cell_type": "code", "execution_count": 2, "id": "6a971720", "metadata": {}, "outputs": [], "source": [ "# download a sample audio file\n", "import requests\n", "\n", "link = \"https://tinyurl.com/birds60s\"\n", "r = requests.get(link, allow_redirects=True)\n", "with open(\"1min_audio.wav\", \"wb\") as f:\n", " f.write(r.content)" ] }, { "cell_type": "markdown", "id": "9a0b0db6-be54-450a-9046-88a0b72694ce", "metadata": { "tags": [] }, "source": [ "Import the `Audio` class from OpenSoundscape. \n", "\n", "For more information about Python imports, review [this](https://medium.com/code-85/a-beginners-guide-to-importing-in-python-bb3adbbacc2b) article." ] }, { "cell_type": "code", "execution_count": 3, "id": "a5e77714-9f88-4bbb-b344-ac2de374baba", "metadata": {}, "outputs": [], "source": [ "# Import Audio class from OpenSoundscape\n", "from opensoundscape import Audio, audio" ] }, { "cell_type": "markdown", "id": "2a555e9e-b33b-4446-a9d8-b0647324153c", "metadata": {}, "source": [ "### Load audio files\n", "\n", "The `Audio` class can load local files with `.from_file()` and online audio files with `.from_url()`. All common audio formats are supported (via the underlying [SoundFile](https://pypi.org/project/soundfile/) package). \n", "\n", "Saving files is as simple as calling the `.save()` method, and again all common audio formats are supported. \n", "\n", "> Note: Loading some formats including `.mp3` may require that you install [FFmpeg](https://www.ffmpeg.org/) first. FFmpeg comes pre-installed on many machines including on Google Colab. Note that `.mp3` files cause some operations to slow down (e.g. loading a segment from a long file). \n", "\n", "Here we download an example birdsong soundscape recorded by an AudioMoth autonomous recorder in Pennsylvania, USA." ] }, { "cell_type": "code", "execution_count": 4, "id": "1795b9cf-24f6-4597-836f-bc31f141bc0b", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# load an audio file from a file\n", "# can be any file path to an audio file on your computer\n", "path = \"./1min_audio.wav\"\n", "audio_object = Audio.from_file(path)\n", "\n", "# returning the audio object from a cell will display a player widget\n", "audio_object" ] }, { "cell_type": "markdown", "id": "24491c95", "metadata": {}, "source": [ "This interactive playback widget is displayed when an Audio object is returned from a notebook cell. We can also create the widget with `.show_widget()`:" ] }, { "cell_type": "code", "execution_count": 5, "id": "f1c80cfd", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Create playback widget with normalized playback level\n", "audio_object.show_widget(normalize=True)" ] }, { "cell_type": "markdown", "id": "8446eea1", "metadata": {}, "source": [ "### Save audio files\n", "save an audio object to a file: " ] }, { "cell_type": "code", "execution_count": 6, "id": "1482f1d8", "metadata": {}, "outputs": [], "source": [ "audio_object.save(\"./my_audio.wav\")" ] }, { "cell_type": "markdown", "id": "d92b2b6e", "metadata": {}, "source": [ "### Load audio from a real-world time from AudioMoth recordings\n", "OpenSoundscape parses metadata of files recorded on AudioMoth recorders, and can use the metadata to extract pieces of audio corresponding to specific real-world times. (Note that AudioMoth internal clocks can drift an estimated 10-60 seconds per month). " ] }, { "cell_type": "code", "execution_count": 7, "id": "60b1cbda", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Entire audio file starts at 2020-04-04 10:25:00+00:00 and has duration 60.0.\n", "Loaded audio segment starts at 2020-04-04 10:25:15+00:00 and has duration 5.0.\n" ] } ], "source": [ "from datetime import datetime\n", "import pytz\n", "\n", "# this AudioMoth recording starts at 10:25:00 am on April 4th, 2020\n", "file = \"./1min_audio.wav\"\n", "\n", "# define a time at which we want to extract an audio clip from an AudioMoth recording\n", "# (15 seconds after the start of the recording)\n", "start_time = pytz.timezone(\"UTC\").localize(datetime(2020, 4, 4, 10, 25, 15))\n", "\n", "audio_length = 5 # seconds\n", "\n", "# Load the entire audio file and print the start time and duration\n", "a = Audio.from_file(file)\n", "print(\n", " f\"Entire audio file starts at {a.metadata['recording_start_time']} and has duration {a.duration}.