Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

Ab initio quantum mechanic

While simulations reach into larger time spans, the inaccuracies of force fields become more apparent on the one hand properties based on free energies, which were never used for parametrization, are computed more accurately and discrepancies show up on the other hand longer simulations, particularly of proteins, show more subtle discrepancies that only appear after nanoseconds. Thus force fields are under constant revision as far as their parameters are concerned, and this process will continue. Unfortunately the form of the potentials is hardly considered and the refinement leads to an increasing number of distinct atom types with a proliferating number of parameters and a severe detoriation of transferability. The increased use of quantum mechanics to derive potentials will not really improve this situation ab initio quantum mechanics is not reliable enough on the level of kT, and on-the-fly use of quantum methods to derive forces, as in the Car-Parrinello method, is not likely to be applicable to very large systems in the foreseeable future. [Pg.8]

Singh, U.C., Kollman, P.A. A combined ab initio quantum mechanical and molecular mechanical method for carrying out simulations on complex molecular systems Applications to the CH3CI 4- Cl exchange reaction and gas phase protonation of polyethers. J. Comput. Chem. 7 (1986) 718-730. [Pg.29]

Molecular orbitals were one of the first molecular features that could be visualized with simple graphical hardware. The reason for this early representation is found in the complex theory of quantum chemistry. Basically, a structure is more attractive and easier to understand when orbitals are displayed, rather than numerical orbital coefficients. The molecular orbitals, calculated by semi-empirical or ab initio quantum mechanical methods, are represented by isosurfaces, corresponding to the electron density surfeces Figure 2-125a). [Pg.135]

Clearly then, the understanding of chemical reactions under such a variety of conditions is still in its infancy and the prediction of the course and products of a chemical reaction poses large problems. The ab initio quantum mechanical calculation of the pathway and outcome of a single chemical reaction can only be... [Pg.169]

Calculating Molecular Properties Using ab initio Quantum Mechanics... [Pg.94]

Singh U C and P A Kollman 1986. A Combined Ab Initio Quantum Mechanical and Molecule Mechanical Method for Carrying out Simulations on Complex Molecular Systems Applicatior to the CHsQ + Cr Exchange Reaction and Gas Phase Protonation of Polyethers. Journal Computational Chemistry 7 718-730. [Pg.653]

Covers theory and applications of ab initio quantum mechanics calculations. The discussions are useful for understanding the differences between ab initio and semi-empirical methods. Although both sections are valuable, the discussion of the applications of ab initio theory fills a void. It includes comparisons between experiment and many types and levels of calculation. The material is helpful in determining strategies for, and the validity of, ab initio calculations. [Pg.3]

HyperChem can plot orbital wave functions resulting from semi-empirical and ab initio quantum mechanical calculations. It is interesting to view both the nodal properties and the relative sizes of the wave functions. Orbital wave functions can provide chemical insights. [Pg.9]

HyperChem uses two types of methods in calculations molecular mechanics and quantum mechanics. The quantum mechanics methods implemented in HyperChem include semi-empirical quantum mechanics method and ab initio quantum mechanics method. The molecular mechanics and semi-empirical quantum mechanics methods have several advantages over ab initio methods. Most importantly, these methods are fast. While this may not be important for small molecules, it is certainly important for biomolecules. Another advantage is that for specific and well-parameterized molecular systems, these methods can calculate values that are closer to experiment than lower level ab initio techniques. [Pg.21]

Ab initio quantum mechanics methods have evolved for many decades. The speed and accuracy oiab initio calculations have been greatly improved by developing new algorithms and introducing better basis functions. [Pg.31]

HyperChem can calculate transition structures with either semi-empirical quantum mechanics methods or the ab initio quantum mechanics method. A transition state search finds the maximum energy along a reaction coordinate on a potential energy surface. It locates the first-order saddle point that is, the structure with only one imaginary frequency, having one negative eigenvalue. [Pg.65]

The algorithms of the mixed classical-quantum model used in HyperChem are different for semi-empirical and ab mi/io methods. The semi-empirical methods in HyperChem treat boundary atoms (atoms that are used to terminate a subset quantum mechanical region inside a single molecule) as specially parameterized pseudofluorine atoms. However, HyperChem will not carry on mixed model calculations, using ab initio quantum mechanical methods, if there are any boundary atoms in the molecular system. Thus, if you would like to compute a wavefunction for only a portion of a molecular system using ab initio methods, you must select single or multiple isolated molecules as your selected quantum mechanical region, without any boundary atoms. [Pg.108]

Measurement of the properties of H-bonded systems over a range of temperatures leads to experimental values of AG, AH and AS for H-bond formation, and these data have been supplemented in recent years by increasingly reliable ab initio quantum-mechanical calculations. Some typical values for the enthalpy of dissociation of H-bonded pairs in the gas phase are in Table 3.9. [Pg.61]

