{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "*This notebook contains material from [PyRosetta](https://RosettaCommons.github.io/PyRosetta.notebooks);\n", "content is available [on Github](https://github.com/RosettaCommons/PyRosetta.notebooks.git).*" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "< [RosettaCarbohydrates: Modeling and Design](http://nbviewer.jupyter.org/github/RosettaCommons/PyRosetta.notebooks/blob/master/notebooks/13.02-Glycan-Modeling-and-Design.ipynb) | [Contents](toc.ipynb) | [Index](index.ipynb) | [Modeling Membrane Proteins](http://nbviewer.jupyter.org/github/RosettaCommons/PyRosetta.notebooks/blob/master/notebooks/15.00-Modeling-Membrane-Proteins.ipynb) >
"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# RNA in PyRosetta\n",
"Keywords: classify_base_pairs, RNA torsions, RNA score terms, RNA motifs, mutate_position, RNA thread, RNA minimize, RNA_HelixAssembler, RNA fragment assembly, FARFAR protocol, rna_denovo"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## References"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"1. R. Das et al., \"Atomic accuracy in predicting and designing noncanonical RNA structure,\" Nature Methods 7:4, 291-294 (2010).\n",
"\n",
"\n",
"2. A. Watkins et al., \"Blind prediction of noncanonical RNA structure at atomic accuracy,\" Science Advances 4:5 (2018).\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Introduction"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"In this lab, we will explore common tasks and approaches for working with RNA using Rosetta. We will be focusing on a simple system that includes a helix capped by a tetraloop for this exercise."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"!pip install pyrosettacolabsetup\n",
"import pyrosettacolabsetup; pyrosettacolabsetup.install_pyrosetta()\n",
"import pyrosetta; pyrosetta.init()\n"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"PyRosetta-4 2020 [Rosetta PyRosetta4.Release.python37.mac 2020.04+release.4fcf80033aebbcdf7c379387df97fd3d51a2c079 2020-01-24T11:08:55] retrieved from: http://www.pyrosetta.org\n",
"(C) Copyright Rosetta Commons Member Institutions. Created in JHU by Sergey Lyskov and PyRosetta Team.\n",
"\u001b[0mcore.init: \u001b[0mChecking for fconfig files in pwd and ./rosetta/flags\n",
"\u001b[0mcore.init: \u001b[0mRosetta version: PyRosetta4.Release.python37.mac r244 2020.04+release.4fcf80033ae 4fcf80033aebbcdf7c379387df97fd3d51a2c079 http://www.pyrosetta.org 2020-01-24T11:08:55\n",
"\u001b[0mcore.init: \u001b[0mcommand: PyRosetta -ex1 -ex2aro -database /Users/ramyar/Dropbox/GradSchool/Research/packages/PyRosetta4.Release.python37.mac.release-244/setup/build/lib/pyrosetta/database\n",
"\u001b[0mbasic.random.init_random_generator: \u001b[0m'RNG device' seed mode, using '/dev/urandom', seed=1108316389 seed_offset=0 real_seed=1108316389\n",
"\u001b[0mbasic.random.init_random_generator: \u001b[0mRandomGenerator:init: Normal mode, seed=1108316389 RG_type=mt19937\n"
]
}
],
"source": [
"from pyrosetta import *\n",
"init()"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"from pyrosetta.rosetta import *\n",
"from pyrosetta.rosetta.core.pose.rna import *\n",
"from pyrosetta.rosetta.core.pose import *"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Exploring geometry for RNA ##"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's load in this structure with PyRosetta (make sure that you have the PDB file located in your current directory):\n",
"\n",
"`cd google_drive/MyDrive/student-notebooks/\n",
"pose = pose_from_pdb(\"inputs/stem_loop.pdb\")`"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"nbgrader": {
"grade": true,
"grade_id": "cell-690a147764ad96d7",
"locked": false,
"points": 0,
"schema_version": 3,
"solution": true
},
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\u001b[0mcore.chemical.GlobalResidueTypeSet: \u001b[0mFinished initializing fa_standard residue type set. Created 980 residue types\n",
"\u001b[0mcore.chemical.GlobalResidueTypeSet: \u001b[0mTotal time to initialize 1.05791 seconds.\n",
"\u001b[0mcore.import_pose.import_pose: \u001b[0mFile 'inputs/stem_loop.pdb' automatically determined to be of type PDB\n",
"\u001b[0mcore.io.pose_from_sfr.chirality_resolution: \u001b[0mFlipping atom xyz for H5' and H5'' for residue C\n"
]
}
],
"source": [
"### BEGIN SOLUTION\n",
"pose = pose_from_pdb(\"inputs/stem_loop.pdb\")\n",
"### END SOLUTION"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's explore the structure in this PDB file. First, use `pose.sequence()` to look at the sequence:"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"nbgrader": {
"grade": true,
"grade_id": "cell-61e3c7efb8ae6b94",
"locked": false,
"points": 0,
"schema_version": 3,
"solution": true
},
"scrolled": true
},
"outputs": [
{
"data": {
"text/plain": [
"'cauccgaaaggaug'"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# print out the sequence of the pose\n",
"### BEGIN SOLUTION\n",
"pose.sequence()\n",
"### END SOLUTION"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We can see that the pose seems to contain RNA residues. To check this, let's go through the pose residue by residue, checking if each one is RNA."