\"\n", ")\n", "\n", "# Load a segment of the audio file starting at the desired date and time\n", "a = Audio.from_file(file, start_timestamp=start_time, duration=audio_length)\n", "print(\n", " f\"Loaded audio segment starts at {a.metadata['recording_start_time']} and has duration {a.duration}.\"\n", ")" ] }, { "cell_type": "markdown", "id": "28b32a33", "metadata": {}, "source": [ "### Audio properties\n", "\n", "Once an `Audio` object is loaded, you can inspect its attributes, including:\n", "* **`samples`**: The actual digitized audio data\n", "* **`sample_rate`**: The number of audio samples taken per second, required to understand the samples\n", "* **`metadata`**: A dictionary of audio file metadata such as start time, recording device, and bit depth\n", "* **`duration`**: The length of the recording, calculated by dividing the number of samples by the sample rate\n", "* **`rms` (root mean square)**: The average amplitude of the digitized sound wave\n", "* **`dBFS` (decibels relative to full scale)**: A general measure of \"loudness\" of a recording. Decibels are measured on a scale less than 0, with values closer to 0 being louder. An decrease in 6 decibels is equivalent to the sound being twice as far away.\n" ] }, { "cell_type": "code", "execution_count": 8, "id": "4f7f944c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "First few samples: [-0.00888062 -0.00344849 0.00378418] ... \n", "Number of samples: 1920000\n", "Sample rate: 32000 Hz\n", "Duration: 60.0 seconds\n", "RMS: 0.013\n", "dBFS: -34.5\n" ] } ], "source": [ "print(f\"First few samples: {audio_object.samples[:3]} ... \")\n", "print(f\"Number of samples: {len(audio_object.samples)}\")\n", "print(f\"Sample rate: {audio_object.sample_rate} Hz\")\n", "print(f\"Duration: {audio_object.duration} seconds\")\n", "print(f\"RMS: {audio_object.rms:0.3f}\")\n", "print(f\"dBFS: {audio_object.dBFS:0.1f}\")" ] }, { "cell_type": "markdown", "id": "fd5a62a9", "metadata": {}, "source": [ "Metadata is parsed from the audio file's header. Metadata from AudioMoth recordings's \"comment\" field is parsed into extra information such as start time, battery state, and gain setting. Changes to the `.metadata` attribute of the Audio object are saved when an audio object is saved to a file. " ] }, { "cell_type": "code", "execution_count": 9, "id": "82fae3db", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'artist': 'AudioMoth 24526B065D325963',\n", " 'comment': 'Recorded at 10:25:00 04/04/2020 (UTC) by AudioMoth 24526B065D325963 at gain setting 2 while battery state was 4.7V.',\n", " 'samplerate': 32000,\n", " 'format': 'WAV',\n", " 'frames': 1920000,\n", " 'sections': 1,\n", " 'subtype': 'PCM_16',\n", " 'recording_start_time': datetime.datetime(2020, 4, 4, 10, 25, tzinfo=datetime.timezone(datetime.timedelta(0), 'UTC')),\n", " 'gain_setting': 2,\n", " 'battery_state': 4.7,\n", " 'device_id': 'AudioMoth 24526B065D325963',\n", " 'duration': 60.0,\n", " 'channels': 1}" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "audio_object.metadata" ] }, { "cell_type": "markdown", "id": "2847fd79-313f-4b4f-9b69-9d9a970bfdf9", "metadata": {}, "source": [ "### Load a segment of a file\n", "We can directly load a section of a `.wav` file very efficiently (even if the audio file is large) using the `offset` and `duration` parameters of `Audio.from_file()`\n", "\n", "For example, let's load 1 second of audio starting 30 seconds into the file:" ] }, { "cell_type": "code", "execution_count": 10, "id": "6bdf6122-a1c0-4d37-b05c-ecfdb70d7d3f", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "audio_segment = Audio.from_file(file, offset=30.0, duration=1.0)\n", "audio_segment.duration\n", "audio_segment.show_widget()" ] }, { "cell_type": "markdown", "id": "d1837d79-e21b-4d20-b8ed-e4faf471255c", "metadata": {}, "source": [ "### Resample audio during load\n", "\n", "By default, an audio object is loaded with the same sample rate as the source recording. \n", "\n", "The `sample_rate` parameter of `Audio.from_file` allows you to re-sample the file during the creation of the object. This is useful when working with multiple files to ensure that all files have a consistent sampling rate.