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Exact(13)
The coefficients of the weight function are given.
Different choices of the metric and weight function are discussed and used for the comparison.
Unknown coefficients included in the weight function are determined using the reference stress intensity factors obtained from finite element analysis.
To this end, two different approaches, unit weight function and least square weight function, are examined in order to determine the appropriate method.
The circle domain of support, linear basis, and fourth-order spline weight function are applied to compute the shape function, and Bubnov Galerkin method is applied to discretize the PDEs.
In this paper, the time and norm optimal control problems of controlled heat equations with a weight function are considered.
Similar(47)
The generalized weighted quasiarithmetic mean of function with respect to weight function is given by (21).
A parametric queue weight function is developed, discussed and evaluated.
Equality holds when the weight function is an Hermitean form.
Based on the comparison results, a novel ADRF robust weight function is proposed.
The weight function is chosen so that singularities in the equation can be easily treated.
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