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G-M method application in stress analysis of small-radius curved bridge

机译:G-M法在小半径曲桥应力分析中的应用

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To simplify the calculation, improve accuracy and solve the problem of the large difference between test value (lateral bending stiffness Dy and integrated tensional rigidity H) and actual value when drawing a box girder parallel into orthogonal isotropic plate. The unique advantages of orthotropic plate in the bridge structure static analysis are used in this paper. The difficulty of box girder bridge structure simulation method Dy is considered as a breakthrough. According to parallel hollow frame, Dy can be calculated. Equivalent general formula have been derived by match of hollow frame, then it substituted into the H formula which expressed by Dx & Dy and been derived by heterosexual plate theory. Then compare the theoretical analysis of orthotropic plates which simplify the calculation, and improves accuracy of calculation, and been derived by the load test of Suifenhe small-radius curved bridge. The results obtained by this method and the results obtained by the finite element method in good agreement, which simplifying the calculation and improving accuracy of calculation. This method can be applied in stress analysis of other small-radius curved bridge.
机译:为简化计算,提高精度,解决了将箱形梁平行于正交各向同性板拉伸时,试验值(侧向弯曲刚度D y 和抗拉刚度H)与实际值之间存在较大差异的问题。 。本文利用正交异性板在桥梁结构静力分析中的独特优势。箱梁桥结构仿真方法D y 的难点是一个突破。根据平行空心框架,可以计算出D y 。通过空心框架的匹配推导了等效的通用公式,然后将其代入由D x 和D y 表示的H公式,并通过异性恋板理论推导。然后比较了正交各向异性板的理论分析,简化了计算,提高了计算精度,并通过Su芬河小半径曲线桥的荷载试验推导得出。该方法得到的结果与有限元方法得到的结果吻合良好,简化了计算,提高了计算精度。该方法可用于其他小半径曲桥的应力分析。

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