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Mathematical modeling of convection plume over an infinite-length porous source

Kyiv, May 4 -- 15, 2004. NATO Advanced Study Institute. A . I . Denisenko ( Zaporizhzhya National Technical University, Zaporizhzhya, Ukraine ) Ye.A. Gayev ( Institute of Hydromechanics of NASU, Kyiv, Ukraine ). Mathematical modeling of convection plume over an infinite-length porous source

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Mathematical modeling of convection plume over an infinite-length porous source

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  1. Kyiv, May 4 -- 15, 2004 NATO Advanced Study Institute A.I. Denisenko(Zaporizhzhya National Technical University, Zaporizhzhya, Ukraine)Ye.A. Gayev(Institute of Hydromechanics of NASU, Kyiv, Ukraine) Mathematical modeling of convection plume over an infinite-length porous source of heat and moisture

  2. Introduction

  3. Spraying Cooling Systemof Zaporizhzhya' Nuclear Power Plant

  4. Conclusion

  5. References • 1. Schiller L. • 2. Schlichting G. • 3. Gayev Ye.A. Models of easily penetrable roughness for Nature and Engineering., Kiev, 2004. (to be published in Russian with extended abstract in English) • 4. Finnigan J.J., Brunet Y. Turbulent airflow in forests on flat and hilly terrain. In: Wind and Trees (Edited by M.P.Coutts and J.Grace). Cambridge University Press, 1995, pp. 3 -- 40. • 5. Britter R.E., Hanna S.R. Flow and Dispersion in Urban Areas. – Annual Review of Fluid Mechanics, 35, 2003, pp. 469 – 496. • 6. Naot D., Nezu I., Nakagawa H. Hydrodynamic bahaviour of partly vegetated open channels. // J. of Hydraulic Engineering, pp. 625 -- 633, 1996. • 7. Roach P.J. Computational Fluid Dynamics. Hermosa Publishers, Albuquerque, 1976 • 10. Shikhaliev S.Z. On the Efficiency of Solving of Initial-Boundary Value Problems for Parabolic Equations by Algorithm of Polynomial Acceleration. In: 4th Intern. Conf. on Inform. System, Anal. and Synth., Vol. 2, 1998. Orlando, USA, pp. 386 - 390.

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