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SS+ function

In Fig. 3a,b are shown respectively the modulus of the measured magnetic induction and the computed one. In Fig. 3c,d we compare the modulus and the Lissajous curves on a line j/ = 0. The results show a good agreement between simulated data and experimental data for the modulus. We can see a difference between the two curves in Fig. 3d this one can issue from the Born approximation. These results would be improved if we take into account the angle of inclination of the sensor. This work, which is one of our future developpements, makes necessary to calculate the radial component of the magnetic field due to the presence of flaw. This implies the calculation of a new Green s function. [Pg.330]

Due to its importance the impulse-pulse response function could be named. .contrast function". A similar function called Green s function is well known from the linear boundary value problems. The signal theory, applied for LLI-systems, gives a strong possibility for the comparison of different magnet field sensor systems and for solutions of inverse 2D- and 3D-eddy-current problems. [Pg.372]

By using the method of the dyadic Green s function [4] and the adequate boundary conditions [5], the expressions of the electric field in the zone where the transducer is placed can be written as [2]... [Pg.374]

Stuchebrukhov A A 1991 Green s functions in quantum transition state theory J. Chem. Phys. 95 4258... [Pg.898]

Cederbaum L S and Domcke W 1977 Theoretical aspects of ionization potentials and photoelectron spectroscopy a Green s function approach Adv. Chem. Phys. 36 205-344 Oddershede J 1987 Propagator methods Adv. Chem. Phys. 69 201-39... [Pg.2200]

Hedin L 1965 New method for calculating the one-particle Green s function with application to the electron-gas problem Pbys. Rev. 139 A796... [Pg.2233]

Williams A R, Feibelman P J and Lang N D 1982 Green s-function methods for electronic-structure calculations Phys. Rev. B 26 5433... [Pg.2237]

Mandelshtam V A and Taylor H S 1995 A simple recursion polynomial expansion of the Green s function with absorbing boundary conditions. Application to the reactive scattering J. Chem. Phys. 102... [Pg.2325]

In the further manipulations the site representation will be used for convenience. The Fourier transform with respect to time of a single-exciton retarded Green s function (t) of a system under the Hamiltonian in the site representation for exciton coordinates and Fock s representation for phonon coordinates is written as... [Pg.446]

To verify effectiveness of NDCPA we carried out the calculations of absorption spectra for a system of excitons locally and linearly coupled to Einstein phonons at zero temperature in cubic crystal with one molecule per unit cell (probably the simplest model of exciton-phonon system of organic crystals). Absorption spectrum is defined as an imaginary part of one-exciton Green s function taken at zero value of exciton momentum vector... [Pg.453]

Appendix 3.1 Alternative Expression for a Wavefunction Satisfying Bloch s Function... [Pg.179]

Dilfusion and Green s function QMC calculations are often done using a fixed-node approximation. Within this scheme, the nodal surfaces used define the state that is obtained as well as ensuring an antisymmetric wave function. [Pg.219]

Green s function method of Korringa, Kohn, and Rostoker (sometimes denoted KKR)... [Pg.269]

Any orbital-based scheme can be used for crystal-structure calculations. The trend is toward more accurate methods. Some APW and Green s function methods use empirical parameters, thus edging them toward a semiempirical classification. In order of preference, the commonly used methods are ... [Pg.269]

A major difference between alcohols and thiols concerns their oxidation We have seen earlier m this chapter that oxidation of alcohols gives compounds having carbonyl groups Analogous oxidation of thiols to compounds with C=S functions does not occur Only sulfur is oxidized not carbon and compounds containing sulfur m various oxida tion states are possible These include a series of acids classified as sulfemc sulfimc and sulfonic according to the number of oxygens attached to sulfur... [Pg.650]

Protein S. Protein S is a single-chain molecule of approximately 78,000 daltons that contains 10 y-carboxy glutamic acid residues in the NH -terminal portion of the molecule. Protein S is a regulatory vitamin K-dependent protein. In plasma 40% of this protein circulates free and 60% circulates bound to C4b binding protein. Free Protein S functions as a nonenzymatic cofactor that promotes the binding of Protein C to membrane surfaces (22—25). [Pg.175]

