Isogeometric meshless finite volume method in nonlinear elasticity

Author:

Moosavi M. R.,Khelil A.

Publisher

Springer Science and Business Media LLC

Subject

Mechanical Engineering,Computational Mechanics

Reference38 articles.

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2. Haisler W.E., Stricklin J.A., Stebbins F.J.: Development and evaluation of solution procedures for geometrically nonlinear structural analysis. AIAA J. 10, 264–272 (1972)

3. De Freitas J.A.T., Smith D.L.: Existence, uniqueness and stability of elastoplastic solutions in the presence of large displacements. SM Arch. 9, 433–450 (1984)

4. De Freitas J.A.T., Smith D.L.: Elastoplastic analysis of planar structures for large displacements. J. Struct. Mech. 12, 419–445 (1984)

5. Boisse, P., Daniel, J.L., Ge’lin, J.C.: A combined membrane and bending model for the analysis of large elastic–plastic deformations of thin shells. In: Teodosiu, C., Raphanel, J.L., Rotterdam, S.F., Balkema, A.A. (eds.) Proceedings of the International Seminar MECMAT’ 91 on Large Plastic Deformations: Fundamental Aspects and Applications to Metal Forming, Fontainebleau, France, pp. 369–376 (1993)

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