{
"cells": [
{
"cell_type": "markdown",
"id": "62c5865f",
"metadata": {},
"source": [
""
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "6c7800a6",
"metadata": {},
"outputs": [],
"source": [
"try:\n",
" # are we running on Google Colab?\n",
" import google.colab\n",
" !git clone -q https://github.com/teticio/audio-diffusion.git\n",
" %cd audio-diffusion\n",
" !pip install -q -r requirements.txt\n",
"except:\n",
" pass"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "b447e2c4",
"metadata": {},
"outputs": [],
"source": [
"import os\n",
"os.environ['CUDA_VISIBLE_DEVICES'] = ''\n",
"import sys\n",
"sys.path.insert(0, os.path.dirname(os.path.abspath(\"\")))"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "c2fc0e7a",
"metadata": {},
"outputs": [],
"source": [
"import torch\n",
"import random\n",
"import numpy as np\n",
"from datasets import load_dataset\n",
"from IPython.display import Audio\n",
"from audiodiffusion.mel import Mel\n",
"from audiodiffusion import AudioDiffusion"
]
},
{
"cell_type": "markdown",
"id": "7fd945bb",
"metadata": {},
"source": [
"### Select model"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "97f24046",
"metadata": {},
"outputs": [],
"source": [
"#@markdown teticio/audio-diffusion-256 - trained on my Spotify \"liked\" playlist\n",
"\n",
"#@markdown teticio/audio-diffusion-breaks-256 - trained on samples used in music\n",
"\n",
"#@markdown teticio/audio-diffusion-instrumental-hiphop-256 - trained on instrumental hiphop\n",
"\n",
"model_id = \"../models/ddim-ema-audio-256/\" #@param [\"teticio/audio-diffusion-256\", \"teticio/audio-diffusion-breaks-256\", \"audio-diffusion-instrumenal-hiphop-256\"]"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "a3d45c36",
"metadata": {},
"outputs": [],
"source": [
"audio_diffusion = AudioDiffusion(model_id=model_id)\n",
"mel = Mel(x_res=256, y_res=256)\n",
"generator = torch.Generator()"
]
},
{
"cell_type": "markdown",
"id": "011fb5a1",
"metadata": {},
"source": [
"### Run model inference to generate mel spectrogram, audios and loops"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "b809fed5",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Seed = 13546217519375750400\n"
]
},
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "6d9d0ebd24d74ff49fe214bca3602ee1",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
" 0%| | 0/500 [00:00, ?it/s]"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"\n",
" \n",
" "
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""
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"metadata": {},
"output_type": "display_data"
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""
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"metadata": {},
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{
"name": "stdout",
"output_type": "stream",
"text": [
"Seed = 17187483613161389671\n"
]
},
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "d1164cceb7c74550bbfd0c21ec5b6d1c",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
" 0%| | 0/500 [00:00, ?it/s]"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"ename": "KeyboardInterrupt",
"evalue": "",
"output_type": "error",
"traceback": [
"\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
"\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)",
"Input \u001b[0;32mIn [16]\u001b[0m, in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mSeed = \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mseed\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m'\u001b[39m)\n\u001b[1;32m 4\u001b[0m generator\u001b[38;5;241m.\u001b[39mmanual_seed(seed)\n\u001b[1;32m 5\u001b[0m image, (sample_rate,\n\u001b[0;32m----> 6\u001b[0m audio) \u001b[38;5;241m=\u001b[39m \u001b[43maudio_diffusion\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mgenerate_spectrogram_and_audio\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 7\u001b[0m \u001b[43m \u001b[49m\u001b[43msteps\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m500\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[1;32m 8\u001b[0m \u001b[43m \u001b[49m\u001b[43mgenerator\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mgenerator\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 9\u001b[0m display(image)\n\u001b[1;32m 10\u001b[0m display(Audio(audio, rate\u001b[38;5;241m=\u001b[39msample_rate))\n",
