If a growing 3d disturbance can be found at a given value of this quantity, then a growing 2d disturbance exists at a lower value of this quantity, according to Squires theorem. If this quantity is in a certain range, there exists two values of the Strouhal number. If this quantity is used to find a friction factor, the Hagen-Piseuille equation becomes a solution of the Da
If a growing 3d disturbance can be found at a given value of this quantity, then a growing 2d disturbance exists at a lower value of this quantity, according to Squires theorem. If this quantity is in a certain range, there exists two values of the Strouhal number. If this quantity is used to find a friction factor, the Hagen-Piseuille equation becomes a solution of the Darcy-Weisbach equation. When this value is (*) large, the pressure is constant across the boundary layer. This quantity cannot be small in the vicinity of an infinite cylinder according to Stokes' paradox. High values of this quantity signal turbulence. For ten points, identify this dimensionless number equal to the ratio of inertial forces to viscous forces.
If a growing 3d disturbance can be found at a given value of this quantity, then a growing 2d disturbance exists at a lower value of this quantity, according to Squires theorem.
{Reynolds} number