\n", "\n", "Let's load the same audio file as above, but specify a sampling rate of 22050 Hz." ] }, { "cell_type": "code", "execution_count": 11, "id": "426a36e4-c109-41ed-9476-3ce7e619c985", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "22050" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "audio_object_resample = Audio.from_file(file, sample_rate=22050)\n", "audio_object_resample.sample_rate" ] }, { "cell_type": "markdown", "id": "c44e90ae", "metadata": {}, "source": [ "### Load an audio file from a download link / URL\n", "Note that this currently does not support retaining metadata" ] }, { "cell_type": "code", "execution_count": 12, "id": "49978e01", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# load a Wood Thrush recording from Xeno Canto\n", "url = \"https://xeno-canto.org/818024/download\"\n", "xc = Audio.from_url(url)\n", "xc" ] }, { "cell_type": "markdown", "id": "6a31ff9d", "metadata": {}, "source": [ "### Load multi-channel audio\n", "\n", "The Audio class currently only supports single-channel (eg, not 2 chanel stereo). By default, multi-channel audio files are summed to mono (1 channel) when loading with `Audio.from_file()`. If you want to use separate audio channels, you can load a file into one Audio object per channel:" ] }, { "cell_type": "code", "execution_count": 13, "id": "12dbc48e", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[]" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# since this file is only one channel, we get back a list with one Audio object\n", "audio.load_channels_as_audio(\"./1min_audio.wav\")" ] }, { "cell_type": "markdown", "id": "37031cc7", "metadata": {}, "source": [ "## Measure and analyze audio signals" ] }, { "cell_type": "markdown", "id": "454eddad", "metadata": {}, "source": [ "### Generate a frequency spectrum\n", "The `.spectrum()` method provides an easy way to compute a Fourier Transform on an audio object to measure its frequency composition. " ] }, { "cell_type": "code", "execution_count": 14, "id": "fec5d600", "metadata": {}, "outputs": [ { "data": { "image/png": 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69XP/rvLQuf3kx41H15GqkuCUtRFWjUd9XtT+PGjboqksffpcOe/zdSZvE/LuZTJzW6x8sixMPEF/G55jtQ1ww+nVn1+3WFkt0B6nHt/R5PbvB9cNlTvP7mMyIJiUXSRrwlKtXtYLl54kX6yk6wQAAAAAAIAt/DJkV1xcLOnp6fp0r17mqyF07txZB9VUYM0QLrNWfHx8zWlLy+nd++iPdPWXY898VMtZdTtDG9ra87E0D8N8QkJCHDIWpTGPnTFJSaZ3rMEzdG7TwmjlIXsqGtWuSqD+FLUz8OW5+2T1gRQ5o09nvYNQ+XVLjLRo2kQHHB787eiO6UE92stP94zUp1VVg0u+3mB0GSoQoqp1vLUwxO5xAs4w//FzzAYyjFGBIbVD/+Kv1kt0ekGd61RbtdEf/yeeaNcbF8sZH6wWb9K5TXO5bkTDncTdO7SSaXfUrZg7++Gz5bYfttWc/+nukTrgsjIkRfp1a6tDEXvisnTlz1evGGRVdYxmTQJ0qGR4785y88heel0766GzJSmnWAdSnpq1R8KS8+Tiwd3lm/+dLq1rVYp79LwT5VBKvmw8lK5bc6sqMqtMhJiP61S9w3re4+fIqA/X1LlOBXZiMwpl/KSN+vzKZ8dJy2bVy1HBmiVmQjFquartmnoc27So3jyd+9g5sjM2U2LSC/VObwNnV2kc3ruTrqz1wpwg+S8sVc7s26WmJZyqtHPtlM06sKCyjjMfOEu/z9Tj8fBvOyU9v1QuP6WHTL3jdNkenSEP/rpT76y3laqMogKyjqTCRup936lNC70+UIHzxlBVVO4a3Ueu+uZopWRD9SEVVjCmWdMmRoOKxvz9yGgZ2aeznPzmMimrqE6gfnnzafL8nKBGjfvrW0+TZ/+ybh7PX3KS3DOmr8RnFknfbm30a/OSIcc2WBcbdnJviUyvE2xV2xOGgJ1yzoBucs6R0+q1rqo3LdybqAN11w4/XibM3iMx6QVyzzl95a2rhpjcZqodyn376uqKReq9bi31ej39hOrWlOr1q/7q+/nekUYDfmqH/Bl9ushLc4PkcGaRDu2obSc1ZgP1fg96+1LJKSzTgVxDZSpbqHXUpzcdrRZUP0QXGJ2pA0T1qW1CFTpUgb6PjlRpunBQd7njp+1i78Ehu+OyG1y+6tlx0rNTaxn69gqbPsdVG8zJtw3X64l/dh2WteFpRqdV27KGYJStrji1h/To2Ep+ua+64qf6DBj05vKa6y84+Rjd6vWCk7vXCRGpz7Cg+Gz9WaBC1Oq9qp6/Jy8cYLQSmArwrD+Y5tKW6b5OPW+qAlxjqdf/xNtG6NPqfThxzUEpLKmQJy4YYNf70dHU+/uTWtXA3E2ts6q/JYpcOLi7lJRVmjwoor47zz5Bft8WV3P+kXGNf/4sbaPMOPLetkS1+a2/zal0bN28Zp39yvjB0rVdSx3GvGhwd/3ZvmBvgtUHpM24f5R8veqgNA0IkGcvOUm/hlVV7XGfr60znfo8VNulKhCuPjPsDdmpYLAas6qQeNZHdbdD61vz/Hly47dbJLuwzGxQ0Bz1dhl9Ylf59MZhFqtaqgMyagfcVDXnz5aH1wnIhSbl6u3hnKIyk9t/6iCYUR+uloxaB3uodfHZ/bvqbX1zLhx0rLyz+OhBurWpSrJq29bgm/+NqKnWaClop6rNNna7EQAAwBvYcpCwI6nK/x8uPaAPRgLMadmsiZRXVklFpTPrqHsvdfD+LSN7y9qwVLlvxg6L06vfdIe9s0JyzRygCgDGBFSpNJafSUtLk+7dq9so3HrrrTJ79myz0x977LGSmpoqQ4cOlf+3dx9gUhTpH8eLvGQkg+ScFSUpoIKKCooiHv8TJRlAAUXOE9ATQTkVRcWEciqCmaQiKB6SQXKSqOSo5AxLWpj/8yuv29nZ6dnZZTYw+/08z7DNTHdPT6ia7qq33lq9Ovjo/mCGDBli+vTpY5d//PFHc+utt3quq8dbtmxpl1977TXz5JNPuo+1atXKTJ482S6fOnXKxMR4T5nSt29f8+qrr9rlpUuXxpsKV8GCsbGxpmHDhmbhwvgNrYG0zuLFi02ePHnM8ePH3fuXLFliGjRo4D7X4MGDPfehY82V68+GyNtvv91MmjTJhCspgVgK4AsncBCp748jp0yv0X8GdihrybOtaiSagSmSVu06YgMzapbIbzsCFezieHnyrzaTiEMd3Orw7N6sku2M/L8PFpg1vyfMQqQOF438Dxb8oE7LX3cft52Umt5228