Physics – Mathematical Physics
Scientific paper
2012-04-12
Vestnik KarSU, Ser. Mathematic, 2010, No. 4(60). P. 16-24. (in russian); Vestnik KarSU, Ser. Mathematic, 2011, No. 3(63). P. 3
Physics
Mathematical Physics
17 pages, 24 references. The work of the Committee on Intellectual Property Rights, Ministry of Justice of the Republic of Kaz
Scientific paper
In the work of Navier-Stokes (NSE) equation, derived a nonlinear parabolic equation for kinetic energy density, and identified an important property of this equation - the maximum principle. The latter shows the validity of the maximum principle and the NSE. On the basis of what, the unique solvability of the weak and the existence of strong solutions for NSE was proved wholly in time t \in [0, T], \forall T < \infty.
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