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Coupled method coupling

Gas chromatography is not an identification method the components must be identified after their separation by capillary column. This is done by coupling to the column a mass spectrometer by which the components can be identified with the aid of spectra libraries. However tbe analysis takes a long time (a gasoline contains aboutTwo hundred components) so it is not practical to repeat it regularly. Furthermore, analysts have developed te hpiques for identifying... [Pg.73]

In many cases faults will only restrict fluid flow, or they may be open i.e. non-sealing. Despite considerable efforts to predict the probability of fault sealing potential, a reliable method to do so has not yet emerged. Fault seal modelling is further complicated by the fact that some faults may leak fluids or pressures at a very small rate, thus effectively acting as seal on a production time scale of only a couple of years. As a result, the simulation of reservoir behaviour in densely faulted fields is difficult and predictions should be regarded as crude approximations only. [Pg.84]

In wide sectors of industry there is a growing need of inspection methods which go without liquid coupling media. The excitation of bulk and surface waves by means of air-coupled ultrasonic probes is therefore an attractive tool for NDE. This is tme e.g. for the rapid scanning of large composite structures in the aerospace industry [1]. In other cases, the use of liquid couplants is prohibitive like the thickness measurement of powder layers. [Pg.840]

This is Kirkwood s expression for the chemical potential. To use it, one needs the pair correlation fimction as a fimction of the coupling parameter A as well as its spatial dependence. For instance, if A is the charge on a selected ion in an electrolyte, the excess chemical potential follows from a theory that provides the dependence of g(i 2, A) on the charge and the distance r 2- This method of calculating the chemical potential is known as the Gimtelburg charging process, after Guntelburg who applied it to electrolytes. [Pg.474]

Mineva T, Russo N and Sicilia E 1998 Solvation effects on reaction profiles by the polarizable continuum model coupled with Gaussian density functional method J. Oomp. Ohem. 19 290-9... [Pg.864]

To develop coupled-chaimel methods to solve the Sclirodinger equation, we first transfonn the Hamiltonian (A3.11.811 to hyperspherical coordmates, yielding ... [Pg.975]

This equation may be solved by the same methods as used with the nonreactive coupled-channel equations (discussed later in section A3.11.4.2). Flowever, because F(p, p) changes rapidly with p, it is desirable to periodically change the expansion basis set ip. To do this we divide the range of p to be integrated into sectors and within each sector choose a (usually the midpoint) to define local eigenfimctions. The coiipled-chaimel equations just given then apply withm each sector, but at sector boundaries we change basis sets. Let y and 2 be the associated with adjacent sectors. Then, at the sector boundary p we require... [Pg.976]

Other methods of sample introduction that are commonly coupled to TOP mass spectrometers are MALDI, SIMS/PAB and molecular beams (see section (Bl.7.2)). In many ways, the ablation of sample from a surface simplifies the TOP mass spectrometer since all ions originate in a narrow space above the sample surface. [Pg.1354]

The ESEEM methods are best suited for the measurement of small hyperfme couplings, e.g. for the case of... [Pg.1580]

One of the most attractive features of the CIDNP multiplet effect is that it allows detennination of the sign of the J coupling, which is often difficult to do by other methods. [Pg.1601]

On investigating a new system, cyclic voltannnetty is often the teclmique of choice, since a number of qualitative experiments can be carried out in a short space of time to gain a feelmg for the processes involved. It essentially pennits an electrochemical spectrum, indicating potentials at which processes occur. In particular, it is a powerfid method for the investigation of coupled chemical reactions in the initial identification of mechanisms and of intemiediates fomied. Theoretical treatment for the application of this teclmique extends to many types of coupled mechanisms. [Pg.1929]

Solution of this set for F R) represents tire adiabatic close-coupling method. The adiabatic states are nomrally detennined (via standard computational teclmiques of quanUim chemistry) relative to a set of axes (X, Y, Z ) with the Z- axis directed along the nuclear separation R. On transfomring to this set which rotates during the collision, then /(r, / ), for the diatomic A-B case, satisfies... [Pg.2042]