GT5sbXZyd6nOroUJYqr6CWtDborlpm0KR1ye7svZTos/Dq9Hjipsp2Wrsqz6Z+FiZlhljz/C2mxdA5CbIH+WtSqbD5PMh0l7roGjlvqw3iql/+MvNY88o2I5CyF6mzJW9MVls+lVlnzNKkBUWH65fnbrbBPWfizpv3Z202e46etp1IFYvkNo1fmeE2YNzXsIx5sU1tm71Imcwcmh5LgRITfknZ7D/BaOpCBXsp8CAYZQHpeE25JE1TN+O3vWbOhgN2+sPbkjhlq7w9faN5Y+qGeB2JFYt4dxReuOAz5y5csIEbic3A9CEAAEe7SURBVP3G6tRQQSUx2TKblyf/ZjPNOPXfgn7NbaCUvPzjr+Y/s/+sRx9vXsn8o4X3FLXK2qVgTydYavDdtW12Jb2OIvlymLf/XtcGnwQTd/6C+de3a8zYZTtNlaJ57XRYyckuEylr/zhq5m86aK4qW8AGGzliz8aZE6fj7Pvk/x4fPnnW1B00Nax9KyD8y4cb2YC4rp8t9fzOKTOYypGCAL0oQEbT36pMK3BLwZeViuZ1H1cZbPn2XJuxT5l3NDVhYr9D+p3csPe4DQL5W70/gx2Hzdxkhkz5qxNZneg+4zPtP4wf1KRgzn63VTP7j58xr01Zb06dO28ev7Gy7eCes2G/6eiXDVAdv17Tn5br90O8/xfIlS1BB7p+t/Q8783cZBueHJqmVFOUvvbTes+MdI5h7a/ynHLx7x8sMAu3HHLrh143VbbL+46dNv+asMa+jwoGVYCdk30tuZS5179TXAMF8sRkNSt3HjHXVyliKhfL65bbxoNnmD8Cgu0UiOD/PdKUrt92bxzWcx84ccb0HvOLu70GMHz5UENzWSpMN5mYI7FnzbaDsfY3JPf/AnMv+Hz2PDNYHXfs9Dlb53w0d4sZOW+bve+GqkVssEf3L5bbx/5ev7QNanDKgcrjD483Na3enmvPZR0KalSWKJm36YAbwBcsg+WYro1stqhgzp2/YCoHZAzU96nb9RXs90aPP/3NavsdcBTKnd1cX7WI+Wb57wmCAZX5SIHaCuwODBxRefjul99tEOyttYpf1KAXh75zz09aZz5ZsM2UK5Tb1s1V/vd9BDIK1S0KGNt5KNbWDV7ZctOSMpb2/HK5DcZ+uGkFG6gcKthS1/AfzNli4i5ciBdAqOt5BWqFQ+cKXy3eYQM+9Vulusk/4+q6P46Zhz9daoPyG5QraIO9Y8/F2d82XYOfOPNXB4euqxUgGkjXFJv3nbTB3rqWeXvGJrNg8wE7GE/r6/fgp7V7bD2lLIB3XXm5WbbjsD3nEFWD0/9xvalQJI8Zt3SneWr8Knffw++/ytxaq0SS3+ceXy6375/OeZ5sUdVeg6kuV0eYf72r+695ebobLF48X4z54uGG7rn8LzuPmCFTfrPng7pGS8p57xOjVyS4Xnrz/6605zQ679b1X5PKhW3WQuec/tHPl5kf1+yJd773YNPy9jdH70+waw8AABCd9PuvWTkudoCjBln0uaWaPT8KRW0WGsCqdtJwMvlL3hxZzTvt65rOIxMPoElqxn/NbvHftXvM41+tCLmu2uBLFoix511n4y6uz8T/3HPZ9sN2oEhK06BSZbA+c5HHrnP9hVsOJns/mslE2dxTiz5jZS33P/dPbBDj5NV/nSenB4ueudFeTyhJiBKQ4C9bXmqZ4Fp31LytCQYiqX347w1Km0evr2iv03RdX8cjCzyQVIEZ55H2lNjLSQwWyZiiDBlkpzewTJkydrlDhw7m008/Dbm+1tU2FStWNJs2hTd1hgwaNMg899xzdnn69OmmefPmnuvOmDHD3Hjjje52zz77rPuY7tfjcv78eZM5s3dGGz2ftpe5c+eaJk2auI9lyZLFXLhwwTRt2tTMmRM8i5fjuuuus9trm7i4vxo4dZ8ek/79+5sXXnjBcx96Lm3vvIZp08LPSkSQHVKDMs5oCsdbahazI/29qAO1/3drjPEZ26mq7B8ybd1emy1P2Wh+7HWdHbkfLgW8nDwbZxvOncZtNcxrikI1tqvjVx0gyiKgk75Xp6y3nQc68VMgihrrn/12jdmw77idElSdp+o4fqhpBdPnlqq2A0HBL/4n2urcUABWxxGLzOb9J93RWcr0oimq3p2xyXy6YLsb0PTIDRVtZh11yKozW9lKlDlGnbiViuSxwQOa0s2hTpJ+X69KEBSiDFvnfT7T7urSNguUOlgU3KHOnrV/HDPVSuQ1XZtWMMPnbLEdK0mZskfBP6sCpqd0gtKUVWvL/pOmYO7s9oJdFx+6SF6y9ZDZcuCkKZo3xjzTspp9XQdPnLUdRwoc2LL/hGkeEByp7Czvtr/K/b8+K3XCq/NGwR0fz9vqvscKVjkdd8EGi/Xxu2DTY+oEan1FSdtxMnrJX8FsClDKnyu7yZLJmDV/HIvXoS7vtq9rP+fdR0+Zd2Zssu+pAuVyZc9i37NJq3abGiXymvsalo1YhpLpv+41D37yZ+NGnVL5bVYpfbYz1++zGZD0nu47dsZUL5HXBrH4Z8n54fEm9jNWEJCCQZTVQ1kgvGjdzxduN4XyZLfTFDplwikr+m4pkEblVJ1lXT9bZh/T+/Bx5/r2fVVgSeeRi93sTsoYpGwfzu/J3mOnTdNXZrrBok6H3bLth0zb9/+a1tDJkqGAwE37TtjvmQJolJHt62W7TJ+vV7kjxZRNQtmmtG5qUwOOgpvUiangKWWuSAkKOlbdcujkOfNAk3IJsnj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" ] }, "metadata": { "image/png": { "height": 448, "width": 1260 } }, "output_type": "display_data" } ], "source": [ "# Calculate the fft\n", "fft_spectrum, frequencies = audio_object.trim(0,5).spectrum()\n", "\n", "# Plot settings\n", "from matplotlib import pyplot as plt\n", "plt.rcParams['figure.figsize']=[15,5] #for big visuals\n", "%config InlineBackend.figure_format = 'retina'\n", "\n", "# Plot\n", "plt.plot(frequencies,fft_spectrum)\n", "plt.ylabel('Fast Fourier Transform (V**2/Hz)')\n", "plt.xlabel('Frequency (Hz)')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "9876a2c6-8f0e-4567-9af1-d4ed5a88c65d", "metadata": {}, "source": [ "## Modify audio\n", "\n", "The `Audio` class gives access to a variety of tools to change audio files, load them with special properties, or get information about them. Various examples are shown below.\n", "\n", "For a description of the entire `Audio` object API, see the [API documentation](../api/modules.html#module-opensoundscape.audio).\n", "\n", "**NOTE: Out-of-place operations**\n", "\n", "Functions that modify `Audio` (and `Spectrogram`) objects are \"out of place\", meaning that they return a new, modified instance of `Audio` instead of modifying the original instance. This means that running a line\n", "```\n", "audio_object.resample(22050) # WRONG!