"File \u001b[0;32m~/ML/huggingface/audio-diffusion/audiodiffusion/__init__.py:72\u001b[0m, in \u001b[0;36mAudioDiffusion.generate_spectrogram_and_audio\u001b[0;34m(self, steps, generator)\u001b[0m\n\u001b[1;32m 57\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mgenerate_spectrogram_and_audio\u001b[39m(\n\u001b[1;32m 58\u001b[0m \u001b[38;5;28mself\u001b[39m,\n\u001b[1;32m 59\u001b[0m steps: \u001b[38;5;28mint\u001b[39m \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mNone\u001b[39;00m,\n\u001b[1;32m 60\u001b[0m generator: torch\u001b[38;5;241m.\u001b[39mGenerator \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[1;32m 61\u001b[0m ) \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m Tuple[Image\u001b[38;5;241m.\u001b[39mImage, Tuple[\u001b[38;5;28mint\u001b[39m, np\u001b[38;5;241m.\u001b[39mndarray]]:\n\u001b[1;32m 62\u001b[0m \u001b[38;5;124;03m\"\"\"Generate random mel spectrogram and convert to audio.\u001b[39;00m\n\u001b[1;32m 63\u001b[0m \n\u001b[1;32m 64\u001b[0m \u001b[38;5;124;03m Args:\u001b[39;00m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 70\u001b[0m \u001b[38;5;124;03m (float, np.ndarray): sample rate and raw audio\u001b[39;00m\n\u001b[1;32m 71\u001b[0m \u001b[38;5;124;03m \"\"\"\u001b[39;00m\n\u001b[0;32m---> 72\u001b[0m images, (sample_rate, audios) \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mpipe\u001b[49m\u001b[43m(\u001b[49m\u001b[43mmel\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mmel\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 73\u001b[0m \u001b[43m \u001b[49m\u001b[43mbatch_size\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m1\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[1;32m 74\u001b[0m \u001b[43m \u001b[49m\u001b[43msteps\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43msteps\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 75\u001b[0m \u001b[43m \u001b[49m\u001b[43mgenerator\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mgenerator\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 76\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m images[\u001b[38;5;241m0\u001b[39m], (sample_rate, audios[\u001b[38;5;241m0\u001b[39m])\n",
"File \u001b[0;32m~/.local/share/virtualenvs/huggingface-OfWfm_Zx/lib/python3.10/site-packages/torch/autograd/grad_mode.py:27\u001b[0m, in \u001b[0;36m_DecoratorContextManager.__call__..decorate_context\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m 24\u001b[0m \u001b[38;5;129m@functools\u001b[39m\u001b[38;5;241m.\u001b[39mwraps(func)\n\u001b[1;32m 25\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mdecorate_context\u001b[39m(\u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs):\n\u001b[1;32m 26\u001b[0m \u001b[38;5;28;01mwith\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mclone():\n\u001b[0;32m---> 27\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mfunc\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n",
"File \u001b[0;32m~/ML/huggingface/audio-diffusion/audiodiffusion/__init__.py:220\u001b[0m, in \u001b[0;36mAudioDiffusionPipeline.__call__\u001b[0;34m(self, mel, batch_size, audio_file, raw_audio, slice, start_step, steps, generator, mask_start_secs, mask_end_secs)\u001b[0m\n\u001b[1;32m 217\u001b[0m images \u001b[38;5;241m=\u001b[39m images\u001b[38;5;241m.\u001b[39mto(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdevice)\n\u001b[1;32m 218\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m step, t \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28menumerate\u001b[39m(\n\u001b[1;32m 219\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mprogress_bar(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mscheduler\u001b[38;5;241m.\u001b[39mtimesteps[start_step:])):\n\u001b[0;32m--> 220\u001b[0m model_output \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43munet\u001b[49m\u001b[43m(\u001b[49m\u001b[43mimages\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mt\u001b[49m\u001b[43m)\u001b[49m[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124msample\u001b[39m\u001b[38;5;124m'\u001b[39m]\n\u001b[1;32m 221\u001b[0m images \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mscheduler\u001b[38;5;241m.\u001b[39mstep(model_output,\n\u001b[1;32m 222\u001b[0m t,\n\u001b[1;32m 223\u001b[0m images,\n\u001b[1;32m 224\u001b[0m generator\u001b[38;5;241m=\u001b[39mgenerator)[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mprev_sample\u001b[39m\u001b[38;5;124m'\u001b[39m]\n\u001b[1;32m 226\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m mask \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n",
