Smoluchowski Equation for Potentials: Extremum Principle and Spectral Expansion


    In this section we will consider the general properties of the solution p(r, t) of the Smoluchowski equation in the case that the force field is derived from a potential, i.e., F (r) = −∇U(r) and that the potential is finite everywhere in the diffusion doamain Ω. We will demonstrate first that the solutions, in case of reaction-free boundary conditions… (More)


    Figures and Tables

    Sorry, we couldn't extract any figures or tables for this paper.

    Slides referencing similar topics