\n", "```\n", "will **not** change the sample rate of `audio_object`! If your goal was to overwrite `audio_object` with the new, resampled audio, you would instead write\n", "```\n", "audio_object = audio_object.resample(22050)\n", "```\n" ] }, { "cell_type": "markdown", "id": "08e0f56f-26e0-487f-bf0c-8c349913255c", "metadata": {}, "source": [ "### Trim, extend, and loop audio\n", "\n", "The `.trim()` method extracts audio from a specified time period in seconds (relative to the start of the audio object)." ] }, { "cell_type": "code", "execution_count": 15, "id": "4053046b-d383-4ddf-8dc9-746b9fc148a3", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "5.0" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "trimmed = audio_object.trim(0, 5)\n", "trimmed.duration" ] }, { "cell_type": "markdown", "id": "8f19fcd8", "metadata": {}, "source": [ "Extend audio object with silence to a target duration or by a specific ammount:" ] }, { "cell_type": "code", "execution_count": 16, "id": "84d76760", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "6.0" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "trimmed.extend_by(1).duration # extend by 1 second" ] }, { "cell_type": "code", "execution_count": 17, "id": "4a997226", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "10.0" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "trimmed.extend_to(10).duration # provide target duration in seconds" ] }, { "cell_type": "markdown", "id": "0b1cc6fa", "metadata": {}, "source": [ "The `.loop()` method extends an audio file to a desired length (or number of repetitions) by looping the audio. Let's loop the first 3 seconds of our audio object 4 times:" ] }, { "cell_type": "code", "execution_count": 18, "id": "35d32f06", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Samples of looped clip:\n" ] }, { "data": { "image/png": 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" ] }, "metadata": { "image/png": { "height": 428, "width": 1261 } }, "output_type": "display_data" } ], "source": [ "import warnings\n", "warnings.filterwarnings(\"ignore\")\n", "import matplotlib.pyplot as plt\n", "%config InlineBackend.figure_format = 'retina'\n", "\n", "looped = audio_object.trim(0,3).loop(n=4)\n", "print(\"Samples of looped clip:\")\n", "plt.plot(looped.samples)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "5c5e403b", "metadata": {}, "source": [ "### Change the signal level (volume)\n", "\n", "We can change the signal level by a specific amount, or normalize the signal" ] }, { "cell_type": "code", "execution_count": 19, "id": "41c5b05b", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# make a quieter version of the audio, by reducing the gain by 10 dB\n", "trimmed.apply_gain(-10)" ] }, { "cell_type": "code", "execution_count": 20, "id": "0f5ccaa7", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# normalize the audio to -3 dBFS maximum amplitude\n", "trimmed.normalize(peak_dBFS=-3)" ] }, { "cell_type": "code", "execution_count": 21, "id": "2971ac7c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "max value before normalization: 0.234649658203125\n", "max value after normalization to full scale: 1.0\n" ] } ], "source": [ "print(f\"max value before normalization: {trimmed.samples.max()}\")\n", "\n", "print(\n", " f\"max value after normalization to full scale: {trimmed.normalize().samples.max()}\"\n", ")" ] }, { "cell_type": "markdown", "id": "9ebed21e", "metadata": {}, "source": [ "### Resample audio\n", "\n", "The `.resample()` method resamples the audio object to a new sampling rate. This can be lower or higher than the original sampling rate.\n", "\n", "Keep in mind that resampling can also be done while loading the file by specifying the desired sample rate in `Audio.from_file`" ] }, { "cell_type": "code", "execution_count": 22, "id": "60471584", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "original sample rate: 32000\n", "new sample rate: 48000\n" ] } ], "source": [ "print(f\"original sample rate: {audio_object.sample_rate}\")\n", "resampled = trimmed.resample(sample_rate=48000)\n", "print(f\"new sample rate: {resampled.sample_rate}\")" ] }, { "cell_type": "markdown", "id": "18703bea", "metadata": {}, "source": [ "Note that resampling audio to a lower rate reduces the sound frequencies that can be captured in the audio. The highest frequency that an audio file can capture is _half of the sampling rate_. " ] }, { "cell_type": "markdown", "id": "eaac8b54", "metadata": {}, "source": [ "### Filtering: low pass, high pass, bandpass" ] }, { "cell_type": "code", "execution_count": 23, "id": "ccaef412", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": { "image/png": { "height": 448, "width": 1278 } }, "output_type": "display_data" } ], "source": [ "# Bandpass the audio file to limit its frequency range to 3000 Hz to 5000 Hz.