A mathematical model of post-instability in fluid mechanics

Author:

Zak M. A.

Publisher

Springer Science and Business Media LLC

Subject

Mechanical Engineering,Computational Mechanics

Reference8 articles.

1. Zak, M.: Surface phenomena in elasticity. J. Elasticity11, No. 2 (1981).

2. Zak, M.: On the loss of stability of the shape of an ideally flexible string. PMM (Applied Mathematics and Mechanics, Academy of Science of USSR, Moscow)32, No. 6 (1968).

3. Zak, M.: Non-classical problems in continuum mechanics. Monograph, 1974, Leningrad. (In Russian.)

4. Zak, M.: New aspects in mechanics of continuous media. Rome University, Report 11?208, 1977.

5. Batchelor, G. K.: Introduction to fluid dynamics. Cambridge: 1967.

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2. Terminal model of Newtonian dynamics;International Journal of Theoretical Physics;1993-01

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5. Deterministic representation of chaos in classical dynamics;Physics Letters A;1985-01

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