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2013 (Vol. 6, Issue: 10)
Article Information:

Homogeneous Turbulence in a First-order Reactant for the Case of Multi-point and Multi-time Prior to the Final Period of Decay in a Rotating System

M.A. Bkar PK, M.S. Alam Sarker and M.A.K. Azad
Corresponding Author:  M.A. Bkar PK 

Key words:  Deisslerís method, dust particle, first order reactant, Navier-stockís equation, turbulent flow, ,
Vol. 6 , (10): 1749-1756
Submitted Accepted Published
October 17, 2012 December 10, 2012 July 20, 2013
Abstract:

Using Deisslerís approach, the decay for the concentration of a dilute contaminant undergoing a first-order chemical reaction in homogeneous turbulence at times prior to the final period of decay in a rotating system for the case of multi-point and multi-time is studied. Here two and three point correlations between fluctuating quantities have been considered and the quadruple correlations are ignored in comparison to the second and third order correlations. Taking Fourier transform the correlation equations are converted to spectral form. Finally, integrating the energy spectrum over all wave numbers we obtained the decay law for the concentration fluctuations in a homogeneous turbulence prior to the final period in a rotating system for the case of multi-point and multi-time.
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  Cite this Reference:
M.A. Bkar PK, M.S. Alam Sarker and M.A.K. Azad, 2013. Homogeneous Turbulence in a First-order Reactant for the Case of Multi-point and Multi-time Prior to the Final Period of Decay in a Rotating System.  Research Journal of Applied Sciences, Engineering and Technology, 6(10): 1749-1756.
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ISSN (Online):  2040-7467
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