modelling proteins by computational structural biology

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+ Computational Structural Biology Methods & Applications Antonio E. Serrano PhD MT @xideral xideral.com 2012

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Page 1: Modelling Proteins By Computational Structural Biology

+

Computational Structural Biology

Methods & ApplicationsAntonio E. Serrano PhD [email protected]

Page 2: Modelling Proteins By Computational Structural Biology

+3D Structures of Proteins

Site directed mutagenesis Mapping of disease-related

mutations The structure-based design

of specific inhibitors

X-ray crystallography High-resolution electron

microscopy Nuclear magnetic

resonance spectroscopy

Methods Techniques

Page 3: Modelling Proteins By Computational Structural Biology

+Protein Data Bank Holdings (2007)

• The remaining 3.3 million sequences exceed the number of known 3D structures by more than two orders of magnitude.

• The gap in structural knowledge must be bridged by computation.

Page 4: Modelling Proteins By Computational Structural Biology

+Modeling Methods

1. Comparative: Homology modeling that uses related protein family members as templates to model the structure of the protein of interest. Can only be employed when a detectable template of known structure is available.

2. Fold recognition: Threading methods are used that have low or statistically insignificant sequence similarity to proteins of known structure

3. De novo: Ab initio methods aim to predict purely from its primary sequence, using principles of physics that govern protein folding and/or using information derived from known structures but without relying on any evolutionary relationship to known folds.

4. Integrative: Hybrid methods that combine information from a varied set of computational and experimental sources.

Page 5: Modelling Proteins By Computational Structural Biology

+Comparative Protein Structure Methoda. Identification of suitable template structures related

to the target protein and the alignment of the target and template(s) sequences

b. Modeling of the structurally conserved regions and the prediction of structurally variable regions

c. Refinement of the initial model

d. Evaluation of the resulting model(s).

Page 6: Modelling Proteins By Computational Structural Biology

+a. Identification of suitable template The sequence identity of the target-template alignment is

the most commonly used metric to quantify the similarity Is a good predictor of the quality of the resulting model It is thus crucial to consider the target-template sequence

identity level when selecting template structures as this will have a critical impact on the quality of the resulting model and hence, its potential applications.

The overall accuracy of 40% or higher is almost always good, deviate by less than 2Å RMSD from the experimentally determined structure

Page 7: Modelling Proteins By Computational Structural Biology

+a. Identification of suitable template Alignment based:

PSI-Blast

Hidden Markov Models SAM HMMER

Profile-profile alignment FFAS03 Profile.scan HHsearch

Page 8: Modelling Proteins By Computational Structural Biology

+b. Modeling of the structurally conserved regions All-atom model Two approaches for model building:

Rigid fragment assembly approach: An initial model is constructed from structurally conserved core regions of the template and from structural fragments obtained from either aligned or unrelated structures. Optimization procedure to refine its geometry and stereochemistry

Single optimization strategy: Attempts to maximize the satisfaction of spatial restraints obtained from the target-template alignment, known protein structures, and molecular mechanics force-fields. May not require a separate refinement step. Specialized protocols to enhance the accuracy of the non-conserved regions of the alignment such as loops and/or side chains.

Page 9: Modelling Proteins By Computational Structural Biology

+c. Model Refinement Energy minimization molecular mechanics force fields Molecular dynamics

Monte Carlo Genetic algorithm-based sampling methods

d. Model evaluation Fold assessment: ” that seeks to ensure the calculated models possess

the correct fold and helps in detecting errors in template selection, fold recognition, and target-template alignment

Identify the model that is closest to the native structure out of a number of alternative models. A combination of such assessments is usually employed to select the most accurate model from amongst a set of alternative models, generated based on different templates and/or alignments..

Page 10: Modelling Proteins By Computational Structural Biology

+Acurracy & Limitations of Comparative Protein Structure Modeling1. The availability of

suitable template structures

2. The ability of alignment methods to calculate an accurate alignment between the target and template sequences, even when the relationship between them is remote

3. The structural and functional divergence between the target and the template

More than 50% sequence identity : high accuracy models (1 Å root mean square deviation, RMSD). Inaccuracies are mainly found in the packing of side chains and loop regions.

