Careful, your tossing concepts totally foreign to most people - being able to compare flow characteristics for different speeds, sizes, temperatures, pressures, etc.
I just thought that if someone was going to claim that the GC sediments were all sorted into all those layers by hydrodynamics effect in water they should maybe know a little something about the factors the govern sedimentation. The Reynolds number is one of the most important factors in hydrodynamics. It is a dimensionless number that allows prediction of the nature of flow. For a spherical particle Re is calculated by multiplying the diameter by the density of the fluid and the velocity and dividing by the viscosity of the fluid. If Re < 0.2 Stokes law can be used to predict settling velocity
v = 2(p-p0)r^2g/9n
where p-p0 is the density difference, r is the diameter of the particle, g the gravitational constant and n is the viscosity of the liquid.
For practical examples with some data from other posts, with sand of about 1/16 mm diameter and a specific gravity of 2.5 g/cc the settling velocity calculate from Stokes's law is 0.003 m/sec and the Re= 0.199 so Stokes's law is valid and the calculation is fairly accurate. For bigger particles with higher Re significant corrections to Stokes's law are required as the particles will settle more slowly than predicted by Stokes's law.
On the other hand for a 1 micron clay particle Re is very small and the settling velocity is only about 0.0000008 m/sec. Still water for a long time is needed to get such fine particles to deposit in thick uniform layers. This hardly fits with a whirling swirling global flood.
Of course there are many other problems with flood deposition of all those complex layers in the GC such as the extensive patterns of animal burrows found in some layers, the presence of evaporites in other layers and the famous animal tracks in the Coconino Sandstone that we have discussed exhaustively on past threads.
Randy