"File \u001b[0;32m~/.local/share/virtualenvs/huggingface-OfWfm_Zx/lib/python3.10/site-packages/torch/nn/modules/module.py:1130\u001b[0m, in \u001b[0;36mModule._call_impl\u001b[0;34m(self, *input, **kwargs)\u001b[0m\n\u001b[1;32m 1126\u001b[0m \u001b[38;5;66;03m# If we don't have any hooks, we want to skip the rest of the logic in\u001b[39;00m\n\u001b[1;32m 1127\u001b[0m \u001b[38;5;66;03m# this function, and just call forward.\u001b[39;00m\n\u001b[1;32m 1128\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m (\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_backward_hooks \u001b[38;5;129;01mor\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_forward_hooks \u001b[38;5;129;01mor\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_forward_pre_hooks \u001b[38;5;129;01mor\u001b[39;00m _global_backward_hooks\n\u001b[1;32m 1129\u001b[0m \u001b[38;5;129;01mor\u001b[39;00m _global_forward_hooks \u001b[38;5;129;01mor\u001b[39;00m _global_forward_pre_hooks):\n\u001b[0;32m-> 1130\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mforward_call\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;28;43minput\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 1131\u001b[0m \u001b[38;5;66;03m# Do not call functions when jit is used\u001b[39;00m\n\u001b[1;32m 1132\u001b[0m full_backward_hooks, non_full_backward_hooks \u001b[38;5;241m=\u001b[39m [], []\n",
"File \u001b[0;32m~/.local/share/virtualenvs/huggingface-OfWfm_Zx/lib/python3.10/site-packages/diffusers/models/unet_2d.py:229\u001b[0m, in \u001b[0;36mUNet2DModel.forward\u001b[0;34m(self, sample, timestep, return_dict)\u001b[0m\n\u001b[1;32m 227\u001b[0m sample, skip_sample \u001b[38;5;241m=\u001b[39m upsample_block(sample, res_samples, emb, skip_sample)\n\u001b[1;32m 228\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m--> 229\u001b[0m sample \u001b[38;5;241m=\u001b[39m \u001b[43mupsample_block\u001b[49m\u001b[43m(\u001b[49m\u001b[43msample\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mres_samples\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43memb\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 231\u001b[0m \u001b[38;5;66;03m# 6. post-process\u001b[39;00m\n\u001b[1;32m 232\u001b[0m \u001b[38;5;66;03m# make sure hidden states is in float32\u001b[39;00m\n\u001b[1;32m 233\u001b[0m \u001b[38;5;66;03m# when running in half-precision\u001b[39;00m\n\u001b[1;32m 234\u001b[0m sample \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mconv_norm_out(sample\u001b[38;5;241m.\u001b[39mfloat())\u001b[38;5;241m.\u001b[39mtype(sample\u001b[38;5;241m.\u001b[39mdtype)\n",
"File \u001b[0;32m~/.local/share/virtualenvs/huggingface-OfWfm_Zx/lib/python3.10/site-packages/torch/nn/modules/module.py:1130\u001b[0m, in \u001b[0;36mModule._call_impl\u001b[0;34m(self, *input, **kwargs)\u001b[0m\n\u001b[1;32m 1126\u001b[0m \u001b[38;5;66;03m# If we don't have any hooks, we want to skip the rest of the logic in\u001b[39;00m\n\u001b[1;32m 1127\u001b[0m \u001b[38;5;66;03m# this function, and just call forward.\u001b[39;00m\n\u001b[1;32m 1128\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m (\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_backward_hooks \u001b[38;5;129;01mor\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_forward_hooks \u001b[38;5;129;01mor\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_forward_pre_hooks \u001b[38;5;129;01mor\u001b[39;00m _global_backward_hooks\n\u001b[1;32m 1129\u001b[0m \u001b[38;5;129;01mor\u001b[39;00m _global_forward_hooks \u001b[38;5;129;01mor\u001b[39;00m _global_forward_pre_hooks):\n\u001b[0;32m-> 1130\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mforward_call\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;28;43minput\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 1131\u001b[0m \u001b[38;5;66;03m# Do not call functions when jit is used\u001b[39;00m\n\u001b[1;32m 1132\u001b[0m full_backward_hooks, non_full_backward_hooks \u001b[38;5;241m=\u001b[39m [], []\n",
