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The Soil Rigidity Effect in the Touchdown Boundary-Layer of a Catenary Riser: Static Problem

机译:触发近脉冲立管触地边界层的土壤刚性效应:静态问题

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Recently, analytical solutions, of the boundary-layer type, were developed for the static and dynamic curvature problems in the touchdown point (TDP) region of a catenary riser (Aranha, Martins & Pesce, 1997; Pesce et al., 1997). Neverthless, the analysis was restricted to the infinitely rigid soil assumption. The present paper enlarges somewhat the static boundary-layer solution, by considering the existence of a linearly elastic soil. A nondimensional soil rigidity parameter, K = kAλ~4/EJ = kλ~2/T_0 = kEJ/T_0~2 , is defined, where k is the rigidity per unit area, EJ the bending stiffness, T_0 the static tension at TDP and λ is the flexural-length parameter representing the TDP boundary-layer length scale. Nondimensional - hence generally valid - diagrams, having K as parameter, are presented, showing, K ≥ 10, the elastica, the horizontal angle, the shear effort, and the curvature, as functions of the local nondimensional arclength parameter, s/λ.
机译:最近,边界层类型的分析解决方案是为触发升降机(Aranha,Martins&Pesce,1997)的触摸点(TDP)区域中的静态和动态曲率问题开发了静态和动态曲率问题.Pesce等,1997)。不管怎样,分析仅限于无限刚性的土壤假设。通过考虑存在线性弹性土壤的存在,本纸张略有静态边界层溶液。定义了一种非潜能的土壤刚度参数,k =kaλ〜4 / ej =kλ〜2 / t_0 = kej / t_0〜2,其中k是每单位面积的刚性,ej弯曲刚度,t_0在tdp处的静态张力λ是表示TDP边界层长度刻度的挠曲长度参数。作为参数的,本文通常是有效的 - 如图所示,显示,k≥10,弹性,水平角度,剪切力和曲率,作为局部非潜能阶段的功能,显示,显示,k≥10,k≥10,作为局部非潜力阶段的功能。

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