Pages that link to "Item:Q3524063"

The following pages link to On the derivation of the Navier–Stokes–alpha equations from Hamilton's principle (Q3524063):

Displaying 7 items.

• A derivation of the NS-α model and preliminary application to plane channel flow (Q2853862) (← links)
• The hybrid Euler–Lagrange procedure using an extension of Moffatt's method (Q3075765) (← links)
• Lagrangian averaging with geodesic mean (Q4646898) (← links)
• Geodesic motion on groups of diffeomorphisms with <i>H</i>¹ metric as geometric generalised Lagrangian mean theory (Q5065642) (← links)
• The Navier–Stokes-<i>α</i>equations revisited (Q5870548) (← links)
• The dynamics of unforced turbulence at high Reynolds number for Taylor–Green vortices generalized to MHD (Q5876514) (← links)
• Eulerian and Lagrangian means in rotating, magnetohydrodynamic flows II. Braginsky’s nearly axisymmetric dynamo (Q5879313) (← links)