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Last name: KHANIN
First name: K.
Physics Reports, 447, pp. 1-2, http://dx.doi.org./10.1016/j.physrep..04.002
The dynamics of the multi-dimensional randomly forced Burgers equation is studied in the limit of vanishing viscosity. It is shown both theoretically and numerically that the shocks have a universal global structure which is determined by the topology of the configuration space. This structure is shown to be particularly rigid for the case of...
Burgers turbulence subject to a force $f(x,t)=\sum_jf_j(x)\delta(t-t_j)$, where the $t_j$'s are ``kicking times'' and the ``impulses'' $f_j(x)$ have arbitrary space dependence, combines features of the purely decaying and the continuously forced cases. With large-scale forcing this ``kicked'' Burgers turbulence presents many of the regimes...
Journal of Statistical Physics, 121, pp. 671-695, http://dx.doi.org./10.1007/s10955-005-7011-4