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Gaussian field model

Chandler D 1993 Gaussian field model of fluids with an application to polymeric fluid Phys. Rev. E 48 2989... [Pg.552]

Figure 3.16 illustrates the results obtained using the Gaussian field model version of the continuum theory. The results shown are for SD in acetonitrile and water. Experimental data for C153 in acetonitrile [19] and C343 in water [49] are compared with continuum... [Pg.372]

X. Song, D. Chandler and R. A. Marcus, Gaussian field model of dielectric solvation dynamics, J. Phys. Chem., 100 (1996) 11954-59. [Pg.386]

D. Chandler, Phys. Rev. E, 48, 2898 (1993). Gaussian Field Model of Fluids with an... [Pg.208]

Fig. 8 Temperature dependence of the zero field hole mobility in the low carrier density limit in a polyfluorene copolymer. The data are inferred from space-charge-limited current experiments and analyzed in terms of the extended Gaussian disorder model (see Sect. 4.1). From [90] with permission. Copyright (2008) by the American Institute of Physics... Fig. 8 Temperature dependence of the zero field hole mobility in the low carrier density limit in a polyfluorene copolymer. The data are inferred from space-charge-limited current experiments and analyzed in terms of the extended Gaussian disorder model (see Sect. 4.1). From [90] with permission. Copyright (2008) by the American Institute of Physics...
Figure 101 Calculated Poole-Frenkel plots according to the correlated disorder model for different values of o jkT (from top curve downward). The calculations according to the Gaussian disorder model with Figure 101 Calculated Poole-Frenkel plots according to the correlated disorder model for different values of o jkT (from top curve downward). The calculations according to the Gaussian disorder model with <r/kT= 5.10 (the lowest curve) are given for comparison. The value of (eaF/rr(i)12 = 1 corresponds to the electric field F = 106 V/cm with acj = 0.1 eV and a = 1 nm. After Ref. 460. Copyright 1998 American Physical Society.
Despite the considerable success of Eq. (7) in consistently rationalizing mobility data in many systems, the Gaussian Disorder Model misses the mark in one major way. The field-strength [E) dependence predicted for a realistic value of d (3.0, approximately the smallest a ever encountered in practice) and various values of E is shown in Figure 39 [63a,b]. Only for strong fields (sometimes only above 10 V cm ) are the results adequately described as linear functions of whereas experimentally this linearity usually extends to the lowest values of E accessible (sometimes as low as lO V cm ) [60b, 63c,d]. It was initially proposed that the... [Pg.3619]

Figure 39. Field-strength ( ) dependence of the mobility (p) predicted by the Gaussian Disorder Model. (Reprinted with permission from Ref [63b].)... Figure 39. Field-strength ( ) dependence of the mobility (p) predicted by the Gaussian Disorder Model. (Reprinted with permission from Ref [63b].)...

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