Titlebook: Advances in the Base Force Element Method; Yijiang Peng,Yinghua Liu Book 2019 Springer Nature Singapore Pte Ltd. 2019 Complementary Energy

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Base Force Element Method for Space Truss,e stress and deformation characteristics of space truss. And the procedure of base force element method for space truss is developed. Finally, several examples are analyzed to illustrate the reliability and accuracy of the formulation and the procedure.

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Application of Base Force Element Method in Engineering,he above studies. The performance of the BFEM on complementary energy principle and the large-scale computing problems of the BFEM are tested. The numerical researches show that the results of the BFEM are consistent with the results of the conventional quadrilateral isoparametric element (Q4 model)

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BFEM on Convex Polygonal Mesh for Geometrically Nonlinear Problems,ric element (Q4 model) and 4-node quadrilateral reduced integration element (Q4R model). The numerical results of examples show that the BFEM has good performance. The two-dimensional formulation of BFEM with complementary energy principle provides reliable predictions for convex polygonal mesh problems in geometrically nonlinear analysis.

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Base Force Element Method for Nonlinear Problems of Materials,ces is used. A nonlinear procedure of the BFEM on complementary energy principle is developed using MATLAB language. The numerical results of examples show that this nonlinear model of the BFEM for the material nonlinear problem is feasible.

CERE

3D Base Force Element Method for Linear Elastic Problems,ement model, a large number of numerical analysis examples are carried out. And, the results of this chapter are compared with those of the theoretical solution and the conventional finite element method.

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Book 2019r summarizes the performance and features of the BFEM and describes the prospects for its application.. .The book is intended for engineers, scientists and graduate students in?applied mechanics and applied mathematics, and for all readers interested in numerical computations and simulations..

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