Study on Optical Limiting Property of Organometallic Compound

Jing, 孙晶 Sun; Heliang, 范贺良 Fan; Wang, Xinqiang; Quan, 任诠 Ren; Jingwei, 陈经纬 Chen; Qiang, 孙强 Sun; Zhang, Guanghui; Dong, 许东 Xu

doi:10.3788/cjl20093609.2417

Cited by 4 publications

(1 citation statement)

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“…In this paper, based on the fast multipole method [3][4] and virtual boundary element -least square method [5][6], the fast multipole virtual boundary element -least square method (Fast Multipole VBE -LSM) is proposed and used to simulate 2-D elastic problems. In this method, the operation and memory can be reduced to ( ) O N .…”

Section: Introductionmentioning

confidence: 99%

Fast Multipole Virtual Boundary Element - Least Square Method for Solving 2-D Elastic Problems

Jiang

Chen

2011

AMR

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In this paper, the fast multipole virtual boundary element - least square method (Fast Multipole VBE - LSM) is proposed and used to simulate 2-D elastic problems, which is based on the fast multipole method (FMM) and virtual boundary element - least square method (VBE - LSM).The main idea of the method is to change computational model by applying the FMM to conventional VBE - LSM. The memory and operations could be reduced to be of linear proportion to the degree of freedom (DOF) and large scale problems could be effectively solved on a common desktop with this method. Numerical results show that this method holds virtues of high feasibility, accuracy and efficiency. Moreover, the idea of this method can be generalized and extended in application.

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Section: Introductionmentioning

confidence: 99%