A partial wave decomposition provides the frill close-coupling quantal method for treating A-B collisions, electron-atom, electron-ion or atom-molecule collisions. The method [15] is siumnarized here for the inelastic processes... [Pg.2048]

Binsch [6] provided the standard way of calculating these lineshapes in the frequency domain, and implemented it in the program DNMR3 [7], Fonnally, it is the same as the matrix description given in section (B2.4.2.3). The calculation of the matrices L, R and K is more complex for a coupled spin system, but that should not interfere witii the understanding of how the method works. This work will be discussed later, but first the time-domain approach will be developed. [Pg.2099]

In the coupled-cluster (CC) method [61J, one expresses the wavefunctlon In a somewhat different manner ... [Pg.2178]

In recent years, these methods have been greatly expanded and have reached a degree of reliability where they now offer some of the most accurate tools for studying excited and ionized states. In particular, the use of time-dependent variational principles have allowed the much more rigorous development of equations for energy differences and nonlinear response properties [81]. In addition, the extension of the EOM theory to include coupled-cluster reference fiuictioiis [ ] now allows one to compute excitation and ionization energies using some of the most accurate ab initio tools. [Pg.2188]

One method, simple to implement and reliable, is to periodically reselect atomic velocities at random from the Maxwell-Boltzmaim distribution [79]. This is rather like an occasional random coupling with a thennal bath. The resampling may be done to individual atoms, or to the entire system some giudance on the reselection frequency may be found in [79]. [Pg.2261]


See other pages where Coupled method coupling is mentioned: [Pg.25]    [Pg.98]    [Pg.118]    [Pg.155]    [Pg.37]    [Pg.44]    [Pg.156]    [Pg.326]    [Pg.328]    [Pg.693]    [Pg.721]    [Pg.201]    [Pg.784]    [Pg.985]    [Pg.1328]    [Pg.1331]    [Pg.1456]    [Pg.1460]    [Pg.1461]    [Pg.1510]    [Pg.1569]    [Pg.1569]    [Pg.1580]    [Pg.1581]    [Pg.1649]    [Pg.1800]    [Pg.1824]    [Pg.2050]    [Pg.2050]    [Pg.2108]    [Pg.2178]    [Pg.2212]    [Pg.2225]    [Pg.2250]    [Pg.2265]   
See also in sourсe #XX -- [ Pg.41 , Pg.42 , Pg.43 , Pg.44 ]




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A Static Method Coupling Calorimetry and Volumetry

