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Theory method

Finally, in section A3. IT 6. scattering theory methods based on classical and semiclassical mechanics are described. [Pg.957]

Fattebert J-L and Bernholc J 2000 Towards grid-based 0(N) density-functional theory methods optimized nonorthogonal orbitals and multigrid acceleration Phys. Rev. B 62 1713-22... [Pg.2232]

A connection table has been the predominant form of chemical structure representation in computer systems since the early 1980s and it is an alternative way of representing a molecular graph. Graph theory methods can equally well be applied to connection table representations of a molecule. [Pg.40]

Kubinyi H (Editor) 1993. 3D QSAR in Drug Design, Theory, Methods and Applications. Leiden, ESCOM. [Pg.735]

Some density functional theory methods occasionally yield frequencies with a bit of erratic behavior, but with a smaller deviation from the experimental results than semiempirical methods give. Overall systematic error with the better DFT functionals is less than with HF. [Pg.94]

Tripos a molecular mechanics force field, also the name of a company that sells computational chemistry software TST (transition state theory) method for computing rate constants UHF (unrestricted Hartree-Fock)... [Pg.369]

UFF (universal force field) a molecular mechanics force field unrestricted (spin unrestricted) calculation in which particles of different spins are described by different spatial functions VTST (variational transition state theory) method for predicting rate constants... [Pg.369]

R. S. PeatUnan, in H. Kubinyi, ed., J-DQSAR in Drug Design Theory, Methods and Applications, ESCOM Science PubUsbets, Leiden, the Netbedands, 1993, pp. 41-79. [Pg.171]

H. Walter, D. E. Brooks, and D. Eisher, eds.. Partitioning in Mqueous Tiro-Phase Systems Theory, Methods, Uses and Applications to Biotechnology, Academic Press, Inc., Orlando, 1985. [Pg.304]

Materials science has in its time suffered a great deal of the second type of criticism. Thus Calvert (1997) asserts that metallurgy remains a proper discipline, with fundamental theories, methods and boundaries. Things fell apart when the subject extended to become materials science, with the growing use of polymers, ceramics, glasses and composites in engineering. The problem is that all materials are different and we no longer have a discipline. ... [Pg.22]

Guilbout, G. G. Practical Fluorescence Theory, Methods and Techniques. Mareel Dekker, New York 1973. [Pg.49]

We win run this job on methane at the Hartree-Fock level using the 6-31G(d) basis our molecule specification is the result of a geometry optimization using the B3LYP Density Functional Theory method with the same basis set. This combination is cited... [Pg.21]

The stability of SCF solutions for unknown systems should always be tested. Stability considerations apply to and may be tested for in calculations using Density Functional Theory methods as well. [Pg.34]

Ab initio molecular orbital theory is concerned with predicting the properties of atomic and molecular systems. It is based upon the fundamental laws of quantum mechanics and uses a variety of mathematical transformation and approximation techniques to solve the fundamental equations. This appendix provides an introductory overview of the theory underlying ab initio electronic structure methods. The final section provides a similar overview of the theory underlying Density Functional Theory methods. [Pg.253]

D.M.Nicholson and J.S.Faulkner, Apphcations of the quadratic Korringa-Kohn-Rostoker band-theory method , Phys.Rev. B39 8187 (1989). [Pg.484]

Fracture mechanic The fracture mechanics theory developed for metals is also adaptable for use with plastics. The basic concepts remain the same, but since metals and plastics are different they require different techniques to describe their fatigue-failure behaviors. Some of the comments made about crack and fracture influences on fatigue performance relate to the theory of fracture mechanics. The fracture mechanics theory method, along with readily... [Pg.85]

All discussions of transport processes currently available in the literature are based on perturbation theory methods applied to kinetic pictures of micro-scattering processes within the macrosystem of interest. These methods do involve time-dependent hamiltonians in the sense that the interaction operates only during collisions, while the wave functions are known only before and after the collision. However these interactions are purely internal, and their time-dependence is essentially implicit the over-all hamiltonian of the entire system, such as the interaction term in Eq. (8-159) is not time-dependent, and such micro-scattering processes cannot lead to irreversible changes of thermodynamic (ensemble average) properties. [Pg.483]

Kuhn (1970a, pp. 182, 187) describes how paradigms are taught as exemplars, which he describes as standard examples shared by a community of (future) scientists, on which other (end-of-chapter) problems are modelled. Through a textbook s exemplars the student is initiated into the disciphnaiy matrix current theory, methods, and criteria of a normal science. Kuhn s analysis of the stmcture of science textbooks, especially of the techniques of textbook presentation, leads him to the following conclusions ... [Pg.42]

R. P. Agarwal, Difference Equations and inequalities Theory, Methods, and Applications, Second Edition (2000)... [Pg.771]

