Ilim ha’m ja’miyet 1-1-сан (2026) · 40-43-беттер
THE SOLUTION TO A SYSTEM OF EQUATIONS OF THE HOPFTYPE IN THE FORM OF A TRAVELING WAVE
Turdiev, U.Q., Axmedova, M., Juraqobilov, A., Турдиев, У.К., Ахмедова, М., Журакобилов, А., Turdiyev, U.Q., Axmedova, M., Jo‘raqobilov, A.
Аннотация
From the system of non-stationary equations of two-velocity hydrodynamics, a system of equations of the Burgers and Hopf type was obtained. It should be taken into account that energy dissipation occurs due to the viscosity of the subsystems and the coefficient of friction between the components. Analysis of the system of differential equations in the form of traveling waves for the Hopf-type model reduces the system to solving a system of nonlinear ordinary differential equations.
convective termnonlinearitysystems of equations of Burgers and Hopf typenonlinear ordinary differential equationsконвективный членнелинейностьсистемы уравнений типа Бюргерса и Хопфанелинейные обыкновенные дифференциальные уравненияkonvektiv hadnochiziqlik
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