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Journal of Mathematical Fluid Mechanics,March 2014, Volume 16, Issue 1, pp 145-162.
G. Ya. Dynnikova.
Institute of Mechanics, Lomonosov Moscow State University, Michurinskii pr.1, Moscow, 119192, Russia.
Abstract
An integral expression of pressure via dynamical characteristics of the vortex and velocity fields for viscous fluid is presented. This expression may be considered as an analog (or generalization) of the Bernoulli equation for nonstationary vortex flows of ideal or viscous fluids, including the case of an external nonconservative mass force. The presented formulas are useful for calculating the pressure field when meshless vortex methods are applied for the flow simulation.