Activated Forms and Coupling Methods

Amino coupling method

Analytical methods inductively coupled plasma-optical

Analytical transport-coupled methods

Aqueous phase coupling method

Block correlated coupled cluster method

Block coupling methods

Bond breaking coupled cluster methods

Bonding, relativistic effects Coupled cluster method

Brueckner coupled-cluster method

Charged coupled device methods

Close-coupling method

Close-coupling method time-dependent

Complex-coordinate coupled-channel methods

Computational chemistry coupled-cluster method

Convergent close-coupling method

Couple cluster methods

Couple cluster methods advantages

Couple cluster methods applications

Couple cluster methods equations

Couple cluster methods wave operators

Coupled Cluster methods

Coupled Electron Pair Approximation method

Coupled Electron-Ion Monte Carlo method

Coupled Hartree-Fock Method

Coupled Method

Coupled Methods for Substance Identification

Coupled Neutronic Thermal-Hydraulic Stability Analysis Method

Coupled assay method

Coupled channel method

Coupled channel scattering methods

Coupled cluster (CC) method

Coupled cluster method EOMCC

Coupled cluster method EOMXCC

Coupled cluster method active space

Coupled cluster method applications

Coupled cluster method equations

Coupled cluster method intermediate Hamiltonian

Coupled cluster method ionization potentials

Coupled cluster method perturbation expansion

Coupled cluster method potential energy surfaces

Coupled cluster method renormalized

Coupled cluster method spin flip

Coupled cluster method systems

Coupled cluster method, trial

Coupled cluster methods compounds

Coupled cluster methods for

Coupled cluster propagator method

Coupled cluster singles and doubles CCSD) method

Coupled cluster theory CCSD method

Coupled dipole method

Coupled homogeneous electrode reactions methods

Coupled instrumental methods of analysis

Coupled lattice methods

Coupled oscillator method

Coupled pair functional method

Coupled perturbed Hartree-Fock GIAO method

Coupled perturbed-Kohn Sham method

Coupled states method

Coupled-channels-optical method

Coupled-channels-optical method equivalent local

Coupled-channels-optical method total ionisation cross section

Coupled-cluster CCSD methods

Coupled-cluster and quadratic configuration interaction methods

Coupled-cluster doubles method

Coupled-cluster method Brillouin-Wigner

Coupled-cluster method CCSDT

Coupled-cluster method Hilbert space approach

Coupled-cluster method concept

Coupled-cluster method definition

Coupled-cluster method extension

Coupled-cluster method multireference

Coupled-cluster method single-reference

Coupled-cluster method types

Coupled-cluster method with singles and

Coupled-cluster method with singles and doubles

Coupled-cluster methods accuracy

Coupled-cluster methods, development

Coupled-cluster singles method

Coupled-cluster theory approximate methods

Coupled-perturbed self-consistent field methods

Coupling Reagents and Methods for Solid-Phase Synthesis

Coupling chromatographic methods, trace analysis

Coupling method selection

Coupling methods

Coupling methods, acid fluoride

Coupling reagents activation method

Coupling reagents and methods

Coupling with other methods

Coupling, three component, “cation pool” method

Diffusion-coupled methods

Dynamical correlations coupled cluster methods

Electron correlation coupled-cluster methods

Electron correlation methods coupled cluster theory

Electron coupled cluster-method

Equation of motion coupled-cluster method

Equation-of-motion coupled-cluster single and doubles method

Equations-of-motion coupled cluster methods EOM-CC)

Expectation value coupled cluster method

Extended coupled cluster method

Externally corrected coupled-cluster method

Fock space multireference coupled-cluster method

Fock-space coupled cluster method

Fock-space coupled cluster method equations

Fock-space coupled cluster method ionization potentials

Formulation of the Coupled Cluster Method for Quasi ID Polymers

Four-component coupled cluster method

Hapten coupling, methods

Hyperfine coupling constants method

Inductively couple plasma methods

Inductively coupled plasma method

Inductively coupled plasma optical emission sample preparation methods

Kumada cross-coupling method

Lagrangians coupled-cluster methods

Laser ablation-inductively coupled methods

Loose-coupling method

MCSCF method coupled perturbed

Many-body perturbation theory coupled cluster methods

Method changes cross-coupling

Methods coupled MCSCF-perturbation

Mixed anhydride coupling method

Modified coupled pair functional method

Multi-reference coupled-cluster method

Noniterative coupled cluster methods

Numerical method of lines for nonlinear coupled PDEs

Organic phase coupling method

Overview of quantum reactive methods and remarks on the coupled equations problem

Oxidation-reduction coupling method

Oxidative coupling method

Particles covalent coupling methods

Peptide coupling method

Polymerization Kumada cross-coupling method

Polymerization methods Oxidative coupling

Polymerization methods Stille coupling

Polymerization methods Suzuki coupling

Quantum mechanics coupled cluster methods

Relativistic coupled cluster method

Relativistic coupled-cluster method application

Relativistic coupled-cluster method wavefunctions

Soft ionization method coupling

Solid-phase synthesis coupling methods

Spectrometry Coupled with Chemical Methods

Study of Actinides by Relativistic Coupled Cluster Methods

Synthetic methods McMurry coupling

Synthetic methods pinacol coupling

Test Method for Determination of Additive Elements in Lubricating Oils by Inductively Coupled

The Coupled Pair Functional Method

The Coupled-Cluster Method

The Spin-Coupled Valence Bond Method

The coupled-channel method

The equation-of-motion coupled-cluster method

Transition Metal Catalyzed Coupling Methods

Transport coupled methods

Truncated coupled cluster methods

Two-component all-electron methods for spin-orbit coupling

Variational methods. Coupled Hartree-Fock theory

Wave-function based methods coupled cluster

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