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Gaussian surface

Fig. 19—A generated rough surface with Gaussian distribution and exponentiai ACF. (a) 3-D dispiay of generated Gaussian surface and (b) comparison of ACF. Fig. 19—A generated rough surface with Gaussian distribution and exponentiai ACF. (a) 3-D dispiay of generated Gaussian surface and (b) comparison of ACF.
We also fit a Gaussian surface to the spots. The average spot width, expressed as the standard deviation of the Gaussian, was 1.6 transfers in the CSE dimension and 0.19s in the MECC dimension. Each peak migrating from the sieving capillary was sampled roughly three times as it was transferred to the second-dimension capillary. [Pg.358]

We should note that is sometimes called the Gaussian surface of the chain, a notion introduced by Des Cloizeaux.) Provided d < i the constraint Uq = const furthermore implies that we decrease... [Pg.106]

Consider the integral of equation 2.2.3 over the Gaussian surface shown in Figure... [Pg.57]

Alternatively, we might move the Gaussian surface to a location just inside the outer boundary of the electrolyte. The enclosed charge must still be zero, yet we know that the net charge on the whole system is q. A negative charge equal to <7 must therefore reside at the outer surface of the electrolyte. [Pg.57]

Suppose we now imagine a Gaussian surface in the shape of a box placed in our system as shown in Figure 13.3.4. One end is at the interface. The sides are perpendicular to this end and extend far enough into the solution that the field strength d(f>/dx is essentially zero. The box therefore contains all of the charge in the diffuse layer opposite the portion of the electrode surface adjacent to the end. [Pg.549]

If we draw a gaussian surface, S, which encloses both plates, then the total charge enclosed by this surface is q = aA -h ( — (t)A = 0, where A is the area of the gaussian surface parallel to the plates. Then, by Gauss s law, Eq. (A.II.14),... [Pg.660]

Yu, Z., Jacobson, M. P, and Friesner, R. (2005). What role do surfaces play in GB models A new-generation of surface-generalized Born model based on a novel Gaussian surface for biomolecules, /. Comput Chem. 27, pp. 72-89. [Pg.415]

Fig. 8 Roughness function dependence on inverse Debye length for the random Gaussian surface, e = 80, h = 5 nm, / = (1)10, (2)15, (3)20 nm. Fig. 8 Roughness function dependence on inverse Debye length for the random Gaussian surface, e = 80, h = 5 nm, / = (1)10, (2)15, (3)20 nm.
Langmuir isotherm with quasi-Gaussian surface heterogeneity (energy distribution)... [Pg.102]

However the situation at the surface differs from that in vacuum, owing to the polarization charge. From equation 2.15, the divergence theorem applied to the Gaussian surface, defined as the surface enclosing the free charge plus the polarization charge at the surface of the dielectric, we have... [Pg.26]

Nayak [11] proposed the parameters mo, m2 and m4, spectral moments of the profile Power Spectral Density, PSD, function, to determine a large number of useful statistics for isotropic, gaussian surfaces. The PSD function is the Fourier transform of the profile autocorrelation function. According to McCool [5], these spectral moments may be calculated, for isotropic surfaces, by the expressions ... [Pg.207]

The method allows a more realistic modelling of actual, non-gaussian surfaces with engineering use, as e.g. ICE cylinders with different bore finish. Some preliminary asperity pressure calculations with the found parameters, suggest that the usual film parameter, t= Hm/Oc, on the Stribeck curve can lead to wrong conclusions about the tribological severity. [Pg.213]


See other pages where Gaussian surface is mentioned: [Pg.166]    [Pg.117]    [Pg.130]    [Pg.100]    [Pg.512]    [Pg.174]    [Pg.318]    [Pg.319]    [Pg.55]    [Pg.55]    [Pg.56]    [Pg.57]    [Pg.57]    [Pg.5]    [Pg.6]    [Pg.108]    [Pg.1443]    [Pg.166]    [Pg.2173]    [Pg.27]    [Pg.862]    [Pg.411]    [Pg.122]    [Pg.123]    [Pg.877]   
See also in sourсe #XX -- [ Pg.512 ]




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