\n", "# The bandpass operation uses a Butterworth filter with a user-provided order.\n", "bandpassed = trimmed.bandpass(low_f=3000, high_f=5000, order=12)\n", "\n", "# Compute and plot spectrum\n", "fft_spectrum, frequencies = bandpassed.spectrum()\n", "plt.plot(frequencies, fft_spectrum, label=\"bandpassed\", alpha=0.5)\n", "\n", "\n", "# Low-pass the audio to remove frequencies above 3000 Hz\n", "lowpassed = trimmed.lowpass(3000, order=12)\n", "fft_spectrum, frequencies = lowpassed.spectrum()\n", "plt.plot(frequencies, fft_spectrum, label=\"low-passed\", alpha=0.5)\n", "\n", "# High-pass the audio to remove frequencies below 5000 Hz\n", "highpassed = trimmed.highpass(5000, order=12)\n", "fft_spectrum, frequencies = highpassed.spectrum()\n", "plt.plot(frequencies, fft_spectrum, label=\"high-passed\", alpha=0.5)\n", "\n", "\n", "# Plot settings\n", "plt.ylabel(\"Fast Fourier Transform (V**2/Hz)\")\n", "plt.xlabel(\"Frequency (Hz)\")\n", "plt.xlim(0, 8000)\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "d648d731-dccf-483d-9306-c169e0a9a15d", "metadata": {}, "source": [ "### Split Audio into clips\n", "The `.split()` method divides audio into even-lengthed clips, optionally with overlap between adjacent clips (default is no overlap). See the function's documentation for options on how to handle the last clip.\n", "\n", "The function returns a list containing Audio objects for each clip and a DataFrame giving the start and end times of each clip with respect to the original file. " ] }, { "cell_type": "markdown", "id": "7d231c27-67d2-4334-a336-e1aeadeb768f", "metadata": {}, "source": [ "#### Split without overlap\n", "\n", "Split the audio into non-overlapping (mutually exclusive) clips" ] }, { "cell_type": "code", "execution_count": 24, "id": "3e1b0f37-0e49-41ac-940e-16815ab0780b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "duration of first clip: 5.0\n", "head of clip_df\n" ] }, { "data": { "text/html": [ "
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" ], "text/plain": [ " start_time end_time\n", "0 0.0 5.0\n", "1 5.0 10.0\n", "2 10.0 15.0" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Split into 5-second clips with no overlap between adjacent clips\n", "clips, clip_df = audio_object.split(clip_duration=5, clip_overlap=0, final_clip=None)\n", "\n", "# Check the duration of the Audio object in the first returned element\n", "print(f\"duration of first clip: {clips[0].duration}\")\n", "\n", "print(f\"head of clip_df\")\n", "clip_df.head(3)" ] }, { "cell_type": "markdown", "id": "809d0fa3-86d4-4ae5-b3d3-359ade20f83f", "metadata": {}, "source": [ "#### Split with overlap\n", "\n", "Split the audio into overlapping clips.\n", "\n", "Note that a negative \"overlap\" value would leave _gaps_ between consecutive clips. " ] }, { "cell_type": "code", "execution_count": 25, "id": "1319262d-f244-40a7-83c9-a42ca28a4d46", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "head of clip_df\n" ] }, { "data": { "text/html": [ "
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" ], "text/plain": [ " start_time end_time\n", "0 0.0 5.0\n", "1 2.5 7.5\n", "2 5.0 10.0\n", "3 7.5 12.5\n", "4 10.0 15.0" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "_, clip_df = audio_object.split(clip_duration=5, clip_overlap=2.5, final_clip=None)\n", "print(f\"head of clip_df\")\n", "clip_df.head()" ] }, { "cell_type": "markdown", "id": "15ba9373-e260-4e2f-9199-a4d0f18b32aa", "metadata": {}, "source": [ "#### Split and save \n", "The `Audio.split_and_save()` method splits audio into clips and immediately saves them to files in a specified location. \n", "\n", "You provide it with a naming prefix, and it will add on a suffix indicating the start and end times of the clip (eg `_5.0-10.0s.wav`). It returns just a DataFrame with the paths and start/end times for each clip (it does not return Audio objects). \n", "\n", "The splitting options are the same as `.split()`: `clip_duration`, `clip_overlap`, and `final_clip`.\n", "\n", "**NOTE: If you want to split clips for use as a machine learning training dataset, you do not need to pre-split clips. See the machine learning tutorials for more information.**" ] }, { "cell_type": "code", "execution_count": 26, "id": "fb9e47d7-0943-46d2-b6d9-ed7c94da474b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "head of clip_df\n" ] }, { "data": { "text/html": [ "
