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Molecular dynamics quantum mechanics

Hybrid quantum mechanics/molecular dynamics (method) Self-consistent field (method)... [Pg.39]

Molecular dynamics calculations apply the laws of motion to molecules. Thus one can simulate the motion of an enzyme as it changes shape on binding to a substrate, or the motion of a swarm of water molecules around a molecule of solute quantum mechanical molecular dynamics also allows actual chemical reactions to be simulated. [Pg.3]

G. Csanyi et al Learn on the Fly A hybrid classical and quantum-mechanical molecular dynamics simulation. Phys. Rev. Lett. 93, 175503 (2004)... [Pg.129]

Through ab initio quantum mechanical/molecular dynamics methods, Perakyla and Kollman [386] have presented a detailed model of the mechanism of aspartylglucosaminidase-catalysed cleavage of an amide bond. The QM model consisting of the model substrate, N-terminal amino acid, and oxyanion hole was considered large enough to include all the important interactions present at the active site between the enzyme and the scissile amide bond. The QM calculations have been performed at the MP2/6-31G //HF/6-31G level and MD simulations for all the intermediates and transition states of the reaction were carried out. [Pg.576]

Computational tools have been perman itly deposited into the toolbox of theoretical chemists. The impact of new conq)utational tools can hardly be over timated, and their presence in research and iq>pUcations are overwhelming. Theoretical methods such as quantum mechanics, molecular dynamics, and statistical mechanics have been successfully used to characterize chemical systems and to design new materials, drugs, and chemicals. There is no doubt that Computational Chemistry not only contributes to a better understanding of classical chemical problems but also introduces new dimensions in different areas of science and technology. [Pg.464]

As computer power and computational algorithms advance, work described here will certainly be improved upon. For example, combined quantum mechanical-molecular dynamics studies of molecular solvation and protein-ligand interactions are becoming more conunon and may soon become routine for thermochemical calculations, as well as binding site studies, of the sort described here. [Pg.65]

Recently, a simplified quantum mechanical molecular dynamics scheme, [i.e., tight-binding molecular dynamics (TBMD)] has been developed [13-16] which bridges the gap between classical-potential simulations and the Car-Parrinello scheme. In the same spirit as the Car-Parrinello scheme, TBMD incorporates electronic structure effects into molecular dynamics through an empirical tight-binding Hamiltonian... [Pg.652]

Table 3.3 The relative mean residence times, RMRT in %, for second shell water beyond t = 0.5 ps, obtained from (charge field) quantum mechanical/molecular dynamics simulations, with 1.7 ps residence time for bulk water molecules. Values in parenthesis are the second shell MRT in ps fort =2.0ps... Table 3.3 The relative mean residence times, RMRT in %, for second shell water beyond t = 0.5 ps, obtained from (charge field) quantum mechanical/molecular dynamics simulations, with 1.7 ps residence time for bulk water molecules. Values in parenthesis are the second shell MRT in ps fort =2.0ps...
Some of the systems where the symmetry is low and the number of atoms relatively high are those occurring in the field of heterogeneous catalysis. The combination of a surface of a (in the ideal case, semi-infinite) crystal and one or more finite molecules (maybe even together with the presence of some medium) makes the study of the chemical reactions on the surfaces of crystals very complicated. In Section 6 we saw that such studies are becoming possible but still only for the simplest reactions on fairly idealized surfaces. Moreover, the calculations explore mainly energetical aspects and not kinetic aspects of the reactions. This means also that the time scales that can be treated with quantum-mechanical molecular-dynamics simulations are much too small (10 -10 s) compared with those that often are relevant for chemical reactions. [Pg.165]

Webber, J.B.W., Anderson, R., Strange, J.H., and Tohidi, B., 2007a. Clathrate formation and dissociation in vapour/water/ice/hydrate systems in SBA-15, Sol-Gel and CPG porous media, as probed by NMR relaxation, novel protocol NMR cryoporometry, neutron scattering and ab-initio quantum-mechanical molecular dynamics simulation. Magn. Reson. Imag. 25 533-536. [Pg.1000]

Ch. D. Berweger, W. F. van Gunsteren and F. Miiller-Plathe Finite element interpolation for combined classical/quantum mechanical molecular dynamics simulations, J. Comp. Chem. 18, 1484-1495 (1997). [Pg.241]

Learn on the Fly A Hybrid Classical and Quantum-Mechanical Molecular Dynamics Simulation. [Pg.365]

Hybrid Quantum Mechanical/Molecular Dynamics Simulations for Parallel Computers Density Functional Theory on Real-Space Multigrids. [Pg.365]

To apply (B5.3.4) to electron transfer from excited tryptophan residues in proteins, Callis et al. incorporated calculations of H21, AG and A into hybrid classical-quantum mechanical molecular dynamics (MD) simulations [50,68, 88, 98, 99]. (See Box 6.1 for an introduction to MD simulations, and Fig. 6.3 for an illustration of how calculated vibrational motions of a protein can affect the energy gap for electron transfer.) The calculated rate constants for electron transfer to backbone amide groups are in accord with the fluorescence quenching measured in many proteins, and suggest that variations in... [Pg.254]

McMillan, A.W., Kier, B.L., Shu, I., Byrne, A., Andersen, N.H., et al. Fluorescence of tryptophan in designed hairpin and Trp-cage miniproteins measurements of fluorescence yields and calculations by quantum mechanical molecular dynamics simulations. J. Phys. Chem. B 117, 1790-1809 (2013)... [Pg.285]

Modeling and simulation of the coimection between structure, properties, fimctions and processing using atom-based quantum mechanics, molecular dynamics and macromolecular approaches. Simulations aims to incorporate phenomena at scales from quantum (0.1 mn), molecular (1 mn) and nanoscale macromolecular (10 mn) dimensions, to mesoscale molecular assemblies (100 run), microscale (1000 mn), and macroscale (> 1 pm). A critical aspect is bridging the spatial and temporal scales. [Pg.48]

Having decided to work within the time-dependent picture, we notice that solving the quantum mechanical molecular dynamics problem involves three steps ... [Pg.3011]

Shannon Entropy in Quantum Mechanics, Molecular Dynamics 279... [Pg.279]

SHANNON ENTROPY IN QUANTUM MECHANICS, MOLECULAR DYNAMICS, AND MODELING... [Pg.279]

First principles Quantum Mechanics Molecular Dynamics... [Pg.103]


See other pages where Molecular dynamics quantum mechanics is mentioned: [Pg.195]    [Pg.342]    [Pg.428]    [Pg.71]    [Pg.619]    [Pg.23]    [Pg.215]    [Pg.677]    [Pg.362]    [Pg.57]    [Pg.302]    [Pg.867]    [Pg.1324]    [Pg.402]    [Pg.221]    [Pg.148]    [Pg.101]    [Pg.114]   


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