30 to 50% sequence identity: Medium accuracy models where the most frequent errors include side-chain packing errors, slight distortions of the protein core, inaccurate loop modeling, and sporadic alignment mistakes.

Less than 30%: Low accuracy models. Alignment errors increase rapidly,

Page 11: Modelling Proteins By Computational Structural Biology

+De novo Modeling Techniques

Do not explicitly rely on whole known structures as templates. Thus, the structure of any protein can be predicted by these de novo methods.

ab initio prediction: Subset of de novo methods that rely on energy functions based solely on physicochemical interactions, not on the PDB.

Most of the successful de novo prediction methods that are applicable to larger protein segments (up to ~150 residues). use information from known protein structures.

Assume that the native state of a protein is at the global free energy minimum and carry out a large-scale search of conformational space for protein tertiary structures that are particularly low in free energy for the given amino acid sequence

Page 12: Modelling Proteins By Computational Structural Biology

+De novo Modeling Techniques Rosetta method developed by Baker and coworkers uses an

ensemble of short structural fragments extracted from the PDB The Rosetta fragment assembly strategy has been successfully

applied to de novo structure prediction, as well as to modeling of structurally variable regions (loops, inser- tions) in comparative protein structure models.

Have made tremendous progress over the last decade, and several individual examples of highly accurate predictions have been reported

There are still significant limitations that restrict their application for routine use: Computational demand is immense and therefore limits these

methods to relatively small systems. The overall quality of the resulting models decreases with the

increasing size of the protein

Page 13: Modelling Proteins By Computational Structural Biology

three-dimensional atomic-level

experimental protein

structure determinatio

n

Page 14: Modelling Proteins By Computational Structural Biology

+Structural Genomics

Is a worldwide initiative aimed at rapidly determining a large number of protein structures using a high-throughput mode X-ray crystallography NMR spectroscopy.

Each step of experimental structure determination has become: More efficient Less expensive More likely to succeed

Structural genomics initiatives are making significant con- tribution to both the scope and depth of our structural knowledge about protein families.

Although worldwide structural genomics initiatives only account for ~20% of the new structures,

Page 15: Modelling Proteins By Computational Structural Biology

+Integrative (Hybrid) Modeling Techniques Biological interactions remain

uncharacterized by traditional structural biology techniques such as X-ray crystallography and NMR spectroscopy

This gap is being bridged by several approaches

Stoichiometry and composition of protein: Quantitative immunoblotting Mass spectrometry.

The shape of the assembly can be revealed by Electron microscopy Small angle X-ray scattering.

The positions of the components can be elucidated by: Cryoelectron microscopy Labeling techniques.

Components interaction: Mass spectrometry Yeast two-hybrid Affinity purification.

Relative orientations : Cryoelectron microscopy Hydrogen/ deuterium

exchange, Hydroxyl radical footprinting Chemical- crosslinking

Page 16: Modelling Proteins By Computational Structural Biology

+Integrative structure determinationElectron

microscopyImmunoelectron

microscopyAffinity

purification

Page 17: Modelling Proteins By Computational Structural Biology

+Applications

Designing experiments for site-directed mutagenesis Protein engineering Predicting ligand binding sites Docking small molecules Structure-based drug discovery Studying the effect of mutations and SNPs Phasing X-ray diffraction data in molecular replacement

Page 18: Modelling Proteins By Computational Structural Biology

+Protein Modeling Servers and Software

Page 19: Modelling Proteins By Computational Structural Biology

+Protein Model Databases

Page 20: Modelling Proteins By Computational Structural Biology

+Cryoelectron microscopy

Is emerging as a key technique for studying 3D structures of multi-component macromolecular complexes with masses >250 kDa Membrane proteins Cytoskeletal complexes Ribosomes Quasi spherical viruses Molecular chaperones Flagella Ion channels Oligomeric enzymes.