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Semi-analytical Evaluation Of Integral Forms Associated With Lamb's Problem

机译:与Lamb问题相关的积分形式的半分析评估

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The present work gives solutions of integrals resulting from Lamb's problem solution by an accurate and efficient approximation procedure. The formulation of the solutions requires the study of Green's function of Lamb problem solution. Unfortunately, this problem is associated to great mathematical difficulties and needs the evaluation of some complex integrals. We handled these integrals by an appropriate strategy based on decoupling their effects mathematically and solved by using the least squares method. The present solutions can be applied to study the dynamical interaction between soil and structures, to be used to determine the transient wave fields caused by a seismic source, and also to assess numerical computations with a different numerical methods program. An example of validation is taken to show the efficiency of the proposed approach.
机译:本工作通过精确有效的逼近过程,给出了由兰姆的问题解决方案产生的积分的解决方案。解决方案的制定需要研究格林的羔羊问题解决方案的功能。不幸的是,这个问题与很大的数学困难有关,需要对一些复杂的积分进行评估。我们通过基于数学上解耦效果的适当策略来处理这些积分,并使用最小二乘法求解。本解决方案可用于研究土壤与结构之间的动力相互作用,可用于确定由地震源引起的瞬态波场,还可用于评估采用不同数值方法程序的数值计算。验证示例显示了所提出方法的有效性。

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