CHINESE JOURNAL OF COMPUTATIONAL PHYSICS ›› 1997, Vol. 14 ›› Issue (S1): 558-560.

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THE FINITE DIFFERENCE METHOD OF THE BENDING PROBLEM OF PLATES THEIR EDGES THRENGTHENED BY BEAMS

Qu Xiaogang   

  1. Xian Univ of Arch and Tech, 710055
  • Received:1997-03-03 Revised:1997-05-04 Online:1997-12-25 Published:1997-12-25

Abstract: Starting from the principle of minimum potential energy, a difference scheme is constituted for solving the bending problem of plates with their edges threngthened by beams,numerical results are presented, and the law of interaction between the plates and the boundary beams is investigated qantitatively.

Key words: plates, bending problem, boundary beams, FDM

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