{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Text-to-Speech GlowTTS" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "GlowTTS, Text to Melspectrogram." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "\n", "This tutorial is available as an IPython notebook at [malaya-speech/example/tts-glowtts](https://github.com/huseinzol05/malaya-speech/tree/master/example/tts-glowtts).\n", " \n", "
" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "\n", "This module is not language independent, so it not save to use on different languages. Pretrained models trained on hyperlocal languages.\n", " \n", "
" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "\n", "This is an application of malaya-speech Pipeline, read more about malaya-speech Pipeline at [malaya-speech/example/pipeline](https://github.com/huseinzol05/malaya-speech/tree/master/example/pipeline).\n", " \n", "
" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import malaya_speech\n", "import numpy as np\n", "from malaya_speech import Pipeline\n", "import matplotlib.pyplot as plt\n", "import IPython.display as ipd" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### GlowTTS description\n", "\n", "1. Malaya-speech GlowTTS will generate melspectrogram with feature size 80.\n", "2. Use Malaya-speech vocoder to convert melspectrogram to waveform." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### List available GlowTTS" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
Size (MB)Quantized Size (MB)Understand punctuationIs lowercase
male11927.6TrueTrue
female11927.6TrueTrue
haqkiem11927.6TrueTrue
female-singlish11927.6TrueTrue
yasmin11927.6TrueFalse
osman11927.6TrueFalse
multispeaker40479.9TrueTrue
\n", "
" ], "text/plain": [ " Size (MB) Quantized Size (MB) Understand punctuation \\\n", "male 119 27.6 True \n", "female 119 27.6 True \n", "haqkiem 119 27.6 True \n", "female-singlish 119 27.6 True \n", "yasmin 119 27.6 True \n", "osman 119 27.6 True \n", "multispeaker 404 79.9 True \n", "\n", " Is lowercase \n", "male True \n", "female True \n", "haqkiem True \n", "female-singlish True \n", "yasmin False \n", "osman False \n", "multispeaker True " ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "malaya_speech.tts.available_glowtts()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "`haqkiem` voice contributed by [Haqkiem Hamdan](https://www.linkedin.com/in/haqkiem-daim/), recorded using high-end microphone in an audio studio.\n", "\n", "`female-singlish` voice contributed by [SG National Speech Corpus](https://www.imda.gov.sg/programme-listing/digital-services-lab/national-speech-corpus), recorded using high-end microphone in an audio studio." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Load GlowTTS model\n", "\n", "Fastspeech2 use text normalizer from Malaya, https://malaya.readthedocs.io/en/latest/load-normalizer.html#Load-normalizer,\n", "\n", "Make sure you install Malaya version > 4.0 to make it works, **to get better speech synthesis, make sure Malaya version > 4.9.1**,\n", "\n", "```bash\n", "pip install malaya -U\n", "```\n", "\n", "```python\n", "def glowtts(model: str = 'male',\n", " quantized: bool = False,\n", " pad_to: int = 2,\n", " **kwargs):\n", " \"\"\"\n", " Load GlowTTS TTS model.\n", "\n", " Parameters\n", " ----------\n", " model : str, optional (default='male')\n", " Model architecture supported. Allowed values:\n", "\n", " * ``'female'`` - GlowTTS trained on female voice.\n", " * ``'male'`` - GlowTTS trained on male voice.\n", " * ``'haqkiem'`` - GlowTTS trained on Haqkiem voice, https://www.linkedin.com/in/haqkiem-daim/\n", " * ``'female-singlish'`` - GlowTTS trained on female Singlish voice, https://www.imda.gov.sg/programme-listing/digital-services-lab/national-speech-corpus\n", " * ``'multispeaker'`` - Multispeaker GlowTTS trained on male, female, husein and haqkiem voices, also able to do voice conversion.\n", "\n", " quantized : bool, optional (default=False)\n", " if True, will load 8-bit quantized model.\n", " Quantized model not necessary faster, totally depends on the machine.\n", " pad_to : int, optional (default=2)\n", " size of pad character with 0. Increase can stable up prediction on short sentence, we trained on 2.\n", "\n", " Returns\n", " -------\n", " result : malaya_speech.model.tf.GlowTTS class\n", " \"\"\"\n", "```" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO:root:running tts/glowtts-male using device /device:CPU:0\n", "INFO:root:running tts/glowtts-male using device /device:CPU:0\n" ] } ], "source": [ "male = malaya_speech.tts.glowtts(model = 'male')" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO:root:running tts/glowtts-female using device /device:CPU:0\n" ] } ], "source": [ "female = malaya_speech.tts.glowtts(model = 'female')" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO:root:running tts/glowtts-haqkiem using device /device:CPU:0\n" ] } ], "source": [ "haqkiem = malaya_speech.tts.glowtts(model = 'haqkiem')" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "yasmin = malaya_speech.tts.glowtts(model = 'yasmin')\n", "osman = malaya_speech.tts.glowtts(model = 'osman')" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "# https://www.sinarharian.com.my/article/115216/BERITA/Politik/Syed-Saddiq-pertahan-Dr-Mahathir\n", "string1 = 'Syed Saddiq berkata, mereka seharusnya mengingati bahawa semasa menjadi Perdana Menteri Pakatan Harapan (PH), Dr Mahathir telah melantik ramai di kalangan menteri dan timbalan menteri daripada golongan muda.'