耦合双曲方程组的H1-Galerkin混合法半离散误差估计
우합쌍곡방정조적H1-Galerkin혼합법반리산오차고계
The Semidiscrete Error Estimates for H1-Galerkin Mixed Method for the Coupled Hyperbolic Equations
  • 万方数据
    现代计算机：下半月版 현대계산궤：하반월판
    Modem Computer
    2012年 16期 3-6 ,共4页

    毕远宏%王金凤

    필원굉%왕금봉

    耦合双曲方程组%H1-Galerkin混合方法%最优阶误差估计 耦閤雙麯方程組%H1-Galerkin混閤方法%最優階誤差估計
    우합쌍곡방정조%H1-Galerkin혼합방법%최우계오차고계
    Coupled Hyperbolic Equations%H1-Galerkin Mixed Method%Optimal Error Estimates
    利用H1-Galerkin混合有限元方法讨论耦合线性双曲方程组．通过非标准能量估计方法得到半离散最优收敛阶误差估计，而且不用验证LBB相容性条件。
    이용H1-Galerkin혼합유한원방법토론우합선성쌍곡방정조．통과비표준능량고계방법득도반리산최우수렴계오차고계，이차불용험증LBB상용성조건。
    Discusses a H1-Galerkin mixed finite element method for the coupled hyperbolic equations.Op- timal error estimates of semidiscrete schemes are derived. It does not require the LBB consis- tency condition.
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