Stanton Number
The Stanton number is a dimensionless number that measures the ratio of heat transferred into a fluid to the thermal capacity of fluid.
The Stanton number equals the heat transfer coefficient divided by the product of the specific heat capacity, haracteristic speed and the mass density.
Formula
![Copy to Clipboard QuantityVariable["St", "StantonNumberHeatTransfer"] == QuantityVariable["K", "HeatTransferCoefficient"]/(QuantityVariable["c", "SpecificHeatCapacity"]*QuantityVariable["v", "Speed"]*QuantityVariable["ρ", "MassDensity"])](https://www.wolframcloud.com/objects/resourcesystem/marketplacestorage/resources/a83/a83094f2-69bb-4c8d-93c6-a602087f8eee/Webpage/FormulaImage.png)
| symbol | description | physical quantity | 
|---|---|---|
| St | Stanton number for heat transfer | "StantonNumberHeatTransfer" | 
| c | specific heat capacity | "SpecificHeatCapacity" | 
| K | heat transfer coefficient | "HeatTransferCoefficient" | 
| v | characteristic speed | "Speed" | 
| ρ | mass density | "MassDensity" | 
Forms
Examples
Get the resource:
| In[1]:= | ![ResourceObject["Stanton Number"]](images/a83/a83094f2-69bb-4c8d-93c6-a602087f8eee-io-1-i.en.gif) | 
| Out[1]= |  | 
Get the formula:
| In[2]:= | ![FormulaData[ResourceObject["Stanton Number"]]](images/a83/a83094f2-69bb-4c8d-93c6-a602087f8eee-io-2-i.en.gif) | 
| Out[2]= |  | 
Use some values:
| In[3]:= | ![FormulaData[
 ResourceObject[
  "Stanton Number"], {QuantityVariable["c","SpecificHeatCapacity"] -> 
   Quantity[0.1`, ("Joules")/("KelvinsDifference" "Kilograms")]}]](images/a83/a83094f2-69bb-4c8d-93c6-a602087f8eee-io-3-i.en.gif) | 
| Out[3]= |  | 
 
                 
                