Recognition forces in ligand-protein complexes: blending information from different sources |
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Authors: | Ermondi Giuseppe Caron Giulia |
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Affiliation: | Dipartimento di Scienza e Tecnologia del Farmaco, Università di Torino, Via P. Giuria 9, I 10125 Torino, Italy. giuseppe.ermondi@unito.it |
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Abstract: | A variety of ligands interact with proteins in many biological processes; shape complementarity, electrostatic forces and hydrophobicity are the main factors governing these interactions. Although this is accepted by the scientific community, confusion about the significance of certain terms (e.g. hydrophobicity, salt bridge) and the difficulty of discussing the balance of acting forces rather than their single contributions, are two of the main problems encountered by researchers working in the field. These difficulties are sometimes enhanced by the unskilled use of informatics tools, which give great help in understanding the topic (especially from the visual standpoint), but only if used critically. After explaining some general chemical concepts, the commentary discusses the main forces governing ligand-protein interactions, focusing on those generating confusion among scientists with different backgrounds. Three examples of ligand-protein interactions are then discussed to illustrate the advantages and drawbacks of some in silico tools, highlighting the main interactions responsible for complex formation. The same examples are used to point out the limits in separating forces that are mandatory for occurrence of a given interaction and additional forces. |
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Keywords: | α, mean polarizability aq, aqueous state COX-1, cyclooxygenase isoenzyme CSD, Cambridge Structural Database E, internal energy E′, electric field F(r), force G, Gibbs free energy g, gas state (or vacuum) H, enthalpy ?, Hamiltonian operator hERG, human ether á go-go related gene MD, molecular dynamics MIF, molecular interaction field r, distance between particles P, pressure PDB, Protein Data Bank p, permanent dipole moment pind, induced dipole moment q, charge of a particle S, entropy U, potential function V, volume of the system |
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