Идеальная несжимаемая жидкость

LOW-­ORDER DYNAMICAL MODELS FOR VORTICAL FLOWS OF INVISCID FLUID IN SQUARE AREA

The Galerkin method together with the method of small parameter is applied for study of Routh­like equations describing the dynamics of two­dimensional inviscid incom­pressible fluid flows. A set of simple models for some vortical flows of such fluid in rectangular area has been derived and analysed.