A universal solver for hyperbolic equati
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T. Yabe; T. Ishikawa; P.Y. Wang; T. Aoki; Y. Kadota; F. Ikeda
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Article
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1991
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Elsevier Science
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English
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A new numerical method is proposed for multidimensional hyperbolic equations. The scheme uses a cubic spatial profile within grids, and is described in an explicit finite-difference form by assuming that both the physical quantity and its spatial derivative obey the master equation. The method gives