I92
1. L. I.L'M1.F.Y AND B. KHAJEH-NOURI
Champirgne, F. t t . Harris, V. G.. and Corrsin. S. (1970). Experiments on nearly homogeneous
l'orrrin. S. (1972). Comment on "Transport equations in turbulenw." Phys. FIuitls 16. 157 - 158.
Daly. U. J.. and Harlow, F. H. (1970). Transport equations in turbulence. P h p . Fluids 13.
IkardorN, J. W. (1974). The use of sub-grid transport equations in a three-dimensional model of
atmospheric turbulence. Trans. A S M E (submitted for publication).
Donaldson. C. DuP. (1972~). Calculation of turbulent shear flows for atmospheric and vortex
motions. .4/AA J . 10. 4- 12.
Donaldson, C . DuP. (l972b). Construction of a dynamic model of the production of atmospheric turbulence and the dispersal of atmospheric pollutants. Amer. Melcurol. Soc. Works/rop M icronrcrct ire/., Boslon. Ma YS
Fox, I). (i.. and Lilly. D. K. (1972). Numerical simulation of turbulent flows. Rer. Guopltys.
Spucr Php. 10. S1--72.
Gibson, C. H.. and Schwarz, W. H. (1%3). The universal equilibrium spectra of turbulent
velocity and scalar fields. J . Fluid Mrrh 16, 365--384.
Jones, W. P., and Launder, 8. E. (1972). The prediction of laminarization with a two equation
model ol' turbulence. lnr. J. Ifvat Mass Trunsfvr 5. 301 314.
L.umley, J. L. (1967). Rational approach to relations between motions of differing scales in
turbulent flows. Phys. Fluids 10. 1405.- 1408.
Lumley, J. L. (1970). Toward a turbulent constitutive relation. J . Fluid Much. 41. 413-434.
Lumley. J. L., and Khajeh-Nouri. B. (1974). Modcling homopeneous deformation of turbulence.
PIrys. Flitids (submitted for publication).
Mcllor. G. L. (1974). Analytic prediction of the properties of stratified planetary surface layers.
J . Fluid Mcch. (submitted for publication).
Mulhcarn, P. J. (1970). "On the Theory of Uniform Shew Flows." Tech. Note F-15. Charles
Kolling Res. Lab.. Dep. Mech. Eng., Univ. of Sydney. Sydney.
N g K. H.. and Spalding, D. B. (1972). Turbulence model for boundary layers near walls. Plrys.
Fluid.v IS. 20--.\0.
Orszap. S. A,. and Patterson. Q. S.. Jr. (1972). Numerical simulation of turbulence. III "Statistical Models and Tiirbulen~x~" Lecture Notes in Physics, Vol. I?. pp. 127.147. Springer.VVcrl ag. Berlin and New York.
Phillip. 0. M. (19666). "The Dynamics of the Upper Ocean." Cambridge Ilniv. Press, London
uiid Ncw York.
Rcyiiolds. W. C. (IY7O). "Computation of Turbulent Flows ---State of the Art, 1970." Rep.
M 1)-27, Thcrmosci. Div.. Dep. Mech. Eng., Stanford Univ.. Stanford, California.
Rotta, J. (195 I). Statistitiche Theorie Nichthomogener Turbulenz. Z. Phys. 129, 547- 572.
Tennckes. 1. 1. . and Lumley. J. L. (1972). "A First Course in Turbulencc." MIT Press. Cambridge,
Townscnd. A. A. (IYS6). "The Structure of Turbulent Shear Flow." Cambridge Univ. Press.
Tuckcr. H. 1.. and Reynolds. A, 1. (1968). The distortion of turbulence by irrotational planc
turbulent shear flow. J . Fluid Moc,/i. 41. 81 139.
2634- 2649.
Masscichuset tti.
1.ondon and New York.
strain. J . Fbtid Mcch. 32. 657-673.
1. L. I.L'M1.F.Y AND B. KHAJEH-NOURI
Champirgne, F. t t . Harris, V. G.. and Corrsin. S. (1970). Experiments on nearly homogeneous
l'orrrin. S. (1972). Comment on "Transport equations in turbulenw." Phys. FIuitls 16. 157 - 158.
Daly. U. J.. and Harlow, F. H. (1970). Transport equations in turbulence. P h p . Fluids 13.
IkardorN, J. W. (1974). The use of sub-grid transport equations in a three-dimensional model of
atmospheric turbulence. Trans. A S M E (submitted for publication).
Donaldson. C. DuP. (1972~). Calculation of turbulent shear flows for atmospheric and vortex
motions. .4/AA J . 10. 4- 12.
Donaldson, C . DuP. (l972b). Construction of a dynamic model of the production of atmospheric turbulence and the dispersal of atmospheric pollutants. Amer. Melcurol. Soc. Works/rop M icronrcrct ire/., Boslon. Ma YS
Fox, I). (i.. and Lilly. D. K. (1972). Numerical simulation of turbulent flows. Rer. Guopltys.
Spucr Php. 10. S1--72.
Gibson, C. H.. and Schwarz, W. H. (1%3). The universal equilibrium spectra of turbulent
velocity and scalar fields. J . Fluid Mrrh 16, 365--384.
Jones, W. P., and Launder, 8. E. (1972). The prediction of laminarization with a two equation
model ol' turbulence. lnr. J. Ifvat Mass Trunsfvr 5. 301 314.
L.umley, J. L. (1967). Rational approach to relations between motions of differing scales in
turbulent flows. Phys. Fluids 10. 1405.- 1408.
Lumley, J. L. (1970). Toward a turbulent constitutive relation. J . Fluid Much. 41. 413-434.
Lumley. J. L., and Khajeh-Nouri. B. (1974). Modcling homopeneous deformation of turbulence.
PIrys. Flitids (submitted for publication).
Mcllor. G. L. (1974). Analytic prediction of the properties of stratified planetary surface layers.
J . Fluid Mcch. (submitted for publication).
Mulhcarn, P. J. (1970). "On the Theory of Uniform Shew Flows." Tech. Note F-15. Charles
Kolling Res. Lab.. Dep. Mech. Eng., Univ. of Sydney. Sydney.
N g K. H.. and Spalding, D. B. (1972). Turbulence model for boundary layers near walls. Plrys.
Fluid.v IS. 20--.\0.
Orszap. S. A,. and Patterson. Q. S.. Jr. (1972). Numerical simulation of turbulence. III "Statistical Models and Tiirbulen~x~" Lecture Notes in Physics, Vol. I?. pp. 127.147. Springer.VVcrl ag. Berlin and New York.
Phillip. 0. M. (19666). "The Dynamics of the Upper Ocean." Cambridge Ilniv. Press, London
uiid Ncw York.
Rcyiiolds. W. C. (IY7O). "Computation of Turbulent Flows ---State of the Art, 1970." Rep.
M 1)-27, Thcrmosci. Div.. Dep. Mech. Eng., Stanford Univ.. Stanford, California.
Rotta, J. (195 I). Statistitiche Theorie Nichthomogener Turbulenz. Z. Phys. 129, 547- 572.
Tennckes. 1. 1. . and Lumley. J. L. (1972). "A First Course in Turbulencc." MIT Press. Cambridge,
Townscnd. A. A. (IYS6). "The Structure of Turbulent Shear Flow." Cambridge Univ. Press.
Tuckcr. H. 1.. and Reynolds. A, 1. (1968). The distortion of turbulence by irrotational planc
turbulent shear flow. J . Fluid Moc,/i. 41. 81 139.
2634- 2649.
Masscichuset tti.
1.ondon and New York.
strain. J . Fbtid Mcch. 32. 657-673.