{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "view-in-github", "colab_type": "text" }, "source": [ "\"Open" ] }, { "cell_type": "code", "source": [ "%%time\n", "\n", "# @title **Install Python Packages** { run: \"auto\", display-mode: \"form\" }\n", "\n", "import os\n", "from sys import version_info\n", "PYTHON_VERSION = f\"{version_info.major}.{version_info.minor}\"\n", "\n", "if not os.path.isfile(\"COLABFOLD_READY\"):\n", " print(\"installing colabfold...\")\n", " os.system(\"pip install -q --no-warn-conflicts 'colabfold[alphafold-minus-jax] @ git+https://github.com/sokrypton/ColabFold'\")\n", " os.system(\"pip install --upgrade dm-haiku\")\n", " os.system(\"ln -s /usr/local/lib/python3.*/dist-packages/colabfold colabfold\")\n", " os.system(\"ln -s /usr/local/lib/python3.*/dist-packages/alphafold alphafold\")\n", " # patch for jax > 0.3.25\n", " os.system(\"sed -i 's/weights = jax.nn.softmax(logits)/logits=jnp.clip(logits,-1e8,1e8);weights=jax.nn.softmax(logits)/g' alphafold/model/modules.py\")\n", " os.system(\"touch COLABFOLD_READY\")\n", "\n", "\n", "if not os.path.isfile(\"CONDA_READY\"):\n", " print(\"installing conda...\")\n", " os.system(\"wget -qnc https://github.com/conda-forge/miniforge/releases/latest/download/Miniforge3-Linux-x86_64.sh\")\n", " os.system(\"bash Miniforge3-Linux-x86_64.sh -bfp /usr/local\")\n", " os.system(\"conda config --set auto_update_conda false\")\n", " os.system(\"touch CONDA_READY\")\n", "\n", "\n", "if not os.path.isfile(\"CONDA_READY\"):\n", " print(\"installing conda...\")\n", " os.system(\"wget -qnc https://github.com/conda-forge/miniforge/releases/latest/download/Mambaforge-Linux-x86_64.sh\")\n", " os.system(\"bash Mambaforge-Linux-x86_64.sh -bfp /usr/local\")\n", " os.system(\"mamba config --set auto_update_conda false\")\n", " os.system(\"touch CONDA_READY\")\n", "\n", "\n", "if not os.path.isfile(\"HH_READY\") and not os.path.isfile(\"AMBER_READY\"):\n", " print(\"installing hhsuite and amber...\")\n", " os.system(f\"mamba install -y -c conda-forge -c bioconda kalign2=2.04 hhsuite=3.3.0 openmm=7.7.0 python='{PYTHON_VERSION}' pdbfixer\")\n", " os.system(\"touch HH_READY\")\n", " os.system(\"touch AMBER_READY\")\n", "else:\n", " if not os.path.isfile(\"HH_READY\"):\n", " print(\"installing hhsuite...\")\n", " os.system(f\"mamba install -y -c conda-forge -c bioconda kalign2=2.04 hhsuite=3.3.0 python='{PYTHON_VERSION}'\")\n", " os.system(\"touch HH_READY\")\n", " if not os.path.isfile(\"AMBER_READY\"):\n", " print(\"installing amber...\")\n", " os.system(f\"mamba install -y -c conda-forge openmm=7.7.0 python='{PYTHON_VERSION}' pdbfixer\")\n", " os.system(\"touch AMBER_READY\")\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "collapsed": true, "id": "CX768sUrS7lV", "outputId": "1d72ced4-56b6-473c-843c-97e232c1ab6f" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "installing colabfold...\n", "installing conda...\n", "installing hhsuite and amber...\n", "CPU times: user 269 ms, sys: 52.3 ms, total: 321 ms\n", "Wall time: 1min 24s\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "uTVzPTKjTjXX" }, "source": [ "# 1. **ColabFold Tutorial:** Predicting the structure of Bax protein\n", "\n", "Let's get familar with the workflow for predicting a monomer structure. This example looks at Bax, an apoptosis regulating protein.\n", "\n", "We will only use the default options set by Steinegger *et al.* which excludes Amber minimization and structure templates.\n", "\n", "**a. Background**\n", " - Encoded by the BAX gene in the Bcl-2 family\n", " - Highly conserved DNA sequence and structural motifs\n", " - Different regulatory function in anti-apoptosis or pro-apoptosis\n", " - Permeation of the mitochondrial outer membrane\n", "\n", "\n", "**b. Pro-death signals triggers conformational shift**\n", " - Bax adopts a globular state when inactive\n", " - Apoptotic signals displaces N-terminal $\\alpha$-helicies\n", " - Becomes membrane-associated\n", " - Oligomers form, resulting in a pore and cell death\n", "\n", "Dysregulation of Bax is implicated in cancer progression, and suggests some contributions towards in Alzheimer's and Parkinson's disease.\n", "\n", "Experiments have shown point-mutations near opposite of the binding site region, has been shown to affect activity. This is also near the loop region between $\\alpha$-helix1 and $\\alpha$-helicies2, which has been difficult to structurally resolve. Does this loop play a role in membrane insertion mechanism?\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "kOblAo-xetgx" }, "outputs": [], "source": [ "#@title # **2. Notebook Setup** { display-mode: \"form\" }\n", "\n", "from google.colab import files\n", "import os\n", "import re\n", "import hashlib\n", "import random\n", "\n", "from sys import version_info\n", "python_version = f\"{version_info.major}.