The SCF method for molecules has been extended into the Crystal Orbital (CO) method for systems with ID- or 3D- translational periodicityiMi). The CO method is in fact the band theory method of solid state theory applied in the spirit of molecular orbital methods. It is used to obtain the band structure as a means to explain the conductivity in these materials, and we have done so in our study of polyacetylene. There are however some difficulties associated with the use of the CO method to describe impurities or defects in polymers. The periodicity assumed in the CO formalism implies that impurities have the same periodicity. Thus the unit cell on which the translational periodicity is applied must be chosen carefully in such a way that the repeating impurities do not interact. In general this requirement implies that the unit cell be very large, a feature which results in extremely demanding computations and thus hinders the use of the CO method for the study of impurities. [Pg.149]

Overbeek, JTG Lijklema, J, Electric Potentials in Colloidal Systems. In Electrophoresis, Theory, Method and Applications Bier, M, ed. Academic Press New York, 1959 1. [Pg.618]

Bennett KP, Embrechts MJ. An optimization perspective on kernel partial least squares regression. In Suykens JAK, Horvath G, Basu S, Micchelli J, Vandewalle J, editors. Advances in learning theory methods, models and applications. Amsterdam lOS Press, 2003. p. 227-50. [Pg.465]

Piotrowiak P (2001) (ed) In Balzani V (ed) Electron transfer in chemistry. Principles, theories, methods, and techniques, vol 1, part 1. Wiley-VCH, Weinheim, Germany... [Pg.189]

S. S. Schiffman, M.L. Reynolds and F.W. Young, Introduction to Multi-dimensional Scaling Theory, Methods and Applications. Academic Press, New York, 1981. [Pg.446]

Jursic, B. S., 1996, Computing Transition State Structures With Density Functional Theory Methods in Recent Developments and Applications of Modem Density Functional Theory, Seminario, J. M. (ed.), Elsevier, Amsterdam. [Pg.292]

Jursic, B. S., 1999, Study of the Water-Methanol Dimer With Gaussian and Complete Basis Set Ah Initio, and Density Functional Theory Methods , J. Mol. Struct. (Theochem), 466, 203. [Pg.292]

Floudas CA (2000) Deterministic Global Optimization Theory, Methods and Applications, Kluwer Academic Publishers. [Pg.15]

The interaction of carbon disulfide as a substrate in carbonic anhydrase model systems has been studied using density functional theory methods. A higher activation energy of CS2 compared to C02 in the reaction with [L3ZnOH]+ was due to the reduced electrophilicity of CS2. The reversibility of the reaction on the basis of these calculations is questionable with [L3ZnSC(0)SH]+ as intermediate.572... [Pg.1197]

Renfrew, C. and P Bahn (1996), Archaeology Theories, Methods and Practice, Thames and Hudson, London. [Pg.608]

Stevenson, C. M., J. J. Mazer, and B. E. Scheetz (1992), Laboratory obsidian hydration rates Theory, method, and application, in Shackley, S. (ed.), Method and Theory in Archaeological Volcanic Glass Studies, Plenum, New York, pp. 181-204. [Pg.617]

Unlike an orbital, the electron density of a molecule is a physical observable that can be obtained by experiment and also by calculation using ab initio or density functional theory methods. [Pg.278]

In these themes we have assembled a number of recent contributions that help define the present state of the art and science of MDLC. The coverage of these topics includes instrumentation, theory, methods development, applications of MDLC in the life sciences, and applications of MDLC in industrial polymer chemistry. [Pg.490]

In particular, the reactions of electrophilically activated benzonitrile A-oxides with 3-methylenephthalimidines with formation of 2-isoxazolines and oximes and the cycloaddition between alkynyl metal(O) Fischer carbenes and nitrones leading to 4-isoxazolines have been investigated by density functional theory methods <06JOC9319 06JOC6178>. [Pg.294]


See other pages where Theory method is mentioned: [Pg.957]    [Pg.435]    [Pg.483]    [Pg.118]    [Pg.441]    [Pg.472]    [Pg.63]    [Pg.105]    [Pg.322]    [Pg.325]   


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Advanced Methods of Theory-Experiment Comparison

