Stokes flow ( time-reversibility ) and no-slip condition

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3O04 L01, Intro to FluidMech, No-Slip Condition, Flow Classification, Vapour Pressure 3O04 L01, Intro to FluidMech, No-Slip Condition, Flow Classification, Vapour Pressure
No-Slip Condition No-Slip Condition
Low Reynolds number flows and reversibility (G.I.Taylor, 1967) Low Reynolds number flows and reversibility (G.I.Taylor, 1967)
2C40.50 - Time Reversal - Laminar Motion 2C40.50 - Time Reversal - Laminar Motion
No-Slip Condition No-Slip Condition
Visualization of the no-slip condition. Visualization of the no-slip condition.
Visualizing the Secrets of Fluid Flow | The Navier-Stokes Equation Animated with Python Visualizing the Secrets of Fluid Flow | The Navier-Stokes Equation Animated with Python
A reversible laminar flow also known as the Stokes flow is demonstrated by putting drops of dye on t A reversible laminar flow also known as the Stokes flow is demonstrated by putting drops of dye on t