{version_info.minor}\"\n", "\n", "def add_hash(x,y):\n", " return x+\"_\"+hashlib.sha1(y.encode()).hexdigest()[:5]\n", "\n", "#@markdown \\\n", "#@markdown ##a. Protein Sequence for Structure Prediction\n", "#@markdown For bax (human), the amino acid sequence was obtained from\n", "#@markdown UniProt ([Q07812](https://www.uniprot.org/uniprotkb/Q07812/entry))\n", "query_sequence = 'MDGSGEQPRGGGPTSSEQIMKTGALLLQGFIQDRAGRMGGEAPELALDPVPQDASTKKLSECLKRIGDELDSNMELQRMIAAVDTDSPREVFFRVAADMFSDGNFNWGRVVALFYFASKLVLKALCTKVPELIRTIMGWTLDFLRERLLGWIQDQGGWDGLLSYFGTPTWQTVTIFVAGVLTASLTIWKKMG' #@param {type:\"string\"}\n", "#@markdown **Note:** For modeling complexes, use `:` to specify inter-protein chainbreaks\n", "#@markdown (supports homo- and hetro-oligomers).\n", "#@markdown For example, **PI...SK:PI...SK** for a homodimer.\n", "\n", "#@markdown \\\n", "#@markdown ## b. Job Name (also name of saving directory)\n", "jobname = 'colabfold-bax-1f16' #@param {type:\"string\"}\n", "\n", "#@markdown \\\n", "#@markdown ## c. Number of predicted models to relax using Amber\n", "num_relax = 0 #@param [0, 1, 5] {type:\"raw\"}\n", "\n", "#@markdown \\\n", "#@markdown ## **d. Option for Structure Template**\n", "#@markdown Search for PDB structure (xyz-coordinates)\n", "template_mode = \"none\" #@param [\"none\", \"pdb100\",\"custom\"]\n", "#@markdown `none` = no template information is used. \\\n", "#@markdown `pdb100` = detect templates in pdb100 (see [notes](#pdb100)). \\\n", "#@markdown `custom` - upload and search own templates (PDB or mmCIF format, see [notes](#custom_templates))\n", "\n", "use_amber = num_relax > 0\n", "\n", "query_sequence = \"\".join(query_sequence.split()) # remove whitespaces\n", "\n", "basejobname = \"\".join(jobname.split())\n", "basejobname = re.sub(r'\\W+', '', basejobname)\n", "jobname = add_hash(basejobname, query_sequence)\n", "\n", "# check if directory with jobname exists\n", "def check(folder):\n", " if os.path.exists(folder):\n", " return False\n", " else:\n", " return True\n", "if not check(jobname):\n", " n = 0\n", " while not check(f\"{jobname}_{n}\"): n += 1\n", " jobname = f\"{jobname}_{n}\"\n", "\n", "# make directory to save results\n", "os.makedirs(jobname, exist_ok=True)\n", "\n", "# save queries\n", "queries_path = os.path.join(jobname, f\"{jobname}.csv\")\n", "with open(queries_path, \"w\") as text_file:\n", " text_file.write(f\"id,sequence\\n{jobname},{query_sequence}\")\n", "\n", "if template_mode == \"pdb100\":\n", " use_templates = True\n", " custom_template_path = None\n", "elif template_mode == \"custom\":\n", " custom_template_path = os.path.join(jobname,f\"template\")\n", " os.makedirs(custom_template_path, exist_ok=True)\n", " uploaded = files.upload()\n", " use_templates = True\n", " for fn in uploaded.keys():\n", " os.rename(fn,os.path.join(custom_template_path,fn))\n", "else:\n", " custom_template_path = None\n", " use_templates = False\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "C2_sh2uAonJH", "cellView": "form" }, "outputs": [], "source": [ "#@title # **3. Multiple Sequence Alignment (MSA)**\n", "\n", "#@markdown ## a. MSA options\n", "msa_mode = \"mmseqs2_uniref\" #@param [\"mmseqs2_uniref_env\", \"mmseqs2_uniref\",\"single_sequence\",\"custom\"]\n", "#@markdown - pairing mode\n", "#@markdown - single sequence\n", "#@markdown - custom MSA upload\n", "\n", "#@markdown \\\n", "pair_mode = \"unpaired_paired\" #@param [\"unpaired_paired\",\"unpaired\",\"paired\"] {type:\"string\"}\n", "#@markdown - \"unpaired_paired\" - pair sequences from same species + unpaired MSA\n", "#@markdown - \"unpaired\" - seperate MSA for each chain\n", "#@markdown - \"paired\" - only use paired sequences\n", "\n", "# decide which a3m to use\n", "if \"mmseqs2\" in msa_mode:\n", " a3m_file = os.path.join(jobname,f\"{jobname}.a3m\")\n", "\n", "elif msa_mode == \"custom\":\n", " a3m_file = os.path.join(jobname,f\"{jobname}.custom.a3m\")\n", " if not os.path.isfile(a3m_file):\n", " custom_msa_dict = files.upload()\n", " custom_msa = list(custom_msa_dict.keys())[0]\n", " header = 0\n", " import fileinput\n", " for line in fileinput.FileInput(custom_msa,inplace=1):\n", " if line.startswith(\">\"):\n", " header = header + 1\n", " if not line.rstrip():\n", " continue\n", " if line.startswith(\">\") == False and header == 1:\n", " query_sequence = line.rstrip()\n", " print(line, end='')\n", "\n", " os.rename(custom_msa, a3m_file)\n", " queries_path=a3m_file\n", " print(f\"moving {custom_msa} to {a3m_file}\")\n", "\n", "else:\n", " a3m_file = os.path.join(jobname,f\"{jobname}.single_sequence.a3m\")\n", " with open(a3m_file, \"w\") as text_file:\n", " text_file.write(\">1\\n%s\" % query_sequence)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "ADDuaolKmjGW" }, "outputs": [], "source": [ "# @title # **4. Advanced Settings** { run: \"auto\", display-mode: \"form\" }\n", "\n", "#@markdown ## a. ML Model\n", "model_type = \"auto\" #@param [\"auto\", \"alphafold2_ptm\", \"alphafold2_multimer_v1\", \"alphafold2_multimer_v2\", \"alphafold2_multimer_v3\"]\n", "#@markdown **Note:** If `auto` selected, will use `alphafold2_ptm` for monomer prediction\n", "#@markdown and `alphafold2_multimer_v3` for complex prediction.