"File \u001b[0;32m~/.local/share/virtualenvs/huggingface-OfWfm_Zx/lib/python3.10/site-packages/diffusers/models/unet_blocks.py:1225\u001b[0m, in \u001b[0;36mUpBlock2D.forward\u001b[0;34m(self, hidden_states, res_hidden_states_tuple, temb, upsample_size)\u001b[0m\n\u001b[1;32m 1223\u001b[0m hidden_states \u001b[38;5;241m=\u001b[39m torch\u001b[38;5;241m.\u001b[39mutils\u001b[38;5;241m.\u001b[39mcheckpoint\u001b[38;5;241m.\u001b[39mcheckpoint(create_custom_forward(resnet), hidden_states, temb)\n\u001b[1;32m 1224\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m-> 1225\u001b[0m hidden_states \u001b[38;5;241m=\u001b[39m \u001b[43mresnet\u001b[49m\u001b[43m(\u001b[49m\u001b[43mhidden_states\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mtemb\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 1227\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mupsamplers \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m 1228\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m upsampler \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mupsamplers:\n",
"File \u001b[0;32m~/.local/share/virtualenvs/huggingface-OfWfm_Zx/lib/python3.10/site-packages/torch/nn/modules/module.py:1130\u001b[0m, in \u001b[0;36mModule._call_impl\u001b[0;34m(self, *input, **kwargs)\u001b[0m\n\u001b[1;32m 1126\u001b[0m \u001b[38;5;66;03m# If we don't have any hooks, we want to skip the rest of the logic in\u001b[39;00m\n\u001b[1;32m 1127\u001b[0m \u001b[38;5;66;03m# this function, and just call forward.\u001b[39;00m\n\u001b[1;32m 1128\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m (\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_backward_hooks \u001b[38;5;129;01mor\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_forward_hooks \u001b[38;5;129;01mor\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_forward_pre_hooks \u001b[38;5;129;01mor\u001b[39;00m _global_backward_hooks\n\u001b[1;32m 1129\u001b[0m \u001b[38;5;129;01mor\u001b[39;00m _global_forward_hooks \u001b[38;5;129;01mor\u001b[39;00m _global_forward_pre_hooks):\n\u001b[0;32m-> 1130\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mforward_call\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;28;43minput\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 1131\u001b[0m \u001b[38;5;66;03m# Do not call functions when jit is used\u001b[39;00m\n\u001b[1;32m 1132\u001b[0m full_backward_hooks, non_full_backward_hooks \u001b[38;5;241m=\u001b[39m [], []\n",
"File \u001b[0;32m~/.local/share/virtualenvs/huggingface-OfWfm_Zx/lib/python3.10/site-packages/diffusers/models/resnet.py:375\u001b[0m, in \u001b[0;36mResnetBlock2D.forward\u001b[0;34m(self, input_tensor, temb)\u001b[0m\n\u001b[1;32m 372\u001b[0m temb \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mtime_emb_proj(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mnonlinearity(temb))[:, :, \u001b[38;5;28;01mNone\u001b[39;00m, \u001b[38;5;28;01mNone\u001b[39;00m]\n\u001b[1;32m 373\u001b[0m hidden_states \u001b[38;5;241m=\u001b[39m hidden_states \u001b[38;5;241m+\u001b[39m temb\n\u001b[0;32m--> 375\u001b[0m hidden_states \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mnorm2\u001b[49m\u001b[43m(\u001b[49m\u001b[43mhidden_states\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 376\u001b[0m hidden_states \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mnonlinearity(hidden_states)\n\u001b[1;32m 378\u001b[0m hidden_states \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdropout(hidden_states)\n",
"File \u001b[0;32m~/.local/share/virtualenvs/huggingface-OfWfm_Zx/lib/python3.10/site-packages/torch/nn/modules/module.py:1130\u001b[0m, in \u001b[0;36mModule._call_impl\u001b[0;34m(self, *input, **kwargs)\u001b[0m\n\u001b[1;32m 1126\u001b[0m \u001b[38;5;66;03m# If we don't have any hooks, we want to skip the rest of the logic in\u001b[39;00m\n\u001b[1;32m 1127\u001b[0m \u001b[38;5;66;03m# this function, and just call forward.\u001b[39;00m\n\u001b[1;32m 1128\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m (\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_backward_hooks \u001b[38;5;129;01mor\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_forward_hooks \u001b[38;5;129;01mor\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_forward_pre_hooks \u001b[38;5;129;01mor\u001b[39;00m _global_backward_hooks\n\u001b[1;32m 1129\u001b[0m \u001b[38;5;129;01mor\u001b[39;00m _global_forward_hooks \u001b[38;5;129;01mor\u001b[39;00m _global_forward_pre_hooks):\n\u001b[0;32m-> 1130\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mforward_call\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;28;43minput\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 1131\u001b[0m \u001b[38;5;66;03m# Do not call functions when jit is used\u001b[39;00m\n\u001b[1;32m 1132\u001b[0m full_backward_hooks, non_full_backward_hooks \u001b[38;5;241m=\u001b[39m [], []\n",
