
Normal mode, essential dynamics, and principal component analysis are all techniques for defining the dynamic properties of molecules in a concise and compact manner. A mode based model can be derived either ab initio from the harmonic approximation or by a post-facto analysis of a molecular dynamics trajectory. Normal mode calculations have been used to calculate the contribution of vibrational entropy to the dimerization of insulin, the contribution of cross-links to the stability of bovine pancreatic trypsin inhibitor, and the binding of peptide ligands to Src-SH2 domains. They have also been used to investigate hinge bending in lysozyme and CD4, the human receptor which binds to the gp120 envelope protein of HIV. Normal mode calculations have been incorporated into the refinement schemes for x-ray and NMR data in order to define a "dynamic structure" which would give rise to the observed data. They have also been applied to the field of conformational searching, allowing the search to proceed along the natural modes of distortion of the molecule and resulting in a technique which is outperforming other techniques based on stochastic or molecular dynamics approaches. All of these applications clearly underscore the importance of a dynamic model for understanding molecular function.
Current interest in concerted motions is also evident from the number of papers published recently in structural journals which focus on both small and large scale conformational changes. Such changes are more readily observed experimentally as the number of structures solved for a given system increases. Theoretical techniques for simulating such concerted motions have been shown to reproduce this experimental data. Finally, the theoretical techniques provide the advantage of including structural and energetic information within one model.
The general objective will be to bring together theoreticians and computationally oriented experimentalists in order to foster a cross-pollination of ideas regarding the calculation and application of concerted motions to problems of biological interest.