(redirected fromLambert's cosine law) Thesaurus Medical Financial Encyclopedia Wikipedia diffusion In the process of diffusion of a single solute, a concentration of molecules on one side of a membrane (top) will move through a membrane (center) until there is equilibrium on both sides (bottom)...
Recently developed bottom scattering models require an array of\nparameters to describe low-grazing backscattering. In stark contrast to\nthis is the simplicity of Lambert's law which requires only a single\nempirical coefficient. Lambert's law is currently used for most sonar\napplications, but ...
In particular, there is interesting and sometimes surprising behavior when the propagation obeys mode-stripping (the high angles are preferentially attenuated by bottom losses) whilst the scattering obeys Lambert's law (high angles are preferentially back-scattered). There may be conditions where the ...
These latter cell survivals give a straight line in the semi-logarithmic plot, with S(D) versus D (the bottom curve in Fig. 1a). On the other hand, for e.g. n = nmax = 2, the output cell colony survival F(D) is a clearly shouldered curve (the top curve in Fig. 1a). ...
The Memorandum provides formulas for obtaining the diffusely transmitted and reflected radiation fields for a planetary, isotropically scattering atmosphere of finite thickness in terms of the solution to the problem with no planetary surface. Numerical results show that these reflected and transmitted ...
Formulas for obtaining the diffusely transmitted and reflected radiation fields for a planetary, isotropically scattering atmosphere of finite thickness in terms of the solution to the problem with no planetary surface are provided. Numerical results then show that these reflected and transmitted fluxes ...
Equation(1), which was derived from our time-resolved study on the Beer-Lambert law, shows that light intensity along the non-linear path taken by photons through scattering media is exponentially attenuated by absorption. Monte Carlo simulation also confirmed this (7). The present paper expands...
Zardecki, "Multiple scattering corrections to the Beer-Lambert law. 1: Open detector," Appl. Opt. 21, 2405- 2412 (1982).W.G. Tam and A. Zardecki. Multiple scattering corrections to the Beer-Lambert law 1: Open detector. Applied Optics, 21(13):2405, 1982....