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A POLYNOMIAL METHOD FOR SOLVING THE PROBLEMS FOR LATERAL INSTABILITY OF CANTILEVER PLATES

A POLYNOMIAL METHOD FOR SOLVING THE PROBLEMS FOR LATERAL INSTABILITY OF CANTILEVER PLATES
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摘要 The present article researches the problems of the lateral instability of cantilever rectangular plates under a concentrated force or a uniformly distributed load respectively. We select the polynomial (2.1) instead of the cosecant function in Ref. [1] as the flexural functions.The minimum critical load obtained here is more exact than the results obtained in Ref[1] The present article researches the problems of the lateral instability of cantilever rectangular plates under a concentrated force or a uniformly distributed load respectively. We select the polynomial (2.1) instead of the cosecant function in Ref. [1] as the flexural functions.The minimum critical load obtained here is more exact than the results obtained in Ref[1]
作者 袁镒吾
出处 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 1993年第2期163-168,共6页 应用数学和力学(英文版)
关键词 cantilever plates lateral instability critical load POLYNOMIAL cantilever plates, lateral instability, critical load, polynomial
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