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"True\n",
"True\n",
"True\n",
"True\n",
"True\n",
"True\n",
"True\n",
"True\n",
"True\n",
"True\n",
"True\n",
"True\n",
"True\n",
"True\n"
]
}
],
"source": [
"for ii in range(pose.size()):\n",
" print(pose.residue_type(5).is_RNA())"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"RNA bases interact with each other via **base pairing**, either through the Watson-Crick base pairs that make up standard A-form helices or through non-canonical base pairing interactions. We can use the `classify_base_pairs` function (this lives in `core:pose:rna` which was loaded above) to find and classify all the base pairs in the current pose. Let's take a look."
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\u001b[0mbasic.io.database: \u001b[0mDatabase file opened: scoring/score_functions/hbonds/ref2015_params/HBPoly1D.csv\n",
"\u001b[0mbasic.io.database: \u001b[0mDatabase file opened: scoring/score_functions/hbonds/ref2015_params/HBFadeIntervals.csv\n",
"\u001b[0mbasic.io.database: \u001b[0mDatabase file opened: scoring/score_functions/hbonds/ref2015_params/HBEval.csv\n",
"\u001b[0mbasic.io.database: \u001b[0mDatabase file opened: scoring/score_functions/hbonds/ref2015_params/DonStrength.csv\n",
"\u001b[0mbasic.io.database: \u001b[0mDatabase file opened: scoring/score_functions/hbonds/ref2015_params/AccStrength.csv\n",
"1 14 WC WC ANTI\n",
"2 13 WC WC ANTI\n",
"3 12 WC WC ANTI\n",
"4 11 WC WC ANTI\n",
"5 10 WC WC ANTI\n",
"6 9 SUGAR HOOG ANTI\n"
]
}
],
"source": [
"base_pairs = classify_base_pairs(pose)\n",
"for base_pair in base_pairs:\n",
" print(base_pair)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We can see that the RNA molecule consists of Watson-Crick base pairs between residues 1-5 and residues 10-14 forming a standard RNA helix. We can also see that residues 6 and 9 form a non-canonical base pair interaction between the sugar and Hoogsteen edges of the respective bases. We can think of this structure as a simple stem-loop, with an idealized A-form helix between residues 1-5 and residues 10-14, and with a tetraloop connecting these chains."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's use some of Rosetta's tools for measuring **distances and torsions** to understand the typical geometry of an idealized A-form helix.\n",
"\n",
"What is the distance between the phosphate atoms of two consecutive residues in one strand of a helix? Check this for a couple pairs of residues."
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"5.923353746008057\n",
"5.846964169549871\n"
]
}
],
"source": [
"P1_xyz = pose.residue(1).xyz(\"P\")\n",
"P2_xyz = pose.residue(2).xyz(\"P\")\n",
"P3_xyz = pose.residue(3).xyz(\"P\")\n",
"print((P1_xyz - P2_xyz).norm())\n",
"print((P2_xyz - P3_xyz).norm())"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"RNA nucleotides are quite large compared to amino acids, with many more torsion angles. In the diagram of a nucleotide below, we can see the backbone torsions applicable to RNA: $\\alpha$, $\\beta$, $\\gamma$, $\\delta$, $\\epsilon$, $\\zeta$, and $\\chi$."
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"data": {
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