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A Rational Function Approximation for the Integration Point in Exponentially Weighted Finite Element Methods

机译:指数加权有限元方法中积分点的有理函数逼近

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A rational function is presented for approximating the function f(z) = coth z - 1/z that appears in several exponentially fitted or weighted finite difference and finite element methods for convection-diffusion problems. The approximation is less expensive to evaluate than f(z) and provides greater accuracy than the doubly asymptotic approximation when z = 0(1). (Author)

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