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On the circumradius condition for piecewise linear triangular elements

机译:分段线性三角形单元的外圆条件

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摘要

We discuss the error analysis of linear interpolation on triangular elements. We claim that the circumradius condition is more essential than the well-known maximum angle condition for convergence of the finite element method, especially for the linear Lagrange finite element. Numerical experiments show that this condition is the best possible. We also point out that the circumradius condition is closely related to the definition of surface area.
机译:我们讨论了三角形元素上线性插值的误差分析。我们声称,对于有限元方法的收敛,尤其是对于线性拉格朗日有限元而言,周向条件比众所周知的最大角度条件更为重要。数值实验表明,这种情况是最好的。我们还指出,圆周率条件与表面积的定义密切相关。

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