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Dynamical screening

Dynamic screening equipment can be categorised according to the type of motion used to shake-up and transport the material on the screen. The principal types used in the chemical process industries are described briefly below. [Pg.402]

As will be shown in Section 3, inelastic X-ray scattering experiments can help to decide which theoretical approach is appropriate. One must keep in mind that this static correction is far from an appropriate description of electron correlations. A more accurate way is to account for dynamical screening by writing %(q, co) in terms of the one-particle Greens function G(p, e) corrected for many-particle effects by a... [Pg.192]

As Example 1 and Example 2 suggest, CA rules are easy to apply using a computer. An early example of a CA with which most computer users are familiar is the Game of Life, 1 2 which is a two-state CA with simple transition rules. This became one of the earliest dynamic screen savers. ... [Pg.180]

Accounting for electron correlation in a second step, via the mixing of a limited number of Slater determinants in the total wave function. Electron correlation is very important for correct treatment of interelectronic interactions and for a quantitative description of covalence effects and of the structure of multielec-tronic states. Accounting completely for the total electronic correlation is computationally extremely difficult, and is only possible for very small molecules, within a limited basis set. Formally, electron correlation can be divided into static, when all Slater determinants corresponding to all possible electron populations of frontier orbitals are considered, and dynamic correlation, which takes into account the effects of dynamical screening of interelectron interaction. [Pg.154]

Owing to the long-range character of Coulomb forces, the formulation of kinetic equations for plasmas is more complicated than that for neutral gases. Therefore, the Coulomb systems show a collective behavior, and we observe for example, the dynamical screening of the Coulomb potential. [Pg.177]

Let us now consider the problem of bound states in plasmas. The interaction between the plasma particles is given by the Coulomb force. A characteristic feature of this interaction is its long range. Therefore, Coulomb systems show a collective behavior, so we can observe, for instance, the dynamical screening of the Coulomb potential and plasma oscillations. [Pg.228]

Similar ladder diagrams describe the dressing of interaction vertex as it shown in Fig. 2b. The dressed vertex can be used to obtain the polarization operator, that defines effective dynamically screened Coulomb interaction... [Pg.33]

Here, F(co ), termed the dynamical screening factor, is uniquely defined by the dynamical polarizability c ( >) of the carbon cage [38,39,43] ... [Pg.27]

Figure 17 The Cgo dynamical screening function F (to) [40] along with the RPAE calculated 5p photoionization cross section of free Xe, CT eefei, encaged Xe both at the frozen-cage approximation... Figure 17 The Cgo dynamical screening function F (to) [40] along with the RPAE calculated 5p photoionization cross section of free Xe, CT eefei, encaged Xe both at the frozen-cage approximation...
At the dynamical-cage approximation level (see the lower main panel in Figure 20), the role of the dynamical screening of the incoming radiation by the C60 cage is tremendous [64], resulting in the impressively enhanced 4s photoionization cross section afsA compared to that calculated at the frozen-cage approximation level. [Pg.54]

In [20], the dynamical screening of the incoming radiation by the Ceo cage was not accounted for, since the dynamical screening effect was not yet unraveled at that time. Updated, accounting for the dynamical screening effect, results of a new study [64] of the Ca 4s photoionization cross section of... [Pg.60]

Ca C60, ofs A, are displayed in the lower panel of Figure 26. The dynamical screening effect is seen to increase very much quantitatively, although does not alter qualitatively, the photoionization probability of Ca at the autoionizing resonance energies compared to the predictions of the frozen-cage approximation. [Pg.61]

M. Campagna and F.U. Hillebrecht, f-electron hybridization and dynamical screening of core holes in intermetallic compounds 75... [Pg.456]

A core-hole is dynamically screened by a series of processes. This dynamic screening, as... [Pg.131]

Fig. 59a-d. Dynamic screening and localization of a core hole in a finite (a) and infinite (b) polymer and quasi-one-dimensional metal (c) (d) shows the lowest order Feynman diagram for the process... [Pg.95]

The radial correlation leads to a dynamical screening of the nuclear charge, imposed by one electron on the other. This allows the electrons to start at the inner boundary of the Coulomb zone with rt r2, but to leave the Coulomb zone with > r2 (or r, < r2). [Pg.260]

Still employing the assumption g3 = 0, but allowing for some of the contributions of third particles to g2, ( dynamical screening ), results in the even more complicated Lenard-Balescu collision integral C p-... [Pg.38]

Since the initial work in 1996 from Venton and coworkers on the dynamic screening (under conditions in which both hydrolysis and synthesis occurred in the presence of proteases) of a peptide library for the discovery of novel peptides that bind to fibrinogen [3], many efforts have been made to perform amide exchange in... [Pg.308]


See other pages where Dynamical screening is mentioned: [Pg.2209]    [Pg.95]    [Pg.55]    [Pg.60]    [Pg.61]    [Pg.228]    [Pg.24]    [Pg.29]    [Pg.49]    [Pg.65]    [Pg.163]    [Pg.213]    [Pg.260]    [Pg.166]    [Pg.555]    [Pg.131]    [Pg.133]    [Pg.136]    [Pg.16]    [Pg.55]    [Pg.65]    [Pg.69]    [Pg.93]    [Pg.94]    [Pg.124]    [Pg.392]    [Pg.28]   
See also in sourсe #XX -- [ Pg.81 , Pg.82 , Pg.85 , Pg.86 ]




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