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

Band theory, crystal orbital method

Basic theory of LCGTO-LSD method

Boiling point method, theory

Brillouin-Wigner perturbation theory many-body method equations

Chemical graph theory method

Cluster expansion methods size-extensive theory

Computational methods biochemical systems theory

Computational methods density functional theory

Configuration-interaction theory Davidson method

Configuration-interaction theory Rayleigh method

Configuration-interaction theory optimization methods

Conjugate gradient method, optimal control theory

Coupled cluster theory CCSD method

Coupled-cluster theory approximate methods

Density functional theories methods development

Density functional theory (DFT) methods

Density functional theory B3LYP method

Density functional theory Kohn-Sham method

Density functional theory electronic structure methods

Density functional theory gradient-corrected methods

Density functional theory mathematical methods

Density functional theory methods

Density functional theory methods calculations

Density functional theory methods determination

Density functional theory methods time-dependent extension

Density-based Hartree-Fock theory self-consistent field method

Density-functional theory related methods

Diffusion theory method

Electrochemical methods theory

Electron correlation method Density-functional theory Mpller-Plesset

Electron correlation method, Density-functional theory

Electron correlation methods Mpller-Plesset perturbation theory

Electron correlation methods coupled cluster theory

Electron propagator theory methods

Electronic structure methods Hartree-Fock theory

Electronic structure methods periodic density functional theory

Electronic structure methods self-consistent field theory

Equilibrium Theory of Reaction Rates The Transition-state Method

Excited-state theory, method

Excited-state theory, method MMCC)

Extended Huckel Theory—Hoffmans EHT Method

Extended Huckel Theory—Whelands Method

Extended Huckel theory method

Film theory effective diffusivity method

Functional Theory Methods

Functional Theory Methods for Electrocatalysis

Global methods in the theory of many-electron atoms

Grey Theory Method

Ground-state theory, method

Ground-state theory, method MMCC)

Hartree-Fock method band structures, theory

Hartree-Fock method perturbation theory based

Hartree-Fock method theory applications

Hartree-Fock theory electron correlation methods

Hartree-Fock theory force field methods

Hartree-Fock theory mathematical methods

Hartree-Fock theory methods

Hartree-Fock theory relativistic methods

Hartree-Fock theory single-reference methods

Ion-Conducting Nanocrystals Theory, Methods, and Applications

Kinetic theory moment method

Kohn-Sham theory adiabatic connection methods

Least squares, method theory

Ligand field theory method

Linear-scaling methods theory

Many-body perturbation theory coupled cluster methods

Many-body perturbation theory size-consistent methods

Many-body perturbation theory, relativistic methods

Method approximate density functional theory

Method boundary layer theory

Methods of Moller-Plesset Perturbation Theory

Methods of Transport Theory

Modified beam theory method

Molecular method: Hiickel theory

Molecular method: extended Hiickel theory

Molecular orbital method and sum-over-states perturbation theory

Molecular orbital method/theory

Molecular orbital methods Moller-Plesset theory

Molecular orbital methods perturbation theory

Molecular orbital theory CNDO method

Molecular orbital theory LCAO method (linear combination

Molecular orbital theory MINDO method

Molecular orbital theory MNDO method

Molecular orbital theory Pariser-Parr-Pople method

Molecular orbital theory approximate methods

Molecular orbital theory semi-empirical methods

Molecular orbital theory semiempirical methods

Moller-Plesset perturbation theory method

Monte Carlo method, mixing theory

Monte Carlo methods density functional theory

Monte Carlo methods rate theories

Monte Carlo methods transition state theory

Multiple scattering theory linearized methods

Optimal control theory iterative methods

Orbital Theory and Methods

Perturbation theory Perturbative methods

Perturbation theory integral equation methods

Perturbation theory method

Perturbation theory optimization methods

Perturbation theory related to variation method

Perturbation theory semiclassical method

Perturbation theory, general methods

Perturbation theory, general methods for two-group model

Physical methods supporting theory

Population balance method distribution theory

Potential-relaxation method kinetic theory

Pseudopotential method comparison with theory

Quantum theory, relativistic methods

Rate theory RRKM method

Rayleigh-Schrodinger perturbation theory method

Relativistic methods within density functional theory

Scattering theory matrix variational method

Self-consistent field method density functional theory hybrid

Self-consistent field theory electron correlation methods

Simulation methods theory

Single-reference methods theory

Size methods Smoluchowski theory

Spectroscopic Methods 1 Theory

Symmetry-adapted perturbation theory method

Tautomerism: Methods and Theories, First Edition. Edited by Liudmil Antonov

The Scope and Methods oF Perturbation Theory

The Simple Hiickel Method - Theory

The Working Method for Using VSEPR Theory

The theory of cyclonite formation by methods 4 and

Theories, and the Scientific Method

Theory and Computational Methods

Theory and Methods

Theory for the electrical sensing zone method

Theory molecular mechanics methods

Theory of the Method

Theory of the Surface Photovoltage Method in a-Si

Theory quantum mechanics methods

Theory-methods package

Time-Dependent Perturbation Theory The Sum over States Method

Time-dependent density functional theory TDDFT) method

Transition State Theories. Whelands Method

Transition State Theory Method

Transition State Theory and Related Methods

Transition state theory reactive flux method

Uniform theory for second-order methods

VSEPR theory Working Method

Variational methods. Coupled Hartree-Fock theory

Variational theory of linearized methods

Vibrational methods perturbation theory

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