\n", "#@markdown Any of the `mode_types` can be used (regardless if input is monomer or complex).\n", "\n", "#@markdown \\\n", "#@markdown ## b. Re-Train with Predicted Structures\n", "num_recycles = \"3\" #@param [\"auto\", \"0\", \"1\", \"3\", \"6\", \"12\", \"24\", \"48\"]\n", "#@markdown **Note:**\n", "#@markdown - If `auto` selected, will use `num_recycles=20`,\n", "#@markdown - If `model_type=alphafold2_multimer_v3`, else `num_recycles=3`\n", "\n", "#@markdown \\\n", "recycle_early_stop_tolerance = \"auto\" #@param [\"auto\", \"0.0\", \"0.5\", \"1.0\"]\n", "#@markdown - if `auto` selected, will use `tol=0.5`\n", "#@markdown - If `model_type=alphafold2_multimer_v3`, else `tol=0.0`.\n", "\n", "#@markdown \\\n", "#@markdown ## c. Amber Relaxation\n", "relax_max_iterations = 200 #@param [0, 200, 2000] {type:\"raw\"}\n", "#@markdown - max amber relax iterations\n", "#@markdown - `0` = unlimited (AlphaFold2 default, can take very long)\n", "\n", "#@markdown \\\n", "#@markdown ## d. MSA Pairing\n", "pairing_strategy = \"greedy\" #@param [\"greedy\", \"complete\"] {type:\"string\"}\n", "#@markdown - `greedy` = pair any taxonomically matching subsets,\n", "#@markdown - `complete` = all sequences have to match in one line.\n", "\n", "#@markdown \\\n", "#@markdown ## e. Sample settings\n", "#@markdown - enable dropouts and increase number of seeds to sample predictions from uncertainty of the model.\n", "#@markdown - decrease `max_msa` to increase uncertainity\n", "max_msa = \"auto\" #@param [\"auto\", \"512:1024\", \"256:512\", \"64:128\", \"32:64\", \"16:32\"]\n", "num_seeds = 1 #@param [1,2,4,8,16] {type:\"raw\"}\n", "use_dropout = False #@param {type:\"boolean\"}\n", "\n", "num_recycles = None if num_recycles == \"auto\" else int(num_recycles)\n", "recycle_early_stop_tolerance = None if recycle_early_stop_tolerance == \"auto\" else float(recycle_early_stop_tolerance)\n", "if max_msa == \"auto\": max_msa = None\n", "\n", "#@markdown \\\n", "#@markdown # **5. Save settings**\n", "#@markdown This will ask for your credentials, to save the outputs.\n", "save_all = False #@param {type:\"boolean\"}\n", "save_recycles = False #@param {type:\"boolean\"}\n", "save_to_google_drive = False #@param {type:\"boolean\"}\n", "#@markdown - if the save_to_google_drive option was selected, the result zip will be uploaded to your Google Drive\n", "dpi = 200 #@param {type:\"integer\"}\n", "#@markdown - set dpi for image resolution\n", "\n", "if save_to_google_drive:\n", " from pydrive.drive import GoogleDrive\n", " from pydrive.auth import GoogleAuth\n", " from google.colab import auth\n", " from oauth2client.client import GoogleCredentials\n", " auth.authenticate_user()\n", " gauth = GoogleAuth()\n", " gauth.credentials = GoogleCredentials.get_application_default()\n", " drive = GoogleDrive(gauth)\n", " print(\"You are logged into Google Drive and are good to go!\")\n", "\n", "#@markdown Don't forget to hit `Runtime` -> `Run all` after updating the form." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "mbaIO9pWjaN0", "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "collapsed": true, "outputId": "78730d97-e9e1-424a-e392-2ef0241e13e3" }, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "Downloading alphafold2 weights to .: 100%|██████████| 3.47G/3.47G [01:33<00:00, 39.9MB/s]\n" ] }, { "output_type": "stream", "name": "stdout", "text": [ "2023-12-08 01:03:26,095 Unable to initialize backend 'rocm': NOT_FOUND: Could not find registered platform with name: \"rocm\". Available platform names are: CUDA\n", "2023-12-08 01:03:26,097 Unable to initialize backend 'tpu': INTERNAL: Failed to open libtpu.so: libtpu.so: cannot open shared object file: No such file or directory\n", "2023-12-08 01:03:28,068 Running on GPU\n", "2023-12-08 01:03:28,251 Found 3 citations for tools or databases\n", "2023-12-08 01:03:28,252 Query 1/1: colabfoldbax1f16_f85cf (length 192)\n" ] }, { "output_type": "stream", "name": "stderr", "text": [ "COMPLETE: 100%|██████████| 150/150 [elapsed: 00:02 remaining: 00:00]\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ "
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\n" }, "metadata": {} }, { "output_type": "stream", "name": "stdout", "text": [ "2023-12-08 01:03:32,044 Setting max_seq=512, max_extra_seq=1703\n", "2023-12-08 01:04:07,724 alphafold2_ptm_model_1_seed_000 recycle=0 pLDDT=70.2 pTM=0.694\n", "2023-12-08 01:04:13,490 alphafold2_ptm_model_1_seed_000 recycle=1 pLDDT=80.9 pTM=0.793 tol=1.07\n", "2023-12-08 01:04:19,257 alphafold2_ptm_model_1_seed_000 recycle=2 pLDDT=78.4 pTM=0.775 tol=0.281\n", "2023-12-08 01:04:25,019 alphafold2_ptm_model_1_seed_000 recycle=3 pLDDT=81.1 pTM=0.798 tol=0.165\n", "2023-12-08 01:04:25,021 alphafold2_ptm_model_1_seed_000 took 39.0s (3 recycles)\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} }, { "output_type": "stream", "name": "stdout", "text": [ "2023-12-08 01:04:31,023 alphafold2_ptm_model_2_seed_000 recycle=0 pLDDT=68.3 pTM=0.67\n", "2023-12-08 01:04:36,783 alphafold2_ptm_model_2_seed_000 recycle=1 pLDDT=79.3 pTM=0.783 tol=1.21\n", "2023-12-08 01:04:42,548 alphafold2_ptm_model_2_seed_000 recycle=2 pLDDT=78.2 pTM=0.779 tol=0.353\n", "2023-12-08 01:04:48,310 alphafold2_ptm_model_2_seed_000 recycle=3 pLDDT=79.4 pTM=0.789 tol=0.121\n", "2023-12-08 01:04:48,311 alphafold2_ptm_model_2_seed_000 took 23.1s (3 recycles)\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} }, { "output_type": "stream", "name": "stdout", "text": [ "2023-12-08 01:04:54,270 alphafold2_ptm_model_3_seed_000 recycle=0 pLDDT=74.4 pTM=0.721\n", "2023-12-08 01:05:00,044 alphafold2_ptm_model_3_seed_000 recycle=1 pLDDT=83.6 pTM=0.822 tol=0.98\n", "2023-12-08 01:05:05,823 alphafold2_ptm_model_3_seed_000 recycle=2 pLDDT=84.2 pTM=0.828 tol=0.401\n", "2023-12-08 01:05:11,599 alphafold2_ptm_model_3_seed_000 recycle=3 pLDDT=84 pTM=0.821 tol=0.224\n", "2023-12-08 01:05:11,600 alphafold2_ptm_model_3_seed_000 took 23.1s (3 recycles)\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} }, { "output_type": "stream", "name": "stdout", "text": [ "2023-12-08 01:05:17,555 alphafold2_ptm_model_4_seed_000 recycle=0 pLDDT=71 pTM=0.702\n", "2023-12-08 01:05:23,318 alphafold2_ptm_model_4_seed_000 recycle=1 pLDDT=78.8 pTM=0.778 tol=0.867\n", "2023-12-08 01:05:29,082 alphafold2_ptm_model_4_seed_000 recycle=2 pLDDT=78 pTM=0.763 tol=0.439\n", "2023-12-08 01:05:34,846 alphafold2_ptm_model_4_seed_000 recycle=3 pLDDT=76.6 pTM=0.736 tol=0.257\n", "2023-12-08 01:05:34,847 alphafold2_ptm_model_4_seed_000 took 23.1s (3 recycles)\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} }, { "output_type": "stream", "name": "stdout", "text": [ "2023-12-08 01:05:40,809 alphafold2_ptm_model_5_seed_000 recycle=0 pLDDT=75.6 pTM=0.776\n", "2023-12-08 01:05:46,584 alphafold2_ptm_model_5_seed_000 recycle=1 pLDDT=81.9 pTM=0.828 tol=1.01\n", "2023-12-08 01:05:52,360 alphafold2_ptm_model_5_seed_000 recycle=2 pLDDT=81.6 pTM=0.823 tol=0.38\n", "2023-12-08 01:05:58,134 alphafold2_ptm_model_5_seed_000 recycle=3 pLDDT=81.8 pTM=0.822 tol=0.216\n", "2023-12-08 01:05:58,135 alphafold2_ptm_model_5_seed_000 took 23.1s (3 recycles)\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} }, { "output_type": "stream", "name": "stdout", "text": [ "2023-12-08 01:05:58,341 reranking models by 'plddt' metric\n", "2023-12-08 01:05:58,341 rank_001_alphafold2_ptm_model_3_seed_000 pLDDT=84 pTM=0.821\n", "2023-12-08 01:05:58,342 rank_002_alphafold2_ptm_model_5_seed_000 pLDDT=81.8 pTM=0.822\n", "2023-12-08 01:05:58,343 rank_003_alphafold2_ptm_model_1_seed_000 pLDDT=81.1 pTM=0.798\n", "2023-12-08 01:05:58,343 rank_004_alphafold2_ptm_model_2_seed_000 pLDDT=79.4 pTM=0.789\n", "2023-12-08 01:05:58,344 rank_005_alphafold2_ptm_model_4_seed_000 pLDDT=76.6 pTM=0.736\n", "2023-12-08 01:06:00,018 Done\n" ] }, { "output_type": "execute_result", "data": { "text/plain": [ "0" ] }, "metadata": {}, "execution_count": 5 } ], "source": [ "#@title # **6. Run Prediction** { display-mode: \"form\" }\n", "\n", "display_images = True #@param {type:\"boolean\"}\n", "\n", "\n", "import sys\n", "import warnings\n", "warnings.simplefilter(action='ignore', category=FutureWarning)\n", "from Bio import BiopythonDeprecationWarning\n", "warnings.simplefilter(action='ignore', category=BiopythonDeprecationWarning)\n", "from pathlib import Path\n", "from colabfold.download import download_alphafold_params, default_data_dir\n", "from colabfold.utils import setup_logging\n", "from colabfold.batch import get_queries, run, set_model_type\n", "from colabfold.plot import plot_msa_v2\n", "\n", "import os\n", "import numpy as np\n", "try:\n", " K80_chk = os.popen('nvidia-smi | grep \"Tesla K80\" | wc -l').read()\n", "except:\n", " K80_chk = \"0\"\n", " pass\n", "if \"1\" in K80_chk:\n", " print(\"WARNING: found GPU Tesla K80: limited to total length < 1000\")\n", " if \"TF_FORCE_UNIFIED_MEMORY\" in os.environ:\n", " del os.environ[\"TF_FORCE_UNIFIED_MEMORY\"]\n", " if \"XLA_PYTHON_CLIENT_MEM_FRACTION\" in os.environ:\n", " del os.environ[\"XLA_PYTHON_CLIENT_MEM_FRACTION\"]\n", "\n", "from colabfold.colabfold import plot_protein\n", "from pathlib import Path\n", "import matplotlib.pyplot as plt\n", "\n", "# For some reason we need that to get pdbfixer to import\n", "if use_amber and f\"/usr/local/lib/python{python_version}/site-packages/\" not in sys.path:\n", " sys.path.insert(0, f\"/usr/local/lib/python{python_version}/site-packages/\")\n", "\n", "def input_features_callback(input_features):\n", " if display_images:\n", " plot_msa_v2(input_features)\n", " plt.show()\n", " plt.close()\n", "\n", "def prediction_callback(protein_obj, length,\n", " prediction_result, input_features, mode):\n", " model_name, relaxed = mode\n", " if not relaxed:\n", " if display_images:\n", " fig = plot_protein(protein_obj, Ls=length, dpi=150)\n", " plt.show()\n", " plt.close()\n", "\n", "result_dir = jobname\n", "log_filename = os.path.join(jobname,\"log.txt\")\n", "setup_logging(Path(log_filename))\n", "\n", "queries, is_complex = get_queries(queries_path)\n", "model_type = set_model_type(is_complex, model_type)\n", "\n", "if \"multimer\" in model_type and max_msa is not None:\n", " use_cluster_profile = False\n", "else:\n", " use_cluster_profile = True\n", "\n", "download_alphafold_params(model_type, Path(\".\"))\n", "results = run(\n", " queries=queries,\n", " result_dir=result_dir,\n", " use_templates=use_templates,\n", " custom_template_path=custom_template_path,\n", " num_relax=num_relax,\n", " msa_mode=msa_mode,\n", " model_type=model_type,\n", " num_models=5,\n", " num_recycles=num_recycles,\n", " relax_max_iterations=relax_max_iterations,\n", " recycle_early_stop_tolerance=recycle_early_stop_tolerance,\n", " num_seeds=num_seeds,\n", " use_dropout=use_dropout,\n", " model_order=[1,2,3,4,5],\n", " is_complex=is_complex,\n", " data_dir=Path(\".\"),\n", " keep_existing_results=False,\n", " rank_by=\"auto\",\n", " pair_mode=pair_mode,\n", " pairing_strategy=pairing_strategy,\n", " stop_at_score=float(100),\n", " prediction_callback=prediction_callback,\n", " dpi=dpi,\n", " zip_results=False,\n", " save_all=save_all,\n", " max_msa=max_msa,\n", " use_cluster_profile=use_cluster_profile,\n", " input_features_callback=input_features_callback,\n", " save_recycles=save_recycles,\n", " user_agent=\"colabfold/google-colab-main\",\n", ")\n", "results_zip = f\"{jobname}.result.zip\"\n", "os.system(f\"zip -r {results_zip} {jobname}\")" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "KK7X9T44pWb7", "colab": { "base_uri": "https://localhost:8080/", "height": 534 }, "collapsed": true, "outputId": "5b6a79ea-fa87-4104-9730-f29b67de9d45" }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Prediction: Rank 1\n" ] }, { "output_type": "display_data", "data": { "application/3dmoljs_load.v0": "
\n

You appear to be running in JupyterLab (or JavaScript failed to load for some other reason). You need to install the 3dmol extension:
\n jupyter labextension install jupyterlab_3dmol

\n
\n", "text/html": [ "
\n", "

You appear to be running in JupyterLab (or JavaScript failed to load for some other reason). You need to install the 3dmol extension:
\n", " jupyter labextension install jupyterlab_3dmol

\n", "
\n", "" ] }, "metadata": {} } ], "source": [ "# @title # **7. Visualize 3D Structure of ColabFold Prediction** { run: \"auto\", display-mode: \"form\" }\n", "\n", "#@markdown Rank number/score for the **monomer model is the average pLDDT**,\n", "#@markdown where a ranking of 1 correlates better local structure confidence.\n", "#@markdown An acceptable model prediction should average $\\ge 85$.\n", "#@markdown The number of ranked models was set in step `6. Run Prediction` (step 6, line 75.).\n", "\n", "#@markdown \\\n", "#@markdown Here, you can change the value for `rank_num` to visualize the 5 predictions.