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Application of a Coupled Eulerian-Lagrangian approach on geomechanical problems involving large deformations

机译:欧拉-拉格朗日耦合方法在涉及大变形的地质力学问题中的应用

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Geotechnical boundary value problems involving large deformations are often difficult to solve using the classical finite element method. Urge mesh distortions and contact problems can occur due to the large deformations such that a convergent solution cannot be achieved. Since Abaqus, Version 6.8, a new Coupled Eulerian-Lagrangian (CEL) approach has been developed to overcome the difficulties with regard to finite element method and large deformation analyses. This new method is investigated regarding its capabilities. First, a benchmark test, a strip footing problem is investigated and compared to analytical solutions and results of comparable finite element analyses. This benchmark test shows that CEL is well suited to deal with problems which cannot be fully solved using FEM. In further applications the CEL approach is applied to more complex geotechnical boundary value problems. First, the installation of a pile into subsoil is simulated. The pile is jacked into the ground and the results received from these analyses are compared to results of classical finite element simulations. A second case study is the simulation of a ship running aground at an embankment. The results of the CEL simulation are compared to in situ measurement data. Finally, the capabilities of the new CEL approach are evaluated regarding its robustness and efficiency.
机译:涉及大变形的岩土边值问题通常很难使用经典的有限元方法解决。由于变形较大,可能会引起紧急的网格变形和接触问题,从而无法实现收敛解。自6.8版Abaqus以来,已经开发了一种新的Eulerian-Lagrangian耦合(CEL)方法,以克服有限元方法和大变形分析方面的困难。研究了这种新方法的功能。首先,进行基准测试,带钢立足问题的研究,并将其与分析解决方案和可比较的有限元分析结果进行比较。此基准测试表明,CEL非常适合解决使用FEM无法完全解决的问题。在进一步的应用中,CEL方法被应用于更复杂的岩土边界值问题。首先,模拟了桩在地下的安装情况。将桩顶入地下,并将从这些分析中获得的结果与经典有限元模拟的结果进行比较。第二个案例研究是模拟在路堤上搁浅的船舶。将CEL模拟的结果与现场测量数据进行比较。最后,针对新的CEL方法的健壮性和效率进行了评估。

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