The results obtained shows the intrinsic difference of the neutral hyperbolic equations from hyperbolic equation.

这些结果充分揭示了中立型双曲方程与双曲型方程存在质的差异.

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Meanwhile, the similar results are obtained for hyperbolic equation under semidiscrete scheme with above elements.

同时将其应用到双曲方程,在半离散格式下展开误差估计,得到了和抛物方程类似的结果.

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The convergence analysis for the second order hyperbolic equation with the P 1 - nonconforming finite element is discussed.

研究了二阶双曲方程的P1 - 非协调元的收敛性,利用该单元的特殊性质,并通过新的技巧,给出了相应的误差估计.

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