Investigation of submerged structures’ flexibility on sloshing frequency using a boundary element method and finite element analysis

Mohammad Ghalandari; Saeed Bornassi; Shahabbodin Shamshirband; Amir Mosavi; Kwok Wing Chau

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Investigation of submerged structures’ flexibility on sloshing frequency using a boundary element method and finite element analysis

机译：使用边界元法和有限元分析研究淹没结构对晃动频率的灵活性

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In this study, the boundary element method–finite element method (BEM-FEM) model is employed to investigate the sloshing and flexibility terms of elastic submerged structures on the behavio...

机译：在该研究中，采用边界元方法 - 有限元方法（BEM-FEM）模型来研究弹性浸没结构对行为的晃动和灵活性。

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《Engineering Applications of Computational Fluid Mechanics》 |2019年第1期|共10页
作者
Mohammad Ghalandari; Saeed Bornassi; Shahabbodin Shamshirband; Amir Mosavi; Kwok Wing Chau;
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中图分类工程力学;
关键词
fluid–structure interactionboundary element method (BEM)reduced order modelingsubmerged elastic structurefinite element method (FEM);

机译：流体结构交互界面元素法（BEM）减少阶型型材采用弹性结构菲尼特（FEM）;

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1. An isogeometric finite element-boundary element approach for the vibration analysis of submerged thin-walled structures [J] . Llorens Alvaro del Toro, Kiendl Josef Computers & Structures . 2021,第Nova期

机译：浸没薄壁结构振动分析的异步有限元边界元接近
2. Dynamic fluid-structure interaction analysis using boundary finite element method-finite element method [J] . Fan SC, Li SM, Yu GY Journal of Applied Mechanics: Transactions of the ASME . 2005,第4期

机译：边界元-有限元法的动态流固耦合分析
3. Application of scaled boundary finite element analysis for sloshing characteristics in an annular cylindrical container with porous structures [J] . Wenbin Ye, Jun Liu, Gao Lin, Engineering analysis with boundary elements . 2018,第DECa期

机译：比例边界有限元分析在多孔结构圆筒形容器晃荡特性中的应用
4. RESPONSE OF SUBMERGED STRUCTURES BY THE FINITE ELEMENT-CUM-BOUNDARY ELEMENT METHOD [C] . C.W.S. To, M.A. OGrady 2001 ASME Design Engineering Technical Conferences and Computers and Information in Engineering Conference Vol.1: 21st Computers and Information in Engineering Conference, 2001, 2001 . 2001

机译：有限元-边界元法对水下结构的响应
5. Design sensitivity analysis and optimization of high frequency structural-acoustic problems using energy finite element method and energy boundary element method. [D] . Dong, Jun. 2004

机译：能量有限元法和能量边界元法对高频结构声学问题的设计灵敏度分析和优化。
6. A Coupled Sharp-Interface Immersed-Boundary-Finite-Element Method for Flow-Structure Interaction with Application to Human Phonation [O] . X. Zheng, Qian Xue, R. Mittal, -1

机译：流场相互作用的尖锐界面沉浸边界有限元耦合方法及其在人声中的应用
7. Investigation of submerged structures’ flexibility on sloshing frequency using a boundary element method and finite element analysis [O] . Mohammad Ghalandari, Saeed Bornassi, Shahabbodin Shamshirband, 2019

机译：用边界元法测定淹没结构对晃动频率的灵活性及有限元分析
8. Analysis of random structure-acoustic interaction problems using coupled boundary element and finite element methods [R] . Mei, Chuh, Pates, Carl S., III 1994

机译：用耦合边界元法和有限元法分析随机结构 - 声学相互作用问题

Investigation of submerged structures’ flexibility on sloshing frequency using a boundary element method and finite element analysis

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