Difference between revisions of "Darcy's law"

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== Nomenclature  ==
 
== Nomenclature  ==
  
:<math> m </math> = mass, lb<sub>m</sub>
+
:<math> q </math> = [[Darcy's law]] flow area, cm<sup>2</sup>
:<math> M </math> = molecular weight, lb<sub>m</sub>/lb<sub>mol</sub>
+
:<math> h</math> = effective feet of oil pay, ft
:<math> n </math> = number of moles, lb<sub>mol</sub>
+
:<math> k</math> = [[Darcy's law]] permeability, d
:<math> P </math> = Pressure, psia
+
:<math> L </math> = [[Darcy's law]] length, cm
:<math> R </math> = universal gas constant, 10.7316 psia ft<sup>3</sup>/ lb<sub>mol</sub>/ °R
+
:<math> P </math> = [[Darcy's law]] pressure, atm
:<math> T </math> = temperature, °R
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:<math> q </math> = [[Darcy's law]] flow rate, cm<sup>3</sup>/sec
:<math> V </math> = volume, ft<sup>3</sup>
 
:<math> z </math> = gas compressibility factor, dimensionless
 
  
=== See also ===
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===Greek symbols===
[[Ideal Gas]]<BR/>
+
 
[[Real Gas]]<BR/>
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:<math> \mu </math> = [[Darcy's law]] oil viscosity, cp
[[gas compressibility factor]]<BR/>
 
[[EOS]]<BR/>
 
  
 
==References==
 
==References==

Revision as of 06:37, 23 April 2018

Brief

Les Fontaines Publiques de la Ville de Dijon.png

Darcy's law is the fundamental law of fluid motion in porous media published by Henry Darcy in 1856 [1].

Math and Physics

 q = -\frac{kA}{\mu} \frac{dP}{dL}

Nomenclature

 q = Darcy's law flow area, cm2
 h = effective feet of oil pay, ft
 k = Darcy's law permeability, d
 L = Darcy's law length, cm
 P = Darcy's law pressure, atm
 q = Darcy's law flow rate, cm3/sec

Greek symbols

 \mu = Darcy's law oil viscosity, cp

References

  1. Darcy, Henry (1856). "Les Fontaines Publiques de la Ville de Dijon". Paris: Victor Dalmont.