CHINESE JOURNAL OF COMPUTATIONAL PHYSICS ›› 1997, Vol. 14 ›› Issue (S1): 708-710.

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THE INTERPOLATING MATRIX METHOD FOR NONLINEAR MULTIPOINT BOUNDARY VALUE PROBLEMS

Niu Zhongrong, Wang Xiuxi   

  1. Department of Mechanics, University of Science & Technology of China, 230026
  • Received:1997-03-03 Revised:1997-05-04 Online:1997-12-25 Published:1997-12-25

Abstract: The fundamental theory of interpolating matrix method is eatablished for solving mixed order systems of nonlinear multipoint boundary value problems of ODEs.A general purpose solver IVMMS of ODEs is written based on this know ledge,and which can support the finite element method of lines for solid mechanics.

Key words: Multipoint boundary value problems, Nonlinearity, high order ODEs, Interpolating matrix method

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