F. Sattin. "Fick's law and Fokker-Planck equation in inhomogeneous environ- ments". In: Physics Letters A 37.22 (2008), pp. 3941-3945. doi: 10.1016/j. physleta.2008.03.014.Sattin,F.Fick’’s law and Fokker-Planck equation in inhomogeneous environments. Physics Letters A . 2008...
The self-diffusion of a tagged particle in a 3-dimensional fluid of identical particles cannot be described by a linear diffusion equation which contains corrections to Fick's law proportional to 4 n, 6 n, … For long times a t 1 2 divergence is found for the super-Burnett coefficient, ...
Fick's law and Ohm's law are linear relationships of a macroscopic nature involving neutral and charged particles out of equilibrium. Their validity is examined by comparing the equation of motion which these laws represent with the Heisenberg equation of motion. Conditions that reduce the exact...
Fick's law and Ohm's law are linear relationships of a macroscopic nature involving neutral and charged particles out of equilibrium. Their validity is examined by comparing the equation of motion which these laws represent with the Heisenberg equation of motion. Conditions that reduce the exact ...
F. Sattin. "Fick's law and Fokker-Planck equation in inhomogeneous environ- ments". In: Physics Letters A 37.22 (2008), pp. 3941-3945. doi: 10.1016/j. physleta.2008.03.014.Sattin,F.Fick’’s law and Fokker-Planck equation in inhomogeneous environments. Physics Letters A . 2008...
Fick's law and Ohm's law are linear relationships of a macroscopic nature involving neutral and charged particles out of equilibrium. Their validity is examined by comparing the equation of motion which these laws represent with the Heisenberg equation of motion. Conditions that reduce the exa...
Fick's first law is compared with the Stefan-Maxwell equation indescribing the compositon of a constant evaporating mixture. The maximum deviation between the two predictions varies with the system: 17% for toluene-ethanol solutions evaporating in air, 8.5% for benzene-methanol solutions in air....
F DebbaschJean Pierre Rivet
The optimization problem is to solve for the adjoint equation for which the value of the Fick''s law diffusivity minimizes the criterion. The Lagrangian derivative is solved by using a discrete derivative of the criterion. The theoretical curves are generated by using simple explicit (FSE) and ...
The conceptual scheme of a method termed the integral-differential method of solving the transport equation on the basis of the kinetic Fick's law is presented.doi:10.1007/s10512-016-0111-1Seliverstov, V. VNatl Res Ctr Kurchatov InstSpringer USAtomic Energy...