On the radial discretization in the frequency-domain SBFEM: Recovering inner-subdomain solutions
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Alireza Daneshyar +1 more
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Parallel Computation of 3-D Soil-Structure Interaction in Time Domain with a Coupled FEM/SBFEM Approach [PDF]
This paper introduces a parallel algorithm for the scaled boundary finite element method (SBFEM). The application code is designed to run on clusters of computers, and it enables the analysis of large-scale soil-structure-interaction problems, where an ...
Marco Schauer +3 more
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A coupled FEM-SBFEM approach for soil-structure-interaction analysis using non-matching meshes at the near-field far-field interface [PDF]
Nowadays numerical simulation of soil structure interaction (SSI)is applied to different problems, such as the construction of reliable earthquake-resistant structures. To analyze SSI considering unbounded domains, a numerical implementation of a coupled
Marco Schauer, Gustavo Ríos Rodríguez
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Assessment of Scaled Boundary FEM-based model for solving wave interaction with π-shape Floating Breakwaters [PDF]
The principal aim of the current study is to examine a Scaled Boundary Finite Element Method (SBFEM)-based model to analyze the interaction problem between the water waves and moored floating breakwaters with sharp edges.
Meisam Qorbani Fouladi +4 more
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The scaled boundary finite element method (SBFEM) is a semianalytical computational scheme based on the characteristics of the finite element method (FEM) and boundary element method that combines their respective advantages. In this paper, the SBFEM and
Yang Yang +3 more
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An SBFEM Approach for Rate-Dependent Inelasticity with Application to Image-Based Analysis [PDF]
The contribution at hand presents the implementation of a non-linear constitutive model for rate-dependent inelasticity into the scaled boundary finite element method (SBFEM).
Johanna Eisenträger +3 more
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Evaluation of the Higher Order Terms of the Wedge-Splitting Specimen Based on the SBFEM
The scaled boundary finite element method (abbr. SBFEM) is a semi-analytical method developed by Wolf and Song. The analytical advantage of the solution in the radial direction allows SBFEM converge to the Williams expansion. The coefficients of the Williams expansion, including the stress intensity factor, the T-stress, and higher order terms can be ...
Feng Xu +3 more
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This paper presents a stochastic analysis method for linear elastic fracture mechanics using the Monte Carlo simulations (MCs) and the scaled boundary finite element method (SBFEM) based on proper orthogonal decomposition (POD) and radial basis functions
Xiaowei Shen +4 more
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Automatic 3D modeling by combining SBFEM and transfinite element shape functions
The scaled boundary finite element method (SBFEM) has recently been employed as an efficient means to model three-dimensional structures, in particular when the geometry is provided as a voxel-based image. To this end, an octree decomposition of the computational domain is deployed and each cubic cell is treated as an SBFEM subdomain.
Hauke Gravenkamp +2 more
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Modeling the Particle Breakage by Using Combined DEM and SBFEM
A novel computational method is developed in this study through the coupling of the discrete element method (DEM) and the scaled boundary finite element method (SBFEM). The objective of the developed technique is to model the particle breakage phenomenon in granular materials.
Tao Luo +3 more
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