\n", "\n", "import py3Dmol\n", "import glob\n", "import matplotlib.pyplot as plt\n", "from colabfold.colabfold import plot_plddt_legend\n", "from colabfold.colabfold import pymol_color_list, alphabet_list\n", "\n", "rank_num = 1 #@param [\"1\", \"2\", \"3\", \"4\", \"5\"] {type:\"raw\"}\n", "color = \"rainbow\" #@param [\"chain\", \"lDDT\", \"rainbow\"]\n", "show_sidechains = False #@param {type:\"boolean\"}\n", "show_mainchains = False #@param {type:\"boolean\"}\n", "\n", "tag = results[\"rank\"][0][rank_num - 1]\n", "jobname_prefix = \".custom\" if msa_mode == \"custom\" else \"\"\n", "pdb_filename = f\"{jobname}/{jobname}{jobname_prefix}_unrelaxed_{tag}.pdb\"\n", "pdb_file = glob.glob(pdb_filename)\n", "\n", "def show_pdb(rank_num=1, show_sidechains=False, show_mainchains=False, color=\"lDDT\"):\n", " model_name = f\"rank_{rank_num}\"\n", " view = py3Dmol.view(js='https://3dmol.org/build/3Dmol.js',)\n", " view.addModel(open(pdb_file[0],'r').read(),'pdb')\n", "\n", "\n", " if color == \"lDDT\":\n", " view.setStyle({'cartoon': {'colorscheme': {'prop':'b','gradient': 'roygb','min':50,'max':90}}})\n", " elif color == \"rainbow\":\n", " view.setStyle({'cartoon': {'color':'spectrum'}})\n", " elif color == \"chain\":\n", " chains = len(queries[0][1]) + 1 if is_complex else 1\n", " for n,chain,color in zip(range(chains),alphabet_list,pymol_color_list):\n", " view.setStyle({'chain':chain},{'cartoon': {'color':color}})\n", "\n", " if show_sidechains:\n", " BB = ['C','O','N']\n", " view.addStyle({'and':[{'resn':[\"GLY\",\"PRO\"],'invert':True},{'atom':BB,'invert':True}]},\n", " {'stick':{'colorscheme':f\"WhiteCarbon\",'radius':0.3}})\n", " view.addStyle({'and':[{'resn':\"GLY\"},{'atom':'CA'}]},\n", " {'sphere':{'colorscheme':f\"WhiteCarbon\",'radius':0.3}})\n", " view.addStyle({'and':[{'resn':\"PRO\"},{'atom':['C','O'],'invert':True}]},\n", " {'stick':{'colorscheme':f\"WhiteCarbon\",'radius':0.3}})\n", " if show_mainchains:\n", " BB = ['C','O','N','CA']\n", " view.addStyle({'atom':BB},{'stick':{'colorscheme':f\"WhiteCarbon\",'radius':0.3}}, viewer=(0,0))\n", "\n", " view.zoomTo()\n", " return view\n", "\n", "print('Prediction: Rank %d' % rank_num)\n", "show_pdb(rank_num, show_sidechains, show_mainchains, color).show()\n", "if color == \"lDDT\":\n", " plot_plddt_legend().show()\n", "\n", "\n", "#@markdown \\" ] }, { "cell_type": "code", "source": [ "# @title # **8. Align PDBs** { run: \"auto\", display-mode: \"form\" }\n", "#@markdown We can compare the predictions with experiment.\n", "#@markdown Example: PDB 1F16 was obtained from NMR, so there is an ensemble of structures.\n", "\n", "import Bio.PDB\n", "\n", "pdb_code = \"1f16\" #@param{type:\"string\"}\n", "#@markdown - Reference PDB (Experiment)\n", "cpred = \"\"#@param{type:\"string\"}\n", "#@markdown - Color for Reference PDB (Experiment)\n", "os.system(\"wget -qnc https://files.rcsb.org/download/%s.pdb.gz; gunzip %s.pdb.gz\" % (pdb_code,pdb_code))\n", "\n", "start_id = 1\n", "end_id = len(query_sequence)\n", "atoms_to_be_aligned = range(start_id, end_id + 1)\n", "\n", "# Start the parser\n", "pdb_parser = Bio.PDB.PDBParser(QUIET = True)\n", "\n", "# Get the structures\n", "ref_structure = pdb_parser.get_structure(\"reference\", \"%s.pdb\" % pdb_code)\n", "sample_structure = pdb_parser.get_structure(\"sample\", pdb_file[0])\n", "\n", "# Use the first model in the pdb-files for alignment\n", "# Change the number 0 if you want to align to another structure\n", "ref_model = ref_structure[0]\n", "sample_model = sample_structure[0]\n", "\n", "# Make a list of the atoms (in the structures) you wish to align.\n", "# In this case we use CA atoms whose index is in the specified range\n", "ref_atoms = []\n", "sample_atoms = []\n", "\n", "# Iterate of all chains in the model in order to find all residues\n", "for ref_chain in ref_model:\n", " # Iterate of all residues in each model in order to find proper atoms\n", " for ref_res in ref_chain:\n", " # Check if residue number ( .get_id() ) is in the list\n", " if ref_res.get_id()[1] in atoms_to_be_aligned:\n", " # Append CA atom to list\n", " ref_atoms.append(ref_res['CA'])\n", "\n", "# Do the same for the sample structure\n", "for sample_chain in sample_model:\n", " for sample_res in sample_chain:\n", " if sample_res.get_id()[1] in atoms_to_be_aligned:\n", " sample_atoms.append(sample_res['CA'])\n", "\n", "# Now we initiate the superimposer:\n", "super_imposer = Bio.PDB.Superimposer()\n", "super_imposer.set_atoms(ref_atoms, sample_atoms)\n", "super_imposer.apply(sample_model.get_atoms())\n", "\n", "# Print RMSD:\n", "print('The calculated RMSD is: %.3f Å' % super_imposer.rms)\n", "\n", "# Save the aligned version of one of the chains of 6ANE\n", "io = Bio.PDB.PDBIO()\n", "io.set_structure(sample_structure)\n", "io.save(\"%s-aligned.pdb\" % jobname)\n", "print('Saved Aligned PDB.')