The Archimedes number is related to both the Richardson number and Reynolds number via
2.
The Richardson number defined above is always considered positive.
3.
In aviation, the Richardson number is used as a rough measure of expected air turbulence.
4.
In oceanography, the Richardson number has a more general form which takes stratification into account.
5.
The Richardson number, a dimensionless parameter of the theory of turbulence is named for him.
6.
In the design of water filled thermal energy storage tanks, the Richardson number can be useful.
7.
In the vertical, vertical mixing as a function stability frequency ( N ^ 2 ) and / or Richardson number are historically prevalent.
8.
The Richardson number, or one of several variants, is of practical importance in weather forecasting and in investigating density and turbidity currents in oceans, lakes, and reservoirs.
9.
In the limit of layer thickness becoming small, the Bulk Richardson number approaches the Gradient Richardson number, for which a critical Richardson number is roughly Ri c = 0.25.
10.
In the limit of layer thickness becoming small, the Bulk Richardson number approaches the Gradient Richardson number, for which a critical Richardson number is roughly Ri c = 0.25.
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