The nine-fourths power of this quantity is proportional to the number of grid points necessary to conduct a three-dimensional CFD simulation.
The nine-fourths power of this quantity is proportional to the number of grid points necessary to conduct a three-dimensional CFD simulation. Plugging values from the Kolmogorov microscale into this quantity yields a value of unity. For particle diffusion this quantity equals the Peclet number divided by the Schmidt number. When this quantity is far less than 2000, creeping flow may occur, and Stokes's drag law is valid. In general it is defined as a characteristic flow velocity times a characteristic length scale divided by the kinematic viscosity. For 10 points, name this dimensionless ratio of inertial and viscous forces that is smaller for laminar flows than for turbulent flows.
The nine-fourths power of this quantity is proportional to the number of grid points necessary to conduct a three-dimensional CFD simulation.
Reynolds number [prompt on "Re"]