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Improvement of two inequalities in the stationary Navier-Stokes equations

机译:固定Navier-Stokes方程中两个不等式的改进

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摘要

Two inequalities in the book Navier-Stokes Equations Theory and Numerical Analysis written by Roger Temam are improved via Schwarz''s inequality and Young''s inequality, and the coefficients of them are simplified from 2~(1/4) • 3~(1/2) and 2~(1/2) • 3~(3/4) to 2~(1/4) and 2~(3/4), respectively. Therefore, to some extent the approximating error can be reduced and the accuracy of approximation can be improved.
机译:罗杰·特马姆(Roger Temam)撰写的《 Navier-Stokes方程理论和数值分析》一书中的两个不等式通过Schwarz不等式和Young不等式得到改善,它们的系数从2〜(1/4)•3〜简化。 (1/2)和2〜(1/2)•3〜(3/4)分别为2〜(1/4)和2〜(3/4)。因此,可以在某种程度上减小近似误差,并且可以提高近似精度。

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