Reduced Euler Equations in Turbulent Incompressible Flows where Pressure Has Isotropy Assumption
Journal Title: International Journal of Innovation in Science and Mathematics - Year 2018, Vol 6, Issue 5
Abstract
We look at reduced Euler Equations in turbulent incompressible flows where pressure has isotropy assumption where we find that vorticity is relative to principle axes. We solve and find how vorticity gives an energy spectrum integral. This integral is integrated and gives us the dissipative spectrum from the vorticity in a turbulent flow.
Authors and Affiliations
Steve Anglin
Keywords
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Reduced Euler Equations in Turbulent Incompressible Flows where Pressure Has Isotropy Assumption
We look at reduced Euler Equations in turbulent incompressible flows where pressure has isotropy assumption where we find that vorticity is relative to principle axes. We solve and find how vorticity gives an energy spec...