\n", "\n", "# rank_num = 1 #@param [\"1\", \"2\", \"3\", \"4\", \"5\"] {type:\"raw\"}\n", "# #@markdown - Predicted PDB (AF/CF)\n", "# color = \"lDDT\" #@param [\"chain\", \"lDDT\", \"rainbow\"]\n", "# #@markdown - Color Predicted PDB (Default: lDDT)\n", "# tag = results[\"rank\"][0][rank_num - 1]\n", "# jobname_prefix = \".custom\" if msa_mode == \"custom\" else \"\"\n", "# pdb_filename = f\"{jobname}/{jobname}{jobname_prefix}_unrelaxed_{tag}.pdb\"\n", "# pdb_file = glob.glob(pdb_filename)\n", "\n", "# how_sidechains = False #@param {type:\"boolean\"}\n", "# show_mainchains = False #@param {type:\"boolean\"}\n", "\n", "view=py3Dmol.view()\n", "view.addModel(open(\"%s-aligned.pdb\" % jobname).read(),'pdb')\n", "# view.addModel(open(\"%s.pdb\" % pdb_code).read())\n", "view.zoomTo()\n", "view.setBackgroundColor('white')\n", "view.setStyle({'chain':'A'},{'cartoon': {'color': 'red'}})\n", "view.setStyle({'chain':'B'},{'cartoon': {'color': 'blue'}})\n", "view.show()\n", "\n", "# show_pdb(rank_num, show_sidechains, show_mainchains, color).show()\n", "# if color == \"lDDT\":\n", "# plot_plddt_legend().show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 551 }, "collapsed": true, "id": "aA_ldVyPrSWt", "outputId": "e474d900-1469-4198-fa88-f547c5c702c3" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "The calculated RMSD is: 5.711 Å\n", "Saved Aligned PDB.\n" ] }, { "output_type": "display_data", "data": { "application/3dmoljs_load.v0": "
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You appear to be running in JupyterLab (or JavaScript failed to load for some other reason). You need to install the 3dmol extension:
\n jupyter labextension install jupyterlab_3dmol

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You appear to be running in JupyterLab (or JavaScript failed to load for some other reason). You need to install the 3dmol extension:
\n", " jupyter labextension install jupyterlab_3dmol

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\n", "" ] }, "metadata": {} } ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "33g5IIegij5R", "colab": { "base_uri": "https://localhost:8080/", "height": 37 }, "outputId": "0f0e3801-536c-4492-d1b5-4db1b5939e69" }, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "" ], "application/javascript": [ "\n", " async function download(id, filename, size) {\n", " if (!google.colab.kernel.accessAllowed) {\n", " return;\n", " }\n", " const div = document.createElement('div');\n", " const label = document.createElement('label');\n", " label.textContent = `Downloading \"${filename}\": `;\n", " div.appendChild(label);\n", " const progress = document.createElement('progress');\n", " progress.max = size;\n", " div.appendChild(progress);\n", " document.body.appendChild(div);\n", "\n", " const buffers = [];\n", " let downloaded = 0;\n", "\n", " const channel = await google.colab.kernel.comms.open(id);\n", " // Send a message to notify the kernel that we're ready.\n", " channel.send({})\n", "\n", " for await (const message of channel.messages) {\n", " // Send a message to notify the kernel that we're ready.\n", " channel.send({})\n", " if (message.buffers) {\n", " for (const buffer of message.buffers) {\n", " buffers.push(buffer);\n", " downloaded += buffer.byteLength;\n", " progress.value = downloaded;\n", " }\n", " }\n", " }\n", " const blob = new Blob(buffers, {type: 'application/binary'});\n", " const a = document.createElement('a');\n", " a.href = window.URL.createObjectURL(blob);\n", " a.download = filename;\n", " div.appendChild(a);\n", " a.click();\n", " div.remove();\n", " }\n", " " ] }, "metadata": {} }, { "output_type": "display_data", "data": { "text/plain": [ "" ], "application/javascript": [ "download(\"download_d2010ba7-b6ad-46a1-a55a-49808bff52f7\", \"colabfoldbax1f16_f85cf.result.zip\", 1846420)" ] }, "metadata": {} } ], "source": [ "#@title **9. Package and Download**\n", "\n", "#@markdown If you are having issues downloading the result archive, try disabling your adblocker and run this cell again. If that fails click on the little folder icon to the left, navigate to file: `jobname.result.zip`, right-click and select \\\"Download\\\" (see [screenshot](https://pbs.twimg.com/media/E6wRW2lWUAEOuoe?format=jpg&name=small)).\n", "\n", "if msa_mode == \"custom\":\n", " print(\"Don't forget to cite your custom MSA generation method.\")\n", "\n", "files.download(f\"{jobname}.result.zip\")\n", "\n", "if save_to_google_drive == True and drive:\n", " uploaded = drive.CreateFile({'title': f\"{jobname}.result.zip\"})\n", " uploaded.SetContentFile(f\"{jobname}.result.zip\")\n", " uploaded.Upload()\n", " print(f\"Uploaded {jobname}.result.zip to Google Drive with ID {uploaded.get('id')}\")" ] }, { "cell_type": "markdown", "metadata": { "id": "P_yNIT-iBd65" }, "source": [ "Colab notebooks are adapted from:\n", " - [AlphaFold2 Colab](https://colab.research.google.com/github/sokrypton/ColabFold/blob/main/AlphaFold2.ipynb)\n", " - [Mirdita M, Schütze K, Moriwaki Y, Heo L, Ovchinnikov S, Steinegger M. ColabFold: Making protein folding accessible to all.