渗透球壳流固耦合问题的位移及内力解

在弹性薄壳的线性(非线性)理论和流体力学基本方程的基础上,在小雷诺数的情况下应用相容欧拉-拉格朗日法建立了渗透球壳在流体中流固耦合的基本方程及关系式,并通过摄动法求解了渗透球壳在粘性流体中的流函数从而进一步解出其位移及内力解.通过具体算例,给出了壳的位移变形及内力图,并对有关参数进行讨论,绘出相关曲线.得出渗透系数k和流速越大的情况下,壳体位移也就越大,相应的内力也变大;球壳在三个角度处位移为零.文章能为过滤器问题提供指导.     

船体薄壁梁弯扭耦合振动的流固耦合分析

采用耦合有限元,边界元法计算水中船体的弯扭耦合振动.文中用一维薄壁梁有限元模拟船体梁,在横剖面处用二维边界元方法计算结构表面卢压,推导出表征流体对振动特性影响的附加质量阵,编制了用流同耦合方法求解船体振动模态的程序.通过与采用ANSYS软件进行耦合场分析以及刘易斯方法得到的振动模念相比较,验证了文中方法的可行性和应用性.     

一种计算吊舱与螺旋桨相互干扰的新方法(英文)

为了计算吊舱推进器的非定常水动力性能,建立了用诱导速度势处理吊舱和螺旋桨非定常相互干扰的方法,并和用诱导速度处理两者相互干扰的方法作了对比分析.讨论了两种方法的数值计算中为了避免奇异性而对一些参数的设定方法.经过用两种方法对均匀来流和非均匀来流条件下水动力性能的计算比较,发现两种方法的计算结果很接近,并与模型试验结果吻合得很好,但用诱导速度势的方法编程工作量较诱导速度方法少,而且还可节省大量的计算时间和存储空间,是一种计算吊舱推进器和其他组合推进器水动力性能相对简单而且有效的方法.     

Two-dimensional numerical simulation and experiment on strongly nonlinear wave–body interactions

A constrained interpolation profile (CIP)-based Cartesian grid method for strongly nonlinear wave–body interaction problems is presented and validated by a newly designed experiment, which is performed in a two-dimensional wave channel. In the experiment, a floating body that has a rectangular section shape is used. A superstructure is installed on the deck and a small floating-body freeboard is adopted in order to easily obtain water-on-deck phenomena. A forced oscillation test in heave and a wave–body interaction test are carried out. The numerical simulation is performed by the CIP-based Cartesian grid method, which is described in this paper. The CIP scheme is applied in the Cartesian grid-based flow solver. New improvements of the method include an interface-capturing method that applies the tangent of hyperbola for interface capturing (THINC) scheme and a virtual particle method for the floating body. The efficiency of the THINC scheme is shown by a dam-breaking computation. Numerical simulations on the experimental problem for both the forced oscillation test and the wave–body interaction test are carried out, and the results are compared to the measurements. All of the comparisons are reasonably good. It is shown, based on the numerical examples, that the present CIP-based Cartesian grid method is an accurate and efficient method for predicting strongly nonlinear wave–body interactions.     

沉箱结构的有限元分析

某码头为大直径圆沉箱重力墩式结构,应用大型有限元分析软件ANSYS,对沉箱结构建立三维有限元模型,分别按考虑地基与沉箱作用和不考虑地基与沉箱作用进行计算。计算与分析结果表明,2种算法上部结构的计算结果相近,不考虑沉箱与地基共同作用的底板内力过于保守。     

桩-土作用在大型旅客站房基础设计中的应用

当大型旅客站房基础与地下出站通道重叠时,由于地下出站通道刚度大、结构超长,且属半露天地下结构,对温度作用变化明显,利用传统的刚性固结模型对站房基础进行设计时较难得到合理的结果或造成巨大的浪费。论述桩-土作用机理的复杂性,并对桩-土作用力学模型进行分析。通过分布弹簧模型对旅客站房在温度作用下的结构内力进行分析,并与刚性固结模型计算结果进行对比,得出旅客站房基础设计考虑桩-土作用的合理化计算模式。     

填料性能对预应力锚拉式桩板墙影响的数值分析

预应力锚拉式桩板墙是一种得到广泛应用的新型支挡结构,本文通过建立耦合分析数值模型对桩板墙的受力特征进行了有限元分析。通过分析了解填料的力学参数(变形模量、摩擦角、粘聚力)对桩板墙位移、弯矩、土压力以及锚固端接触应力和自由段轴力的变化。揭示填料力学性能对预应力锚拉式桩板墙的影响,为类似工程的设计提供参考。     

单桩荷载传递法修正计算分析

基于层状地基采用双曲线模型为荷载传递函数,提出了用Mindlin解和桩土共同作用的联合方法对荷载传递法的进行修正,并计算分析了单桩承载特性。将Lee的方法与双曲线荷载传递函数相结合使得Lee方法中考虑土体横向连续性的优点得以发挥。将横向连续性与竖向连续性修正相结合得到修正荷载传递法,用编制的计算机程序进行了工程实例的计算,结果表明,计算结果与实测值较为接近,其土层的平均SPT值较小,土体较容易产生变形,当试验荷载较高时,可能造成桩周土与桩身之间的滑移。修正荷载传递法与未修正和仅进行竖向修正的荷载传递法相比具有一定的精确性,能更好地反映单桩承载特性,且适用于群桩的分析计算。     

大直径嵌岩灌注桩水平荷载试验研究

桩在水平荷载作用下的受力性状是一个复杂的桩土相互作用过程。本文结合工程实例,通过现场水平静载试验,实测得到了水平荷载作用下大直径嵌岩灌注桩桩土共同作用时的工作性状,分析了桩体水平力、位移与时程关系、水平力与位移梯度关系、临界承载力以及地基土的水平抗力比例系数。试验结果可为今后同类桩的设计与研究提供参考。建议采用位移控制设计桩基础。     

Tractor-semitrailer model for vehicles carrying liquids

This article presents a model for solving solid-fluid interactions in vehicles carrying liquids. A tractor-semitrailer model is developed by incorporating suspension systems and tire dynamics. Owing to the solid-fluid interaction, equations of motion for the vehicle system are coupled. To simplify the complicated solution procedure, the coupled equations are solved separately using two different codes. Each code is analyzed separately; but as the parameters of the two codes depend on each other, the codes must be connected at the end of each time step. To determine the dynamic behavior of the system, different braking moments are applied. As the braking moments increase, braking time decreases. However, it turns out that increasing the braking moment to more than a certain level produces no significant results. It is also shown that vehicles carrying fluids need a greater amount of braking moments in comparison to vehicles carrying solids during braking. In addition, as the level of the fluid inside the tanker increases, from one-third to two-third of the tanker's volume, the sloshing forces applied to the tanker's walls increase. It was also concluded that the strategy used in this article to solve for the solid-fluid interaction by incorporating vehicle dynamic effects represents an effective method for determining the dynamic behavior of vehicles carrying fluids in other critical maneuvers.