Accelerating Frequency
Fluid dynamic accelerating frequency
The acceleration frequency equals the square root of the product of the characteristic length cubed, density difference and angular velocity squared divided by the surface tension.
Formula
![Copy to Clipboard QuantityVariable[Subscript["N", "f"], "Unitless"] == Sqrt[(QuantityVariable["l", "Length"]^3*QuantityVariable["Δ​ρ", "MassDensity"]*QuantityVariable["ω", "AngularVelocity"]^2)/QuantityVariable["γ", "SurfaceTension"]]](https://www.wolframcloud.com/obj/resourcesystem/marketplacestorage/resources/4cc/4cc9b3a8-0da1-4c53-bdfe-ca25c11e4fb7/Webpage/FormulaImage.png)
| symbol | description | physical quantity | 
|---|---|---|
| Nf | accelerating frequency | "Unitless" | 
| l | characteristic length | "Length" | 
| γ | surface tension | "SurfaceTension" | 
| Δ​ρ | density difference | "MassDensity" | 
| ω | angular velocity | "AngularVelocity" | 
Forms
Examples
Get the resource:
| In[1]:= | ![ResourceObject["Accelerating Frequency"]](images/4cc/4cc9b3a8-0da1-4c53-bdfe-ca25c11e4fb7-io-1-i.en.gif) | 
| Out[1]= |  | 
Get the formula:
| In[2]:= | ![FormulaData[ResourceObject["Accelerating Frequency"]]](images/4cc/4cc9b3a8-0da1-4c53-bdfe-ca25c11e4fb7-io-2-i.en.gif) | 
| Out[2]= |  | 
Use some values:
| In[3]:= | ![FormulaData[
 ResourceObject["Accelerating Frequency"], {QuantityVariable[
\!\(\*SubscriptBox[\("N"\), \("f"\)]\),"Unitless"] -> 4.688`}]](images/4cc/4cc9b3a8-0da1-4c53-bdfe-ca25c11e4fb7-io-3-i.en.gif) | 
| Out[3]= |  | 