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./temp_audio/audio_clip__0.0s_5.0s.wav0.05.0
./temp_audio/audio_clip__5.0s_10.0s.wav5.010.0
./temp_audio/audio_clip__10.0s_15.0s.wav10.015.0
./temp_audio/audio_clip__15.0s_20.0s.wav15.020.0
./temp_audio/audio_clip__20.0s_25.0s.wav20.025.0
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" ], "text/plain": [ " start_time end_time\n", "file \n", "./temp_audio/audio_clip__0.0s_5.0s.wav 0.0 5.0\n", "./temp_audio/audio_clip__5.0s_10.0s.wav 5.0 10.0\n", "./temp_audio/audio_clip__10.0s_15.0s.wav 10.0 15.0\n", "./temp_audio/audio_clip__15.0s_20.0s.wav 15.0 20.0\n", "./temp_audio/audio_clip__20.0s_25.0s.wav 20.0 25.0" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Split into 5-second clips with no overlap between adjacent clips\n", "from pathlib import Path\n", "\n", "Path(\"./temp_audio\").mkdir(exist_ok=True)\n", "clip_df = audio_object.split_and_save(\n", " destination=\"./temp_audio\",\n", " prefix=\"audio_clip_\",\n", " clip_duration=5,\n", " clip_overlap=0,\n", " final_clip=None,\n", ")\n", "\n", "print(f\"head of clip_df\")\n", "clip_df.head()" ] }, { "cell_type": "markdown", "id": "2b2b6af1-1586-4b34-89b9-ea2b211d1467", "metadata": {}, "source": [ "The folder `temp_audio` should now contain 12 5-second clips created from the 60-second audio file. \n", "\n", "Clean up: delete temp folder of saved audio clips" ] }, { "cell_type": "code", "execution_count": 27, "id": "9cd77c12-5236-4268-b572-8a3f5bb74c84", "metadata": {}, "outputs": [], "source": [ "from shutil import rmtree\n", "\n", "rmtree(\"./temp_audio\")" ] }, { "cell_type": "markdown", "id": "cd02060c-b23f-4f14-bf18-bae4ea7e00df", "metadata": {}, "source": [ "#### Split and save \"dry run\"\n", "we can use the `dry_run=True` option to produce only the clip_df but not actually process the audio. this is useful as a quick test to see if the function is behaving as expected, before doing any (potentially slow) splitting on huge audio files. \n", "\n", "Just for fun, we'll use an overlap of -5 in this example (5 second gap between each consecutive clip)\n", "\n", "This function returns a DataFrame of clips, but does not actually process the audio files or write any new files. " ] }, { "cell_type": "code", "execution_count": 28, "id": "a89df217-fccf-46d7-9b58-2dc5df0cba07", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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./temp_audio/audio_clip__10.0s_15.0s.wav10.015.0
./temp_audio/audio_clip__20.0s_25.0s.wav20.025.0
./temp_audio/audio_clip__30.0s_35.0s.wav30.035.0
./temp_audio/audio_clip__40.0s_45.0s.wav40.045.0
./temp_audio/audio_clip__50.0s_55.0s.wav50.055.0
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" ], "text/plain": [ " start_time end_time\n", "file \n", "./temp_audio/audio_clip__0.0s_5.0s.wav 0.0 5.0\n", "./temp_audio/audio_clip__10.0s_15.0s.wav 10.0 15.0\n", "./temp_audio/audio_clip__20.0s_25.0s.wav 20.0 25.0\n", "./temp_audio/audio_clip__30.0s_35.0s.wav 30.0 35.0\n", "./temp_audio/audio_clip__40.0s_45.0s.wav 40.0 45.0\n", "./temp_audio/audio_clip__50.0s_55.0s.wav 50.0 55.0" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "clip_df = audio_object.split_and_save(\n", " destination=\"./temp_audio\",\n", " prefix=\"audio_clip_\",\n", " clip_duration=5,\n", " clip_overlap=-5,\n", " final_clip=None,\n", " dry_run=True,\n", ")\n", "clip_df" ] }, { "cell_type": "markdown", "id": "c43bb5ec", "metadata": {}, "source": [ "### Join and mix Audio objects\n", "\n", "audio.concat() joins Audio objects end-to-end" ] }, { "cell_type": "code", "execution_count": 29, "id": "6b57e76c", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "audio.concat([audio_object, audio_object])" ] }, { "cell_type": "markdown", "id": "67255f1c", "metadata": {}, "source": [ "audio.mix() blends audio objects using a weighted sum\n", "\n", "note that several parameters