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B3LYP

A similar thing is done with the second part of the B3LYP hybrid, which is also comprised of two terms... [Pg.329]

In hybrid DET-Gaussian methods, a Gaussian basis set is used to obtain the best approximation to the three classical or one-election parts of the Schroedinger equation for molecules and DET is used to calculate the election correlation. The Gaussian parts of the calculation are carried out at the restiicted Hartiee-Fock level, for example 6-31G or 6-31 lG(3d,2p), and the DFT part of the calculation is by the B3LYP approximation. Numerous other hybrid methods are currently in use. [Pg.329]

For calculations I rom B3LYP theory, one must correct for zero point... [Pg.330]

B3LYP, Becke3LYP Becke 3 term with Lee, Yang, Pan-exchange Hybrid... [Pg.44]

Hartree-Fock MO approach, the minimization of energy should provide the most accurate description of the electronic field. The mathematical problem is to define each of the terms, with being the most challenging. The formulation carmot be done exactly, but various approaches have been developed and calibrated by comparison with experimental data. The methods used most frequently by chemists were developed by A. D. Becke. " This approach is often called the B3LYP method. The computations can be done with... [Pg.59]


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B3LYP 5 + 2-cycloaddition

B3LYP Cope rearrangements

B3LYP DFT calculations

B3LYP Diels-Alder reaction

B3LYP barriers

B3LYP calculations

B3LYP calculations Diels-Alder reactions

B3LYP calculations cation formation

B3LYP calculations cycloaddition

B3LYP calculations encounter complexes

B3LYP calculations ethylene oxide

B3LYP calculations intermediates

B3LYP calculations limitations

B3LYP calculations molecular associations

B3LYP calculations phosphate reactions

B3LYP calculations quantum chemistry

B3LYP calculations reactions

B3LYP calculations structure

B3LYP calculations systematic correlation error

B3LYP calculations transition states

B3LYP calculations water/methyl chlorid

B3LYP calculations with dispersion energy

B3LYP density function

B3LYP density functional methods

B3LYP density functionals

B3LYP dissociation curves

B3LYP exchange-correlation

B3LYP exchange-correlation functional

B3LYP functional

B3LYP functional 4 + 2-cycloaddition

B3LYP functional hydrogenation

B3LYP functional method

B3LYP functionals

B3LYP functionals cycloadditions

B3LYP functionals nucleophilic substitutions

B3LYP geometry, transition metal

B3LYP geometry, transition metal structure

B3LYP hybrid functional

B3LYP keyword

B3LYP level, theoretical calculation

B3LYP method

B3LYP method cluster applications

B3LYP modelling

B3LYP predictions, hydrogen bonds

B3LYP quantum chemical molecular dynamic

B3LYP reactions

B3LYP relativistic theory

B3LYP simulation techniques

B3LYP theory

B3LYP-DFT

B3LYP/6-31G //AMl

B3LYP/6-31G calculations for

B3LYP/6-31G level

B3LYP/6-31G level calculations

B3LYP/6-31G* calculations

B3LYP/TZV

BLYP and B3LYP functionals

BLYP/B3LYP

Basicity B3LYP

Basis B3LYP

Becke B3LYP

Bonding energies, B3LYP calculations

CAM-B3LYP

Computational methods B3LYP

Computational studies B3LYP

DFT B3LYP methods

DFT studies B3LYP

Density B3LYP

Density B3LYP hybrid functional

Density functional B3LYP

Density functional models B3LYP

Density functional theory B3LYP

Density functional theory B3LYP level

Density functional theory B3LYP method

Density functional theory, DFT B3LYP

Density functionals B3LYP functional

Dispersion B3LYP

Electronic structure methods B3LYP functional

Exchange B3LYP

G3 //B3LYP

Gas phase B3LYP calculation

Hybrid functionals B3LYP

Quantum B3LYP

TD-B3LYP

TDDFT-B3LYP

Theoretical calculations B3LYP

Vertical electron affinity , B3LYP

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