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Predict\n", "\n", "```python\n", "def predict(\n", " self,\n", " string,\n", " temperature: float = 0.3333,\n", " length_ratio: float = 1.0,\n", " **kwargs,\n", "):\n", " \"\"\"\n", " Change string to Mel.\n", "\n", " Parameters\n", " ----------\n", " string: str\n", " temperature: float, optional (default=0.3333)\n", " Decoder model trying to decode with random.normal() * temperature.\n", " length_ratio: float, optional (default=1.0)\n", " Increase this variable will increase time voice generated.\n", "\n", " Returns\n", " -------\n", " result: Dict[string, ids, mel-output, alignment, universal-output]\n", " \"\"\"\n", "```\n", "\n", "It only able to predict 1 text for single feed-forward." ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "r_male = male.predict(string1)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(10, 8))\n", "ax1 = fig.add_subplot(311)\n", "ax1.set_title('Predicted Mel-Spectrogram')\n", "im = ax1.imshow(np.rot90(r_male['mel-output']), aspect='auto', interpolation='none')\n", "fig.colorbar(mappable=im, shrink=0.65, orientation='horizontal', ax=ax1)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(8, 6))\n", "ax = fig.add_subplot(111)\n", "ax.set_title('Alignment steps')\n", "im = ax.imshow(\n", " r_male['alignment'],\n", " aspect='auto',\n", " origin='lower',\n", " interpolation='none')\n", "fig.colorbar(im, ax=ax)\n", "xlabel = 'Decoder timestep'\n", "plt.xlabel(xlabel)\n", "plt.ylabel('Encoder timestep')\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Load Vocoder model\n", "\n", "There are 2 ways to synthesize melspectrogram output from TTS models,\n", "\n", "1. If you are going to use individual speaker vocoder, make sure the speakers are the same If use female tacotron2, need to use female MelGAN also. Use `mel-output` from TTS model. Read more at https://malaya-speech.readthedocs.io/en/latest/load-vocoder.html\n", "2. If you are going to use universal MelGAN, use `universal-output` from TTS model. Read more at https://malaya-speech.readthedocs.io/en/latest/load-universal-melgan.html\n", "\n", "We prefer individual speaker vocoder, size only 17MB and faster than universal vocoder." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "universal_melgan = malaya_speech.vocoder.melgan(model = 'universal-1024')" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "y_ = universal_melgan(r_male['universal-output'])\n", "ipd.Audio(y_, rate = 22050)" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "r_female = female.predict(string1)\n", "y_ = universal_melgan(r_female['universal-output'])\n", "ipd.Audio(y_, rate = 22050)" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "r_haqkiem = haqkiem.predict(string1)\n", "y_ = universal_melgan(r_haqkiem['universal-output'])\n", "ipd.Audio(y_, rate = 22050)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "r_yasmin = yasmin.predict(string1)\n", "y_ = universal_melgan(r_yasmin['universal-output'])\n", "ipd.Audio(y_, rate = 22050)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "r_osman = osman.predict(string1)\n", "y_ = universal_melgan(r_osman['universal-output'])\n", "ipd.Audio(y_, rate = 22050)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Playing around with temperature and length ratio" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "r_male = male.predict(string1, length_ratio = 1.2)\n", "y_ = universal_melgan(r_male['universal-output'])\n", "ipd.Audio(y_, rate = 22050)" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "r_male = male.predict(string1, length_ratio = 1.2, temperature = 1.0)\n", "y_ = universal_melgan(r_male['universal-output'])\n", "ipd.Audio(y_, rate = 22050)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "r_yasmin = yasmin.predict(string1, length_ratio = 1.5, temperature = 0.6666)\n", "y_ = universal_melgan(r_yasmin['universal-output'])\n", "ipd.Audio(y_, rate = 22050)" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "r_osman = osman.predict(string1, length_ratio = 1.5, temperature = 0.6666)\n", "y_ = universal_melgan(r_osman['universal-output'])\n", "ipd.Audio(y_, rate = 22050)" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.8.10" }, "varInspector": { "cols": { "lenName": 16, "lenType": 16, "lenVar": 40 }, "kernels_config": { "python": { "delete_cmd_postfix": "", "delete_cmd_prefix": "del ", "library": "var_list.py", "varRefreshCmd": "print(var_dic_list())" }, "r": { "delete_cmd_postfix": ") ", "delete_cmd_prefix": "rm(", "library": "var_list.r", "varRefreshCmd": "cat(var_dic_list()) " } }, "types_to_exclude": [ "module", "function", "builtin_function_or_method", "instance", "_Feature" ], "window_display": false } }, "nbformat": 4, "nbformat_minor": 4 }