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0000843111
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Computations of turbulent combustion: Progress and challenges
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Pittsburgh: The Combustion Institute. p. 591-
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Pope S. B. Computations of turbulent combustion: Progress and challenges. 23rd International Symposium on Combustion. 1990;The Combustion Institute, Pittsburgh. p. 591-.
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23rd International Symposium on Combustion
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Pope, S.B.1
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PDF methods for turbulent reactive flows
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Pope S. B. PDF methods for turbulent reactive flows. Prog. Energy Combust. Sci. 11:1985;119.
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Lagrangian PDF methods for turbulent flows
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Pope S. B. Lagrangian PDF methods for turbulent flows. Annu. Rev. Fluid Mech. 26:1994;23.
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Pope, S.B.1
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0022489664
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A generalized Langevin model for turbulent flows
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Haworth D. C., Pope S. B. A generalized Langevin model for turbulent flows. Phys. Fluids. 29:1986;387.
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Phys. Fluids
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Haworth, D.C.1
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0001002169
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The velocity-dissipation probability density function model for turbulent flows
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Pope S. B., Chen Y. L. The velocity-dissipation probability density function model for turbulent flows. Phys. Fluids A. 2:1990;1437.
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Phys. Fluids A
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Pope, S.B.1
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6
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0000776282
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Application of the velocity-dissipation probability density function model to inhomogeneous turbulent flows
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Pope S. B. Application of the velocity-dissipation probability density function model to inhomogeneous turbulent flows. Phys. Fluids A. 3:1991;1947.
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Phys. Fluids A
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Pope, S.B.1
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7
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0002641502
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Recent developments in PDF methods
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New York: Academic Press. p. 375-
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Dopazo C. Recent developments in PDF methods. Turbulent Reacting Flows. 1994;Academic Press, New York. p. 375-.
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(1994)
Turbulent Reacting Flows
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Dopazo, C.1
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8
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Probability density function approach for compressible turbulent reacting flows
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Hsu A. T., Tsai Y.-L. P., Raju M. S. Probability density function approach for compressible turbulent reacting flows. AIAA J. 7:1994;1407.
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Hsu, A.T.1
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10
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0010815813
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Pressure algorithm for elliptic flow calculations with the PDF method
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Cleveland: NASA Lewis Research Center
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Anand M. S., Pope S. B., Mongia H. C. Pressure algorithm for elliptic flow calculations with the PDF method. CFD Symposium on Aeropropulsion. 1990;NASA Lewis Research Center, Cleveland.
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(1990)
CFD Symposium on Aeropropulsion
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Anand, M.S.1
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12
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0026107076
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Probability density function approach for multidimensional turbulent flow calculations with application to in-cylinder flows in reciprocating engines
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Haworth D. C., El Tahry S. H. Probability density function approach for multidimensional turbulent flow calculations with application to in-cylinder flows in reciprocating engines. AIAA J. 29:1991;208.
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Haworth, D.C.1
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0027011393
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Comparison of a Monte Carlo PDF/finite-volume mean flow model with bluff-body Raman data
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Pittsburgh: The Combustion Institute. p. 279-
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Correa S. M., Pope S. B. Comparison of a Monte Carlo PDF/finite-volume mean flow model with bluff-body Raman data. 24th International Symposium on Combustion. 1992;The Combustion Institute, Pittsburgh. p. 279-.
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(1992)
24th International Symposium on Combustion
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Correa, S.M.1
Pope, S.B.2
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17
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0001199144
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Particle method for turbulent flows: Integration of stochastic differential equations
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Pope S. B. Particle method for turbulent flows: Integration of stochastic differential equations. J. Comput. Phys. 117:1995;332.
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A pdf modeling study of self-similar turbulent free shear flows
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Haworth D. C., Pope S. B. A pdf modeling study of self-similar turbulent free shear flows. Phys. Fluids. 30:1987;1026.
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Phys. Fluids
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Haworth, D.C.1
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19
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0027962956
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On the relationship between stochastic Lagrangian models of turbulence and second-moment closures
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Pope S. B. On the relationship between stochastic Lagrangian models of turbulence and second-moment closures. Phys. Fluids. 6:1994;973.
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Phys. Fluids
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0021903186
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Diffusion behind a line source in grid turbulence
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Berlin: Springer-Verlag. p. 46-
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Anand M. S., Pope S. B. Diffusion behind a line source in grid turbulence. Turbulent Shear Flows. 1985;Springer-Verlag, Berlin. p. 46-.
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(1985)
Turbulent Shear Flows
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Anand, M.S.1
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21
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0010824513
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Stochastic model for compressible turbulence
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Delarue B. J., Pope S. B. Stochastic model for compressible turbulence. Bull. Am. Phys. Soc. 39:1994;1860.
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Bull. Am. Phys. Soc.
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Delarue, B.J.1
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0000532550
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A method of second-order accuracy integration of stochastic differential equations
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Mil'shtein G. N. A method of second-order accuracy integration of stochastic differential equations. Theory Probab. Appl. 23:1978;396.
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Weak approximation of solutions of systems of stochastic differential equations
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