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Further investigation of transverse stresses and bursting forces in post-tensioned anchorage zones

机译:后张锚固区横向应力和爆破力的进一步研究

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摘要

In the post-tensioned anchorage zone, the load transfer path of an anchor force can be visualized by an infinite number of isostatic lines of compression (ILCs). The method was initially proposed by Guyon and recently attracted significant interest from a number of researchers. Based on the work of these predecessors, an updated mathematical model has been proposed in order to analyse the bursting forces and the distribution of transverse stresses in the anchorage zone. Compared with the results of a finite element analysis, the updated equations are more accurate than the previous ones. Based on the observation that the sixth-order polynomial expression is better than the fourth-order one, as far as the solution of bursting stresses is concerned, it can be reasonably postulated that a de facto function of the ILCs must exist. Additionally, it is equally interesting that the bursting forces derived with the updated analytical model are the same as those obtained with the formula in the current AASHTO-LRFD Bridge Design Specifications based on numerical stress analyses.
机译:在后张锚固区域中,锚固力的载荷传递路径可以通过无限数量的等静压线(ILC)可视化。该方法最初由Guyon提出,最近引起了许多研究人员的极大兴趣。在这些前辈的工作基础上,提出了一个更新的数学模型,以分析锚固区的爆破力和横向应力的分布。与有限元分析的结果相比,更新后的方程比以前的方程更精确。基于观察到六阶多项式表达式优于四阶多项式表达式,就破裂应力的解而言,可以合理地假定必须存在ILC的实际功能。此外,同样有趣的是,通过更新的分析模型得出的爆破力与基于数值应力分析的当前AASHTO-LRFD桥梁设计规范中的公式所获得的爆破力相同。

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