Pharmaceutical Pharmaceutical and Medicinal Chemistry
Saarland University
introduction to molecular docking
e delmiro
DEFINITION Molecular docking tries to predict the structure of the intermolecular complex formed between two or more constituent molecules.
moman
introduction to molecular docking
e delmiro
APPLICATIONS
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Virtual screening (hit identification)
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Drug Discovery (lead optimisation)
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Prediction of K A (biological activity ?)
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Binding-site identification (blind docking)
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De-orphaning of a receptor
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Protein – Protein (or Protein – Nucleic Acid) interactions
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Structure-function studies
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Enzymatic reactions mechanisms
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Protein engineering
moman
introduction to molecular docking
The Protein Data Bank (PDB)
e delmiro
moman
introduction to molecular docking
e delmiro
moman
Most typical case: Protein - Ligand docking
● The final goal uses to be to predict the biological activity of a given ligand
Two different problems: POSING The process of determining whether a given conformation and orientation of a ligand fits the active site. This is usually a fuzzy procedure that returns many alternative results.
SCORING The pose score is a measure of the fit of a ligand into the active site. Scoring during the posing phase usually involves simple energy calculations (electrostatic, van der Waals, ligand strain). Further re-scoring might attempt to estimate more accurately the free energy of binding (G, and therefore K A) perhaps including properties such as entropy and solvation.
introduction to molecular docking
e delmiro
moman
e delmiro
introduction to molecular docking
moman
SCORING FUNCTION IN AUTODOCK
Molecular Mechanics Terms
Electrostatics
ΔGvdW = W vdW ∑i, j ( Aij / r ij12 - Bij / r ij6 ) 12 10 ΔG H-bond = W H-bond ∑i, j E(t) * ( C ij / r ij - Dij / r ij + E hbond ) ΔGelec = W elec ∑i, j ( qi * q j ) / ( ε(r ij) * r ij )
Desolvation
2 2 ΔGdesolv = W desolv ∑i (C) , j (S i * V j * exp ( -r ij / (2 * σ ) )
van der Waals Hydrogen Bonding
Change in Torsional Free Energy when the Ligand goes from Unbound to Bound
Torsional
ΔGtor = W tor N tor
introduction to molecular docking
e delmiro
moman
introduction to molecular docking
Posing and Scoring: Flexible docking algorithms
e delmiro
moman
introduction to molecular docking
e delmiro
moman
introduction to molecular docking
MOLECULAR REPRESENTATIONS
Atomic
Surfaces
Grid
e delmiro
moman
e delmiro
introduction to molecular docking
PROTEIN FLEXIBILITY
● Molecular Dynamics ● Energy Minimisation
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Usually in combination with other methods
● Monte Carlo ● Normal Modes ● Rotamer Libraries ● Protein Ensembles (NMR, MD, NMA) / Protein Ensemble Grids ● Soft Potentials
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