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Deflection Analysis and Iterative Solution Method of Slender Telescopic Booms

机译:细长伸缩臂的偏转分析与迭代解决方法

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In order to analyze accurately the deformation of the telescopic boom in the case of large deformation, an initial deflection curve can be get according to the nonlinear bending differential equation and calculation method. The retraction amount in initial axial direction of the boom and the second-order bending moment can be get after counting process with the initial deflection curve. Then these data can be used to amend the bending moment in the nonlinear bending differential equation and so a more accurate deflection curve can be get. The deflection curves of a typical telescopic boom were calculated and the results were compared with the results obtained by the approximate calculation method. The results show that the calculation method proposed in this paper can obtain the deflection curve of the telescopic boom accurately under large deformation condition. The results obtained by using the traditional approximation of the calculation method are too large.
机译:为了在大变形的情况下精确地分析伸缩臂的变形,可以根据非线性弯曲微分方程和计算方法得到初始偏转曲线。在用初始偏转曲线计算过程之后,可以在计数过程之后获得旋转轴向的缩回量和二阶弯矩。然后,这些数据可用于修改非线性弯曲微分方程中的弯矩,因此可以获得更准确的偏转曲线。计算典型伸缩臂的偏转曲线,并将结果与​​近似计算方法获得的结果进行了比较。结果表明,本文提出的计算方法可以在大变形条件下准确地获得伸缩臂的偏转曲线。通过使用传统的计算方法近似获得的结果太大。

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