"File \u001b[0;32m~/.local/share/virtualenvs/huggingface-OfWfm_Zx/lib/python3.10/site-packages/torch/nn/modules/normalization.py:272\u001b[0m, in \u001b[0;36mGroupNorm.forward\u001b[0;34m(self, input)\u001b[0m\n\u001b[1;32m 271\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mforward\u001b[39m(\u001b[38;5;28mself\u001b[39m, \u001b[38;5;28minput\u001b[39m: Tensor) \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m Tensor:\n\u001b[0;32m--> 272\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mF\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mgroup_norm\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 273\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;28;43minput\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mnum_groups\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mweight\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mbias\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43meps\u001b[49m\u001b[43m)\u001b[49m\n",
"File \u001b[0;32m~/.local/share/virtualenvs/huggingface-OfWfm_Zx/lib/python3.10/site-packages/torch/nn/functional.py:2516\u001b[0m, in \u001b[0;36mgroup_norm\u001b[0;34m(input, num_groups, weight, bias, eps)\u001b[0m\n\u001b[1;32m 2514\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m handle_torch_function(group_norm, (\u001b[38;5;28minput\u001b[39m, weight, bias,), \u001b[38;5;28minput\u001b[39m, num_groups, weight\u001b[38;5;241m=\u001b[39mweight, bias\u001b[38;5;241m=\u001b[39mbias, eps\u001b[38;5;241m=\u001b[39meps)\n\u001b[1;32m 2515\u001b[0m _verify_batch_size([\u001b[38;5;28minput\u001b[39m\u001b[38;5;241m.\u001b[39msize(\u001b[38;5;241m0\u001b[39m) \u001b[38;5;241m*\u001b[39m \u001b[38;5;28minput\u001b[39m\u001b[38;5;241m.\u001b[39msize(\u001b[38;5;241m1\u001b[39m) \u001b[38;5;241m/\u001b[39m\u001b[38;5;241m/\u001b[39m num_groups, num_groups] \u001b[38;5;241m+\u001b[39m \u001b[38;5;28mlist\u001b[39m(\u001b[38;5;28minput\u001b[39m\u001b[38;5;241m.\u001b[39msize()[\u001b[38;5;241m2\u001b[39m:]))\n\u001b[0;32m-> 2516\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mtorch\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mgroup_norm\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43minput\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mnum_groups\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mweight\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mbias\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43meps\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mtorch\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mbackends\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mcudnn\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43menabled\u001b[49m\u001b[43m)\u001b[49m\n",
"\u001b[0;31mKeyboardInterrupt\u001b[0m: "
]
}
],
"source": [
"for _ in range(10):\n",
" seed = generator.seed()\n",
" print(f'Seed = {seed}')\n",
" generator.manual_seed(seed)\n",
" image, (sample_rate,\n",
" audio) = audio_diffusion.generate_spectrogram_and_audio(\n",
" steps=500,\n",
" generator=generator)\n",
" display(image)\n",
" display(Audio(audio, rate=sample_rate))\n",
" loop = AudioDiffusion.loop_it(audio, sample_rate)\n",
" if loop is not None:\n",
" display(Audio(loop, rate=sample_rate))\n",
" else:\n",
" print(\"Unable to determine loop points\")"
]
},
{
"cell_type": "markdown",
"id": "0bb03e33",
"metadata": {},
"source": [
"### Generate variations of audios"
]
},
{
"cell_type": "markdown",
"id": "80e5b5fa",
"metadata": {},
"source": [
"Try playing around with `start_steps`. Values closer to zero will produce new samples, while values closer to 1,000 will produce samples more faithful to the original."
