A numerical approach to the asymptotic behavior of solutions of a one-dimensional free boundary problem of hyperbolic type

TACHIKAWA T; OMATA S; NAKANE K; KIKUCHI K; IMAI H

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J-GLOBAL ID：201302177070705968 Reference number：13A0204202

A numerical approach to the asymptotic behavior of solutions of a one-dimensional free boundary problem of hyperbolic type

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Author (5)： , , , ,
Material：
Volume： 18 Issue： 1 Page： 43-58 Publication year： 2001
JST Material Number： O1699A ISSN： 0916-7005 Document type： Article
Country of issue： Other (ZZZ) Language： ENGLISH (EN)

Reference (9)：

AIKI, T. Blow-up points to one phase Stefan problems with Dirichlet boundary conditions. Modeling and Optimization of Distributed Parameter Systems. 1996, 83-89
H. W. Caffarelli, Existence and regularity for a minimum problem with free boundary. J. Reine Angew. Math. 1981, 325, 105-144
H. W. A free boundary problem for quasi-linear elliptic equations. Ann. Scuola Norm. Sup. Pisa Cl. Sci. 1984, 11, 1-44
KATANO, Y. Numerical study of drop formation from a capillary jet using a general coordinate system. Theoretical and Applied Mechanics. 1986, 34, 3-14
KIKUCHI, K. A free boundary problem for one dimensional hyperbolic equation. Adv. Math. Sci. Appl. 1999, 9, 2, 775-786

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