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A model for the biaxial dynamic bending of unbonded flexible pipes

机译:无粘结挠性管的双轴动态弯曲模型

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An analytical model is given to investigate, the behavior of unbonded flexible pipes under biaxial dynamic bending. The stick-slip conditions of each wire are studied in the framework of incremental analysis by an operator splitting of the time step into a stick-state prediction and a slip-state correction step. The tension gradient is calculated using the classical return-mapping algorithm and the obtained tension gradients are integrated numerically to find the axial tension by imposing appropriate boundary conditions. From the axial tension the bending moments with respect to the principal bending axes of the pipe are obtained. Poisson's effect, bending induced tension in the wire, shear deformations of the supporting plastic layer and the changes of the effective torsion and curvature increments of the wire after slip occurs are taken into account in the model. The results of bending moment curvature relationship from this model are compared with the test data from simple bending and good correlations are found. The comparison of the biaxial bending moment results between this model and the available model also shows good agreement. (C) 2015 Elsevier Ltd. All rights reserved.
机译:给出了一个分析模型来研究无粘结挠性管在双轴动态弯曲下的行为。在操作员将时间步长分为粘滞状态预测和滑移状态校正步骤的情况下,在增量分析的框架内研究每根导线的粘滑状态。使用经典的返回映射算法计算张力梯度,并通过施加适当的边界条件对获得的张力梯度进行数值积分,以找到轴向张力。从轴向张力获得相对于管子的主要弯曲轴线的弯曲力矩。在模型中考虑了泊松效应,钢丝中的弯曲引起的张力,支撑塑料层的剪切变形以及发生滑移后钢丝的有效扭转和曲率增量的变化。将该模型的弯矩曲率关系的结果与简单弯折的试验数据进行了比较,发现了良好的相关性。该模型与可用模型之间的双轴弯矩结果的比较也显示出良好的一致性。 (C)2015 Elsevier Ltd.保留所有权利。

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