\n", "*Nature Methods*, 2022](https://www.nature.com/articles/s41592-022-01488-1)\n", "\n", "*From the original notebook:*" ] }, { "cell_type": "markdown", "metadata": { "id": "UGUBLzB3C6WN" }, "source": [ "> \n", ">\n", "> ## ColabFold v1.5.3: AlphaFold2 using MMseqs2\n", ">\n", "> Easy to use protein structure and complex prediction using [AlphaFold2](https://www.nature.com/articles/s41586-021-03819-2) and [Alphafold2-multimer](https://www.biorxiv.org/content/10.1101/2021.10.04.463034v1). Sequence alignments/templates are generated through [MMseqs2](mmseqs.com) and [HHsearch](https://github.com/soedinglab/hh-suite). For more details, see bottom of the notebook, checkout the [ColabFold GitHub](https://github.com/sokrypton/ColabFold) and read our manuscript.\n", ">\n", "> Old versions: [v1.4](https://colab.research.google.com/github/sokrypton/ColabFold/blob/v1.4.0/AlphaFold2.ipynb), [v1.5.1](https://colab.research.google.com/github/sokrypton/ColabFold/blob/v1.5.1/AlphaFold2.ipynb), [v1.5.2](https://colab.research.google.com/github/sokrypton/ColabFold/blob/v1.5.2/AlphaFold2.ipynb)\n", ">\n", "> [Mirdita M, Schütze K, Moriwaki Y, Heo L, Ovchinnikov S, Steinegger M. ColabFold: Making protein folding accessible to all.\n", "> *Nature Methods*, 2022](https://www.nature.com/articles/s41592-022-01488-1)\n", ">\n", "> -----------\n", ">\n", "> ### News\n", "> - 2023/07/31: The ColabFold MSA server is back to normal. It was using older DB (UniRef30 2202/PDB70 220313) from 27th ~8:30 AM CEST to 31st ~11:10 AM CEST.\n", "> - 2023/06/12: New databases! UniRef30 updated to 2023_02 and PDB to 230517. We now use PDB100 instead of PDB70 (see [notes](#pdb100)).\n", "> - 2023/06/12: We introduced a new default pairing strategy: Previously, for multimer predictions with more than 2 chains, we only pair if all sequences taxonomically match (\"complete\" pairing). The new default \"greedy\" strategy pairs any taxonomically matching subsets.\n", ">\n", "># Instructions \n", ">\n", "> **Quick start**\n", "> 1. Paste your protein sequence(s) in the input field.\n", "> 2. Press \"Runtime\" -> \"Run all\".\n", "> 3. The pipeline consists of 5 steps. The currently running step is indicated by a circle with a stop sign next to it.\n", ">\n", "> **Result zip file contents**\n", ">\n", "> 1. PDB formatted structures sorted by avg. pLDDT and complexes are sorted by pTMscore. (unrelaxed and relaxed if `use_amber` is enabled).\n", "> 2. Plots of the model quality.\n", "> 3. Plots of the MSA coverage.\n", "> 4. Parameter log file.\n", "> 5. A3M formatted input MSA.\n", "> 6. A `predicted_aligned_error_v1.json` using [AlphaFold-DB's format](https://alphafold.ebi.ac.uk/faq#faq-7) and a `scores.json` for each model which contains an array (list of lists) for PAE, a list with the average pLDDT and the pTMscore.\n", "> 7. BibTeX file with citations for all used tools and databases.\n", ">\n", "> At the end of the job a download modal box will pop up with a `jobname.result.zip` file. Additionally, if the `save_to_google_drive` option was selected, the `jobname.result.zip` will be uploaded to your Google Drive.\n", "> \n", ">\n", "> **License**\n", "> githubusercontent.com/sokrypton/ColabFold/main/LICENSE). Additionally, this > notebook uses the AlphaFold2 source code and its parameters licensed under [Apache 2.0](https://raw.githubusercontent.com/deepmind/alphafold/main/LICENSE) > and [CC BY 4.0](https://creativecommons.org/licenses/by-sa/4.0/) respectively. Read more about the AlphaFold license [here](https://github.com/deepmind/> alphafold).\n", ">\n", "> **Acknowledgments**\n", "> - We thank the AlphaFold team for developing an excellent model and open > sourcing the software.\n", ">\n", "> - [KOBIC](https://kobic.re.kr) and [Söding Lab](https://www.mpinat.mpg.de/soeding) for providing the computational resources for the MMseqs2 MSA server.\n", ">\n", "> - Richard Evans for helping to benchmark the ColabFold's Alphafold-multimer support.\n", ">\n", "> - [David Koes](https://github.com/dkoes) for his awesome [py3Dmol](https://3dmol.csb.pitt.edu/) plugin, without whom these notebooks would be quite boring!\n", ">\n", "> - Do-Yoon Kim for creating the ColabFold logo.\n", ">\n", "> - A colab by Sergey Ovchinnikov ([@sokrypton](https://twitter.com/sokrypton)), Milot Mirdita ([@milot_mirdita](https://twitter.com/milot_mirdita)) and Martin Steinegger ([@thesteinegger](https://twitter.com/thesteinegger)).\n", ">\n", "\n", "\n" ] } ], "metadata": { "accelerator": "GPU", "colab": { "provenance": [], "gpuType": "T4", "cell_execution_strategy": "setup", "machine_shape": "hm", "include_colab_link": true }, "kernelspec": { "display_name": "Python 3", "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" } }, "nbformat": 4, "nbformat_minor": 0 }