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Victor Yakhot

Affiliations: 
Mechanical Engineering Boston University, Boston, MA, United States 
Area:
Hydrodynamic turbulence theory
Website:
http://www.bu.edu/me/people/faculty/pz/yakhot/
Google:
"Victor Yakhot"
Bio:

Born in Russia, Yakhot is a 1968 graduate of the Moscow Physics Engineering Institute. While studying for his Ph.D. degree, he was employed as a senior research engineer in the Nuclear Physics Institute of Moscow State University. After receiving his degree in 1971, he says, "I was discharged from work because of application to leave for Israel and was unemployed until December 1972."
A resident of Israel from 1973 to 1985, Yakhot worked as a senior scientist for the Weizmann Institute of Science and as visiting scientist at the Technical University of Munich, the University of Stuttgart, and Princeton

Mean distance: 9.4
 
Cross-listing: Chemistry Tree

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Parents

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Children

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Max L. Berkowitz grad student 1978 Weizmann Institute (Chemistry Tree)
Alexei Chekhlov grad student 1991-1995 Princeton
Carlos E. Colosqui grad student 2009 Boston University (Chemistry Tree)

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Alexei Chekhlov collaborator Princeton
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Publications

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Schumacher J, Pandey A, Yakhot V, et al. (2018) Transition to turbulence scaling in Rayleigh-Bénard convection Physical Review E. 98
Yakhot V, Donzis DA. (2018) Anomalous exponents in strong turbulence Physica D: Nonlinear Phenomena. 384: 12-17
Yakhot V, Donzis D. (2017) Emergence of Multiscaling in a Random-Force Stirred Fluid. Physical Review Letters. 119: 044501
Kara V, Yakhot V, Ekinci KL. (2017) Generalized Knudsen Number for Unsteady Fluid Flow. Physical Review Letters. 118: 074505
Kara V, Sohn YI, Atikian H, et al. (2015) Nanofluidics of Single-Crystal Diamond Nanomechanical Resonators. Nano Letters
Lissandrello C, Li L, Ekinci KL, et al. (2015) Noisy transitional flows in imperfect channels Journal of Fluid Mechanics. 778
Yakhot V. (2014) Reynolds number of transition and self-organized criticality of strong turbulence. Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics. 90: 043019
Schumacher J, Scheel JD, Krasnov D, et al. (2014) Small-scale universality in fluid turbulence. Proceedings of the National Academy of Sciences of the United States of America. 111: 10961-5
Chen H, Staroselsky I, Yakhot V. (2013) On non-perturbative formulation of hydrodynamics using kinetic theory Physica Scripta. 88
Bartlett C, Chen H, Staroselsky I, et al. (2013) Lattice Boltzmann two-equation model for turbulence simulations: High-Reynolds number flow past circular cylinder International Journal of Heat and Fluid Flow. 42: 1-9
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