Article ID Journal Published Year Pages File Type
4967054 Journal of Computational Physics 2018 15 Pages PDF
Abstract

•A new iterative scheme for the discrete Smoluchowski equation is presented.•The numerical properties of the method are explored for a range of kernels.•The solver is extended to spatially dependent problems with non-uniform velocities.•It is suggested how the performance of the method could render it useful in CFD applications to industrial coagulation problems.

This paper introduces a new iterative scheme for solving the discrete Smoluchowski equation and explores the numerical convergence properties of the method for a range of kernels admitting analytical solutions, in addition to some more physically realistic kernels typically used in kinetics applications. The solver is extended to spatially dependent problems with non-uniform velocities and its performance investigated in detail.

Related Topics
Physical Sciences and Engineering Computer Science Computer Science Applications
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