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- W2953667406 abstract "Two-dimensional advection–diffusion processes with memory and a source concentrated in the symmetry center of the domain have been investigated. The differential equation of the studied model is a fractional differential equation with short-tail memory (a differential equation with Caputo–Fabrizio time-fractional derivatives). An analytical solution of the initial-boundary value problem has been determined by employing the Laplace transform and double sine-Fourier transforms. A numerical solution of the studied problem has been determined using finite difference approximations. Numerical simulations for both solutions have been carried out using the software Mathcad." @default.
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- W2953667406 date "2019-07-04" @default.
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- W2953667406 title "Two-Dimensional Advection–Diffusion Process with Memory and Concentrated Source" @default.
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