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- W1568450813 abstract "Digital simulation of electrochemical phenomena using an exponentially expanding space grid, as suggested by Joslin and Pletcher [1], can offer significantly more rapid computation for a given analysis than can be obtained with the conventional uniform space grid. (In a uniform grid the thicknesses of the volume elements, xi, are the same; in the exponentially expanding space grid xi+1/xi is a constant, greater than unity and as large as e0.5.) Unfortunately, the Joslin-Pletcher algorithms introduce some small errors (≈1%) into the flux computations. In the present work, it will be shown that a slightly different analysis leads to algorithms that are considerably more accurate (<0.1% error) yet do not compromise the simplicity of the explicit finite-difference method or the enhanced speed of the Joslin-Pletcher approach." @default.
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- W1568450813 date "1981-10-01" @default.
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- W1568450813 title "Optimization of explicit finite-difference simulation of electrochemical phenomena utilizing an exponentially expanded space grid" @default.
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- W1568450813 doi "https://doi.org/10.1016/s0022-0728(81)80462-7" @default.
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