Alternating Direction Methods for Hyperbolic Differential Equations

作者: Milton Lees

DOI: 10.1137/0110046

关键词: Wave equationMathematicsDifferential equationFirst-order partial differential equationPartial differential equationVon Neumann architectureHyperbolic partial differential equationMathematical analysisBoundary value problem

摘要: The difference equation (1.1) u_(tt) = u_(xx) + η/k^2u_(xxtt) depending on the nonnegative parameter η, was introduced by von Neumann (cf. [1]) for numerical solution of boundary value problems one-dimensional wave ∂^2w/∂t^2 ∂^2w/∂x^2.

参考文章(0)