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "a7e637e5",
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "3e3bee82d86544739ea589eb3e92abc3",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
" 0%| | 0/50 [00:00, ?it/s]"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/html": [
"\n",
" \n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"seed = 16183389798189209330 #@param {type:\"integer\"}\n",
"generator.manual_seed(seed)\n",
"image, (sample_rate,\n",
" audio) = audio_diffusion.generate_spectrogram_and_audio(\n",
" generator=generator)\n",
"display(image)\n",
"display(Audio(audio, rate=sample_rate))"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "5074ec11",
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "52a82603bd3449598f7b515dbf8b9f29",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
" 0%| | 0/100 [00:00, ?it/s]"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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\n",
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"metadata": {},
"output_type": "display_data"
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" \n",
" "
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"metadata": {},
"output_type": "display_data"
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],
"source": [
"seed = 16183389798189209330 #@param {type:\"integer\"}\n",
"generator.manual_seed(seed)\n",
"image, (sample_rate,\n",
" audio) = audio_diffusion.generate_spectrogram_and_audio(\n",
" steps=100,\n",
" generator=generator)\n",
"display(image)\n",
"display(Audio(audio, rate=sample_rate))"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "a0fefe28",
"metadata": {
"scrolled": false
},
"outputs": [],
"source": [
"start_steps = 500 #@param {type:\"slider\", min:0, max:1000, step:10}\n",
"track = AudioDiffusion.loop_it(audio, sample_rate, loops=1)\n",
"for variation in range(12):\n",
" image2, (\n",
" sample_rate, audio2\n",
" ) = audio_diffusion.generate_spectrogram_and_audio_from_audio(\n",
" raw_audio=audio,\n",
" start_step=start_steps)\n",
" display(image2)\n",
" display(Audio(audio2, rate=sample_rate))\n",
" track = np.concatenate([track, AudioDiffusion.loop_it(audio2, sample_rate, loops=1)])\n",
"display(Audio(track, rate=sample_rate))"
]
},
{
"cell_type": "markdown",
"id": "58a876c1",
"metadata": {},
"source": [
"### Generate continuations (\"out-painting\")"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "b95d5780",
"metadata": {},
"outputs": [],
"source": [
"overlap_secs = 2 #@param {type:\"integer\"}\n",
"start_step = 0 #@param {type:\"slider\", min:0, max:1000, step:10}\n",
"overlap_samples = overlap_secs * sample_rate\n",
"track = audio\n",
"for variation in range(12):\n",
" image2, (\n",
" sample_rate, audio2\n",
" ) = audio_diffusion.generate_spectrogram_and_audio_from_audio(\n",
" raw_audio=audio[-overlap_samples:],\n",
" start_step=start_step,\n",
" mask_start_secs=overlap_secs)\n",
" display(image2)\n",
" display(Audio(audio2, rate=sample_rate))\n",
" track = np.concatenate([track, audio2[overlap_samples:]])\n",
" audio = audio2\n",
"display(Audio(track, rate=sample_rate))"
]
},
{
"cell_type": "markdown",
"id": "b6434d3f",
"metadata": {},
"source": [
"### Remix (style transfer)"
]
},
{
"cell_type": "markdown",
"id": "0da030b2",
"metadata": {},
"source": [
"Alternatively, you can start from another audio altogether, resulting in a kind of style transfer. Maintaining the same seed during generation fixes the style, while masking helps stitch consecutive segments together more smoothly."
