Computer Business Week
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Computational Fluid Dynamics
Studies from Catholic University in the Area of Computational Fluid Dynamics Published
June 30th, 2011
"A flexible numerical scheme for the discretization of the space-time fractional diffusion equation is presented. The model solution is discretized in time with a pseudo-spectral expansion of Mittag-Leffler functions," scientists writing in the journal Computers & Fluids report. "For the space discretization, the proposed scheme can accommodate either low-order finite-difference and finite-element discretizations or high-order pseudo-spectral discretizations. A number of examples of numerical solutions of the space-time fractional diffusion equation are presented with various combinations of the time and space derivatives," wrote E. Hanert and colleagues, Catholic...
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Source: Computer Business Week (2011-06-30)
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