Results 211 to 220 of about 275,954 (233)
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Engineering Analysis with Boundary Elements, 2020
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Li, Xiaolin, Li, Shuling
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Li, Xiaolin, Li, Shuling
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Computers & Structures, 2019
Abstract The method of fundamental solutions (MFS) belongs to the family of meshless boundary collocation methods and now has been successfully tried for many kinds of engineering problems. The traditional MFS based on the “global” boundary discretization, however, leads to dense and non-symmetric coefficient matrices that, although smaller in sizes,
Yan Gu +3 more
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Abstract The method of fundamental solutions (MFS) belongs to the family of meshless boundary collocation methods and now has been successfully tried for many kinds of engineering problems. The traditional MFS based on the “global” boundary discretization, however, leads to dense and non-symmetric coefficient matrices that, although smaller in sizes,
Yan Gu +3 more
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Advances in Applied Mathematics and Mechanics, 2023
Summary: Accurate and efficient analysis of the coupled electroelastic behavior of piezoelectric structures is a challenging task in the community of computational mechanics. During the past few decades, the method of fundamental solutions (MFS) has emerged as a popular and well-established meshless boundary collocation method for the numerical ...
Gu, Yan, Lin, Ji, Fan, Chia-Ming
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Summary: Accurate and efficient analysis of the coupled electroelastic behavior of piezoelectric structures is a challenging task in the community of computational mechanics. During the past few decades, the method of fundamental solutions (MFS) has emerged as a popular and well-established meshless boundary collocation method for the numerical ...
Gu, Yan, Lin, Ji, Fan, Chia-Ming
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Advances in Applied Mathematics and Mechanics, 2020
Summary: In this paper, a localized space-time method of fundamental solutions (LSTMFS) is proposed to solve the diffusion and convection-diffusion problems. The proposed LSTMFS only requires some arbitrarily-distributed nodes inside the space-time domain and along its boundary.
Wang, Fajie +3 more
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Summary: In this paper, a localized space-time method of fundamental solutions (LSTMFS) is proposed to solve the diffusion and convection-diffusion problems. The proposed LSTMFS only requires some arbitrarily-distributed nodes inside the space-time domain and along its boundary.
Wang, Fajie +3 more
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THE LOCALIZED METHOD OF FUNDAMENTAL SOLUTIONS FOR PLANAR GROUNDWATER FLOW PROBLEMS
SGEM International Multidisciplinary Scientific GeoConference� EXPO Proceedings, 2023The method of fundamental solutions is a meshless method that belongs to the Trefftz class of numerical methods. The method needs only the boundary to be defined using the set of boundary collocation nodes; it is mathematically effortless to program.
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Advances in Applied Mathematics and Mechanics, 2023
Summary: This paper documents the first attempt to apply a localized method of fundamental solutions (LMFS) to the acoustic analysis of car cavity containing sound-absorbing materials. The LMFS is a recently developed meshless approach with the merits of being mathematically simple, numerically accurate, and requiring less computer time and storage ...
Chen, Zengtao, Wang, Fajie
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Summary: This paper documents the first attempt to apply a localized method of fundamental solutions (LMFS) to the acoustic analysis of car cavity containing sound-absorbing materials. The LMFS is a recently developed meshless approach with the merits of being mathematically simple, numerically accurate, and requiring less computer time and storage ...
Chen, Zengtao, Wang, Fajie
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Advances in Applied Mathematics and Mechanics, 2022
Summary: The localized method of fundamental solutions (LMFS) is a relatively new meshless boundary collocation method. In the LMFS, the global MFS approximation which is expensive to evaluate is replaced by local MFS formulation defined in a set of overlapping subdomains.
Liu, Shuainan, Fu, Zhuojia, Gu, Yan
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Summary: The localized method of fundamental solutions (LMFS) is a relatively new meshless boundary collocation method. In the LMFS, the global MFS approximation which is expensive to evaluate is replaced by local MFS formulation defined in a set of overlapping subdomains.
Liu, Shuainan, Fu, Zhuojia, Gu, Yan
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