The reader already familiar with some aspects of electrochemical promotion may want to jump directly to Chapters 4 and 5 which are the heart of this book. Chapter 4 epitomizes the phenomenology of NEMCA, Chapter 5 discusses its origin on the basis of a plethora of surface science and electrochemical techniques including ab initio quantum mechanical calculations. In Chapter 6 rigorous rules and a rigorous model are introduced for the first time both for electrochemical and for classical promotion. The kinetic model, which provides an excellent qualitative fit to the promotional rules and to the electrochemical and classical promotion data, is based on a simple concept Electrochemical and classical promotion is catalysis in presence of a controllable double layer. [Pg.11]

Fig. 2.45 Preferential conformation ofa-ami-noxy peptide oligomers. (A) Formulae of oli-go(a-aminoxy acid) 170 and 171 studied by the combination of NMR and CD as well as a summary of key NOEs in 171 observed by ROESY in CDCI3. (B) Theoretical model generated by ab-initio quantum-mechanical calcula-... Fig. 2.45 Preferential conformation ofa-ami-noxy peptide oligomers. (A) Formulae of oli-go(a-aminoxy acid) 170 and 171 studied by the combination of NMR and CD as well as a summary of key NOEs in 171 observed by ROESY in CDCI3. (B) Theoretical model generated by ab-initio quantum-mechanical calcula-...
Armrmanto, R., Schwenk, C.F. and Rode, B.M. (2003) Structure and Dynamics of Hydrated Ag (I) Ab Initio Quantum Mechanical-Molecular Mechanical Molecular Dynamics Simulation. The Journal of Physical Chemistry A, 107, 3132-3138. [Pg.235]

Despite advent of theoretical methods and techniques and faster computers, no single theoretical method seems to be capable of reliable computational studies of reactivities of biocatalysts. Ab initio quantum mechanical (QM) methods may be accurate but are still too expensive to apply to large systems like biocatalysts. Semi-empirical quantum methods are not as accurate but are faster, but may not be fast enough for long time simulation of large molecular systems. Molecular mechanics (MM) force field methods are not usually capable of dealing with bond-breaking and formation... [Pg.21]

Lu ZY, Zhang YK (2008) Interfacing ab initio quantum mechanical method with classical Drude os-illator polarizable model for molecular dynamics simulation of chemical reactions. J Chem Theory Comput 4(8) 1237-1248... [Pg.251]

AB INITIO QUANTUM MECHANICAL/MOLECULAR MECHANICAL STUDIES OF HISTONE MODIFYING ENZYMES... [Pg.341]

In our simulations of histone modifying enzymes, the computational approaches centered on the pseudobond ab initio quantum mechanical/molecular mechanical (QM/MM) approach. This approach consists of three major components [20,26-29] a pseudobond method for the treatment of the QM/MM boundary across covalent bonds, an efficient iterative optimization procedure which allows for the use of the ab initio QM/MM method to determine the reaction paths with a realistic enzyme environment, and a free energy perturbation method to take account... [Pg.342]

Zhang Y (2005) Improved pseudobonds for combined ab initio quantum mechanical/molecular mechanical methods. J Chem Phys 122 024114... [Pg.349]

Wang S, Hu P, Zhang Y (2007) Ab initio quantum mechanical/molecular mechanical molecular dynamics simulation of enzyme catalysis the case of histone lysine methyltransferase set7/9. J Phys Chem B ASAP... [Pg.350]


See other pages where Ab initio quantum mechanic is mentioned: [Pg.520]    [Pg.28]    [Pg.206]    [Pg.237]    [Pg.238]    [Pg.258]    [Pg.626]    [Pg.107]    [Pg.156]    [Pg.161]    [Pg.167]    [Pg.175]    [Pg.103]    [Pg.190]    [Pg.300]    [Pg.68]    [Pg.106]    [Pg.146]    [Pg.99]    [Pg.341]    [Pg.344]    [Pg.346]   
See also in sourсe #XX -- [ Pg.31 ]

See also in sourсe #XX -- [ Pg.31 ]

See also in sourсe #XX -- [ Pg.471 ]




SEARCH



Ab initio quantum Mechanical

Ab initio quantum Mechanical

Ab initio quantum Mechanical Calculations

Ab initio quantum mechanics, calculating

Advanced ab initio Methods, Density Functional Theory and Solid-state Quantum Mechanics

Calculating Molecular Properties Using ab initio Quantum Mechanics

Quantum Mechanical Force Fields from Ab Initio Data The Theory of Energy Derivatives

Quantum ab-initio

Quantum mechanics ab-initio calculations

© 2024 chempedia.info