Abstract
Efficient numerical models were developed for the dynamics of local and turbulent formations in a pycnocline for which the averaged flow is characterized by appearance of internal waves of soliton type. Numerical analysis of the process of initiation, interaction, and subsequent propagation of internal waves generated by two local density perturbations in a pycnocline is carried out. Anisotropic turbulence degeneration in the turbulent mixing region in a pycnocline is numerically modeled. The problem of interaction of the turbulent mixing region with the local density perturbation in a pycnocline is numerically investigated in a wide range of local perturbation parameters.
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