箱型超大型浮体在规则波中的运动响应

对箱型超大型浮体的波激振动响应作了理论背景的介绍。根据结构特点与响应特征,用旨性薄板理论简化结构,用边界元法计算流体动力,并用模态综合法计算波激振动响应。在计算中考虑了弹性振动模态与流场的相互作用。对超大型浮体模型试验的数值试验的数值模拟证明了理论计算的可行性和有效性。     

叉桩扭角对高桩码头抗震性能影响分析

以高桩码头双轴对称桩基码头结构段为研究对象,建立空间有限元模型,采用振型分解反应谱法对水平地震作用横向、纵向输入进行了地震动力响应分析,对比分析了叉桩扭角变化对结构响应的影响,讨论了纵向斜桩对结构抗震性能的影响。计算结果表明:横向水平地震作用下,除桩轴力外,其结构的响应随着叉桩扭角的增大而增大;纵向水平地震作用下,桩轴力随扭角的增大而增大,其他结构响应则随扭角的增大而减小;纵向水平地震作用下结构的动力响应较大,增加纵向斜桩能更好的抵抗纵向水平地震荷载,但增加纵向斜桩其最大桩轴力响应将较无纵向斜桩时增加较多。     

On the application of the Haskind-Hanaoka relations to hydroelasticity problems

The Haskind-Hanaoka relations for obtaining the wave-exciting forces, given the incoming and radiation potentials in floating rigid-body dynamics, are extended to deformable-body dynamics in the presence of a free surface and within the assumption of linear potentials theory. These relations are applied to the mode-superposition and the direct methods of solution of hydroelasticity problems. In other words, it is shown that regardless of the structural analysis method used in a hydroelasticity problem, the Haskind-Hanaoka relations can be used to calculate the wave-exciting forces without solving for the diffraction potential explicitly. These relations can also be used in the composite singularity distribution method to increase further the computational efficiency.