Title of article :
ON THE MATHEMATICAL THEORY OF TURBULENCE AND ITS RELATION TO CHAOS AND FRACTALS
Author/Authors :
Wong، Bertrand نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 2010
Pages :
29
From page :
187
To page :
215
Abstract :
The Navier-Stokes differential equations describe the motion of fluids which are incompressible. The three-dimensional Navier-Stokes equations misbehave very badly although they are relatively simple-looking. The solutions could wind up being extremely unstable even with nice, smooth, reasonably harmless initial conditions. A mathematical understanding of the outrageous behaviour of these equations would dramatically alter the field of fluid mechanics. The OrrSommerfeld equation is also described. In this paper the author adopts a reasoned, practical approach towards resolving the issue and proposes a practical, statistical kind of mathematical solution.
Journal title :
The Journal of Mathematics and Computer Science(JMCS)
Serial Year :
2010
Journal title :
The Journal of Mathematics and Computer Science(JMCS)
Record number :
682068
Link To Document :
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