McCutcheon s Functional Materials, North Am. International Ed., Glen Rock, N.J., 1991. [Pg.542]

The photoelectron spectra of pyridazine have been interpreted on the basis of many-body Green s function calculations both for the outer and the inner valence region. The calculations confirm that ionization of the first n-electron occurs at lower energy than of the first TT-electron (79MI21201). A large number of bands in the photoelectron spectrum of 3,6-diphenylpyridazine in stretched polymer sheets have been assigned to transitions predicted... [Pg.8]

Stakgold, I. Green s Functions and Boundary Value Problems. Interscience, New York (1979). [Pg.424]

Values of Vj as a function of x may be obtained from a table of Wick s functions. [Pg.1661]

Employees should have adequate training ensuring that they understand their role and responsibilities in their assigned job. They should also understand the role and responsibility of their work group s function and how it relates to the overall business. [Pg.192]

In the derivation of (5.38) we have extracted the <5-function term from the phonon Green s function which, in turn, renormalized the bare potential V to the adiabatic one An expression similar to (5.37) can be obtained for an arbitrary bath whenever the coupling is suflSciently weak and the functional Z[Q(t)] can be expanded into the series... [Pg.81]

However, the Green s function of the bath Gb(t, t ) = 5 Z/5Q(t)5Q(t ) may have a form quite different from a single-phonon Green s function and may exhibit a strong temperature dependence. It would be interesting, for example, to see explicitly how this kernel, say, for a liquid, reduces to the phonon Green s function but with temperature-dependent parameters so that the friction coeflScient rj depends on temperature. To the authors knowledge this has not been done as yet. [Pg.82]


See other pages where SS+ function is mentioned: [Pg.328]    [Pg.330]    [Pg.366]    [Pg.964]    [Pg.2029]    [Pg.2213]    [Pg.2226]    [Pg.2232]    [Pg.2315]    [Pg.137]    [Pg.442]    [Pg.443]    [Pg.444]    [Pg.447]    [Pg.447]    [Pg.448]    [Pg.451]    [Pg.87]    [Pg.93]    [Pg.112]    [Pg.152]    [Pg.188]    [Pg.380]    [Pg.424]    [Pg.295]    [Pg.81]    [Pg.263]    [Pg.431]   
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Activation s. a. Functionalization)

Bare Green’s function

Becke’s three-parameter hybrid functional

Bessel s function

Carnot’s function

Cognitive function in Alzheimer’s disease

Debye’s function

Derringer’s desirability functions

Dirac S functions

Dirac’s delta function

Dyadic Green’s function

Equation of motion, Green’s function

Euler s theorem on homogeneous functions

Euler’s function

Euler’s gamma function

Euler’s theorem for homogeneous functions

Euler’s theorem of homogeneous functions

Extended particle-hole Green’s functions

Extended two-particle Green’s functions

Fisher’s likelihood function

Function Newton s method

Function of Fe-S cluster

Functionalization of Poly(Ether Sulfone)s

Green s function calculations

Green s function quantum Monte Carlo

Green’s connected function

Green’s function

Green’s function Monte Carlo

Green’s function and density matrices

Green’s function formalism

Green’s function matrix

Green’s function method

Green’s function optical potential

Green’s function techniques

Green’s function theory

Green’s functions boundary conditions

Green’s functions representation

Hamilton’s principal function

Hammett’s Acidity Function

Heaviside’s step function

Henry’s function

Herman’s orientation function

Hierarchy Green’s functions

Hydrocarbons, hydrocarbon s. Functionalization

Kronecker’s delta function

Legendre’s functions

Local Green’s functions

Love’s stress function

Lyapunov’s function

Many body Green’s function

Minimum in Their S(T) function

Non-equilibrium Green’s function

Nonequilibrium Green s function

Outer valence Green’s functions

Parson s function

Partition function (s) internal

Poles of the Green’s functions

Rayleigh’s dissipation function

Riemann’s zeta function

Rosenbrock’s function

S, state function

S-Nitrosoproteins Functional Effects of Posttranslational Nitrosation

S-Type Risk Function

SIMULINK S-functions

Sensitivity function S

Sturm’s functions

Surface Green’s function

Taguchi’s loss function

The S function

Thermodynamically consistent S/G isotherms for functions and parameters

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