求解弹性梁的普遍化方法

A GENERAL METHOD FOR ELASTIC BEAM ANALYSIS

  • 摘要: 介绍了一种求解弹性梁的新方法. 该方法利用奇异函数与拉普拉斯变换相结合的方法导出弹性梁弯曲变形的普遍表达式,并利用边界条件确定约束力,对具有任意支承形式、受力状况和阶梯形状的静定或超静定梁具有普适性.

     

    Abstract: A new method for elastic beam analysis is presented. Ageneral expression for determining deflections and slopes ofelastic beams is developed using a method combining singularityfunctions with Laplace transformations, and the binding forces aredeterminedwith boundary condition of the beams. This method canbe used for statically determinate beams or statically indeterminatebeams with different section shapes, boundary and loading conditions.

     

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