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DYNAMIC BUCKLING MODE OF AN ELASTIC BAR

DYNAMIC BUCKLING MODE OF AN ELASTIC BAR
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摘要 The conception of buckling relative initial imperfection is presented in this paper. According to Bornoulli-Euler beam equation, the dynamic buckling mode of an elastic bar under the homogeneous boundary conditions can be derived by applying the preferred mode analytical method. As an example, the dynamic buckling mode of an elastic bar clamped at both ends is discussed. The conception of buckling relative initial imperfection is presented in this paper. According to Bornoulli-Euler beam equation, the dynamic buckling mode of an elastic bar under the homogeneous boundary conditions can be derived by applying the preferred mode analytical method. As an example, the dynamic buckling mode of an elastic bar clamped at both ends is discussed.
作者 李庆明
出处 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 1990年第1期63-68,共6页 应用数学和力学(英文版)
关键词 ELASTICITY Mathematical Models Stresses SHEAR Vibrations ANALYSIS Elasticity Mathematical Models Stresses Shear Vibrations Analysis
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