Geometrically nonlinear finite element implementation based on highly accurate 1st and 2nd numerical derivative scheme using hyper-dual numbers-Reference-Cited by-同舟云学术

Geometrically nonlinear finite element implementation based on highly accurate 1st and 2nd numerical derivative scheme using hyper-dual numbers

Author:

FUJIKAWA Masaki¹,ISHIKAWA Kiyotaka¹,MAKABE Chobin¹,TANAKA Masato²,SASAGAWA Takashi²,OMOTE Ryuji²

Affiliation:

1. University of the Ryukyus, Department of Mechanical Systems Engineering

2. Toyota Central R&D Labs., INC.

Publisher

Japan Society of Mechanical Engineers

Link

Reference13 articles.

1. Clifford, W.K., Preliminary sketch of biquaternions, Proceedings of the London Mathematical Society, Vol.4 (1873), pp. 381-395.

2. Fike, J.A., Multi-objective optimization using hyper-dual numbers(Ph.D. Thesis), Stanford university (2013).

4. Hisada, T. and Noguchi, H., Basic and application of nonlinear finite element method (1996), Maruzen (in Japanese).

5. Kotera, T., The way of learning the FEM (2011), NIKKAN KOGYO SHIMBUN (in Japanese).

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