Difference between revisions of "Water viscosity"

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(Water viscosity)
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__TOC__
 
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==Water viscosity==
 
==Water viscosity==
The formation water (brine) isothermal viscosity correlation is published by '''McCain''' in '''1990'''<ref name= M1991/>.
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The formation water (brine) isothermal viscosity correlation is published by '''McCain''' in '''1991'''<ref name= M1991/>.
  
 
[[File:Water viscosity.png|thumb|right|400px|Water viscosity <ref name= M1990/>]]
 
[[File:Water viscosity.png|thumb|right|400px|Water viscosity <ref name= M1990/>]]
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==Math and Physics==
 
==Math and Physics==
  
At pressures above bubble point:
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:<math> \mu_{w1} = AT^{-B}</math><ref name= M1991/>
  
:<math> c_w = 1 / (7.033 P + 0.5415 C_{mg/l} - 537 T + 403300) </math><ref name= M1991/>
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:<math> \mu_{w} = \mu_{w1} (0.9994 + 4.0295 * 1e-5 * P + 3.1062 * 1e-9 * P^2</math><ref name= M1991/>
  
 
== Application range ==
 
== Application range ==

Revision as of 06:15, 2 October 2020

Water viscosity

The formation water (brine) isothermal viscosity correlation is published by McCain in 1991[1].

Water viscosity [2]

Math and Physics

 \mu_{w1} = AT^{-B}[1]
 \mu_{w} = \mu_{w1} (0.9994 + 4.0295 * 1e-5 * P + 3.1062 * 1e-9 * P^2[1]

Application range

The correlation is valid only for temperatures between 200 and 270F, pressures of 1000 to 20000 psia, and salinities up to 200000 mg/l[1].

Discussion

We, at pengtools.com, are calculating water compressibility below the bubble point with the same equation at the moment.

Example. Calculating water isothermal compressibility

Example source [2]

Input data

 C_{mg/l} =  74289.3

Calculate water isothermal compressibility at 3500 psia and 165°F?

Solution

 c_w = 2.6348E-6\ psia^{-1}

Nomenclature

 C_{mg/l} = pressure correction, res bbl/STB
 C_{mg/l} = water salinity or solids concentration, mg/l
 P = pressure, psia
 T = Temperature, °F

See also

Water solids concentration

References

  1. 1.0 1.1 1.2 1.3 McCain, W.D. Jr. (1991). "Reservoir-Fluid Property Correlations-State of the Art"Free registration required. Society of Petroleum Engineers (SPE-18571-PA). 
  2. 2.0 2.1 McCain, W.D. Jr. (1990). Properties of Petroleum Fluids (2 ed.). Oklahoma: PennWell Corp. ISBN 978-0878143351.