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The Research of Box Beam Warping Displacement Function

机译:箱梁翘曲位移功能的研究

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摘要

Based on the principle of minimum potential energy, choosing warping displacement function of parabolic displacement mode, using energy variational method to deduce Box beam shear lag effect analysis of differential equation to obtain shear lag warping stress. Through the calculation of simply supported box girder model and the analyse of the stress of Wide cantilever plate, box girder roof and box girder floor Assume a new warping displacement function. Through the analysis of measured results proved the rationality of this article assumes and research value. With the development of traffic construction, The study of box beam shear lag effect becomes deeper. In order to accurately describe the influence of shear lag effect, Ressner presents a warping displacement function of quadratic parabola pattern for Rectangular box without cantilever beam. He used the the principle of minimum potential energy established a differential equations considering shear lag effect. Domestic scholars conducted a variety of research for the form of the warping displacement function in the study of shear lag effect: Some literatures were used the quadratic parabola, three, four, five and six parabola, cosine function, index, elliptic curve and so on as a warping displacement function. Literature analyzed the effect of shear lag by using constructed different longitudinal displacement functions and Multi-parameter warping displacement function. I extensive analyzed the warping displacement function for parabolic model and the effect of different power of warping displacement function on Shear lag. Proposed warping displacement functions of different power modes for hanging panels, roof, floor of box girder and verify the correctness of the proposed conclusion.
机译:基于最小势能的原则,选择翘曲的抛物线位移模式位移功能,采用能量变分法推导箱梁微分方程的剪力滞效应分析以获得剪力滞后翘曲应力。通过简支箱梁模型的计算和分析宽悬臂板,箱梁顶板和箱梁底板的压力假设一个新的变形位移功能。通过测试结果的分析,证明了本文的理性假设和研究价值。随着交通建设的发展,箱形梁剪力滞效应研究变得更深。为了精确地描述的剪力滞后效应的影响,呈现Ressner矩形框二次抛物线图案的无悬臂梁翘曲位移函数。他用最小势能原理建立了考虑剪滞效应的微分方程。国内学者进行了各种用于剪滞效应的研究翘曲位移函数的形式研究:一些文献中使用的二次抛物线,三,四,五个,六抛物线,余弦函数,指数,椭圆曲线等作为变形位移功能。文献分析剪力滞后的影响通过使用构建的不同的纵向位移函数和多参数翘曲位移函数。我广泛分析抛物线​​模型和不同的功率对剪切滞后翘曲位移函数的效果的翘曲位移函数。建议翘曲不同电源模式的位移功能挂板,车顶,箱梁底板和验证了该结论的正确性。

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