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "fc620a80",
"metadata": {},
"outputs": [],
"source": [
"try:\n",
" # are we running on Google Colab?\n",
" from google.colab import files\n",
" audio_file = list(files.upload().keys())[0]\n",
"except:\n",
" audio_file = \"/home/teticio/Music/liked/El Michels Affair - Glaciers Of Ice.mp3\""
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "5a257e69",
"metadata": {
"scrolled": false
},
"outputs": [],
"source": [
"start_step = 500 #@param {type:\"slider\", min:0, max:1000, step:10}\n",
"overlap_secs = 2 #@param {type:\"integer\"}\n",
"mel.load_audio(audio_file)\n",
"overlap_samples = overlap_secs * mel.get_sample_rate()\n",
"slice_size = mel.x_res * mel.hop_length\n",
"stride = slice_size - overlap_samples\n",
"generator = torch.Generator()\n",
"seed = generator.seed()\n",
"print(f'Seed = {seed}')\n",
"track = np.array([])\n",
"not_first = 0\n",
"for sample in range(len(mel.audio) // stride):\n",
" generator.manual_seed(seed)\n",
" audio = np.array(mel.audio[sample * stride:sample * stride + slice_size])\n",
" if not_first:\n",
" # Normalize and re-insert generated audio\n",
" audio[:overlap_samples] = audio2[-overlap_samples:] * np.max(\n",
" audio[:overlap_samples]) / np.max(audio2[-overlap_samples:])\n",
" _, (sample_rate,\n",
" audio2) = audio_diffusion.generate_spectrogram_and_audio_from_audio(\n",
" raw_audio=audio,\n",
" start_step=start_step,\n",
" generator=generator,\n",
" mask_start_secs=overlap_secs * not_first)\n",
" track = np.concatenate([track, audio2[overlap_samples * not_first:]])\n",
" not_first = 1\n",
" display(Audio(track, rate=sample_rate))"
]
},
{
"cell_type": "markdown",
"id": "924ff9d5",
"metadata": {},
"source": [
"### Fill the gap (\"in-painting\")"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "0200264c",
"metadata": {},
"outputs": [],
"source": [
"slice = 3 #@param {type:\"integer\"}\n",
"audio = mel.get_audio_slice(slice)\n",
"_, (sample_rate,\n",
" audio2) = audio_diffusion.generate_spectrogram_and_audio_from_audio(\n",
" raw_audio=mel.get_audio_slice(slice),\n",
" mask_start_secs=1,\n",
" mask_end_secs=1)\n",
"display(Audio(audio, rate=sample_rate))\n",
"display(Audio(audio2, rate=sample_rate))"
]
},
{
"cell_type": "markdown",
"id": "ef54cef3",
"metadata": {},
"source": [
"### Compare results with random sample from training set"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "269ee816",
"metadata": {},
"outputs": [],
"source": [
"ds = load_dataset(model_id)"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "b9023846",
"metadata": {},
"outputs": [],
"source": [
"image = random.choice(ds['train'])['image']\n",
"image"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "492e2334",
"metadata": {},
"outputs": [],
"source": [
"audio = mel.image_to_audio(image)\n",
"Audio(data=audio, rate=mel.get_sample_rate())"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "4deb47f4",
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"accelerator": "GPU",
"colab": {
"provenance": []
},
"gpuClass": "standard",
"kernelspec": {
"display_name": "huggingface",
"language": "python",
"name": "huggingface"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.10.6"
},
"toc": {
"base_numbering": 1,
"nav_menu": {},
"number_sections": true,
"sideBar": true,
"skip_h1_title": false,
"title_cell": "Table of Contents",
"title_sidebar": "Contents",
"toc_cell": false,
"toc_position": {},
"toc_section_display": true,
"toc_window_display": false
}
},
"nbformat": 4,
"nbformat_minor": 5
}
|