like gain, offsets, and duration allow you to manipulate how the Audio objects are mixed" ] }, { "cell_type": "code", "execution_count": 30, "id": "9aa09fa1", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# generate silence (audio waveform of all 0's)\n", "audio.mix([audio_object, xc], duration=10, gain=[0, -6])" ] }, { "cell_type": "markdown", "id": "f8baa1f2", "metadata": {}, "source": [ "### Generating noise and silence" ] }, { "cell_type": "code", "execution_count": 31, "id": "98e3ad05", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Audio.silence(duration=5, sample_rate=22050) # generate silent clip (all 0s)" ] }, { "cell_type": "code", "execution_count": 32, "id": "89e98a7a", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Audio.noise(color=\"pink\", duration=5, sample_rate=22050) # generate pink noise" ] }, { "cell_type": "code", "execution_count": null, "id": "39f433ce", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# change speed of audio\n", "from opensoundscape import birds\n", "\n", "faster_audio = birds.trim(0, 5).change_speed(speed_factor=2.0)\n", "slower_audio = birds.trim(0, 5).change_speed(speed_factor=0.5)\n", "reversed_audio = birds.trim(0, 5).change_speed(speed_factor=-1.0)\n", "reversed_audio" ] }, { "cell_type": "markdown", "id": "425bf07b", "metadata": {}, "source": [ "### Audio API with native Python types flavor" ] }, { "cell_type": "code", "execution_count": 35, "id": "ce1687d4", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "first 2 seconds of audio:\n" ] }, { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "slice from center\n" ] }, { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "last 3 seconds of audio:\n" ] }, { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from opensoundscape import birds\n", "\n", "# take a time slice with square brackets:\n", "print(\"first 2 seconds of audio:\")\n", "birds[:2].show_widget() # first 2 seconds of audio\n", "print(\"slice from center\")\n", "birds[5:8.2].show_widget() # seconds 5 to 8.2 of audio\n", "print(f\"last 3 seconds of audio:\")\n", "birds[-3:].show_widget() # last 3 seconds of audio" ] }, { "cell_type": "code", "execution_count": 36, "id": "bcaae6a4", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[,\n", " ,\n", " ,\n", " ]" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# get non-overlapping 0.5-second segments\n", "birds[0:2:0.5]" ] }, { "cell_type": "code", "execution_count": null, "id": "e1d2bea6", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 37, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# addition of a numeric value applies gain\n", "birds - 20 # decrease gain by 20 dB\n", "# birds -= 20 # in-place modification\n", "birds + 5.2 # increase gain by 5.2 dB" ] }, { "cell_type": "code", "execution_count": 38, "id": "81ea74fd", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# addition of two Audio objects concatenates them\n", "birds[0:1] + birds[5:6]" ] }, { "cell_type": "code", "execution_count": 39, "id": "c40b9f02", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# multiplication of Audio object by a numeric value applies gain\n", "birds * 0.25 # decrease gain by ~12 dB" ] }, { "cell_type": "code", "execution_count": 40, "id": "b633077e", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# multiplication of two Audio objects mixes them\n", "(birds[0:3] * birds[3:6] - 3) * birds[6:9]" ] }, { "cell_type": "code", "execution_count": 43, "id": "92ca9180", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 43, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# ** loops audio N times\n", "birds[1.2:1.5] ** 10" ] }, { "cell_type": "markdown", "id": "6f6f2838-36e4-4aac-be2d-e7e5898885f2", "metadata": {}, "source": [ "**Clean up:** run the following cell to delete the audio files saved during this tutorial" ] }, { "cell_type": "code", "execution_count": 33, "id": "9555231e-67f1-4cb8-a068-96b73d79539e", "metadata": {}, "outputs": [], "source": [ "for path in [\"./my_audio.wav\", \"./1min_audio.wav\"]:\n", " try:\n", " Path(path).unlink()\n", " except:\n", " pass" ] } ], "metadata": { "kernelspec": { "display_name": "opso_dev", "language": "python", "name": "opso_dev" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.13.5" } }, "nbformat": 4, "nbformat_minor": 5 }