Goldman equation

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The Goldman equation can be expressed as follows:<br>  
 
The Goldman equation can be expressed as follows:<br>  
 
<br>
 
  
 
[[Image:Goldman eqn1.png|412x105px]]<br>  
 
[[Image:Goldman eqn1.png|412x105px]]<br>  
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[[Image:Goldman eqn2.png|520x124px]]<br>  
 
[[Image:Goldman eqn2.png|520x124px]]<br>  
 
<br>
 
  
 
where<br>  
 
where<br>  
 
<br>
 
  
 
E<sub>m</sub> is the potential difference of an ion between membranes  
 
E<sub>m</sub> is the potential difference of an ion between membranes  
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== References<br>  ==
 
== References<br>  ==
  
== External Links ==
+
== External Links ==
  
 
*[http://www.nernstgoldman.physiology.arizona.edu/ The Nernst/Goldman Equation Simulator]
 
*[http://www.nernstgoldman.physiology.arizona.edu/ The Nernst/Goldman Equation Simulator]
  
 
<br>
 
<br>

Revision as of 18:24, 15 November 2010

Goldman equation is an equation used to calculate the electrical equilibium potential across the cell's membrane in the presence of more than one ions taking into account the selectivity of membrane's permeability. It is derived from the Nernst equation.

Contents

Equation

The Goldman equation can be expressed as follows:

Goldman eqn1.png

or

Goldman eqn2.png

where

Em is the potential difference of an ion between membranes

R is the universal gas constant; R = 8.314471 J mol-1

T is the thermodynamics temperature, in Kelvin; 0 K = -273.15oC

z is the number of moles of electrons transferred between membranes (defined by the valency of ion)

F is the Faraday's constant; F = 96,485.3415 C mol-1

PA or B is the permeability of the membrane to a particular ion (A or B)

[A or B]o is the concentration of ion outside the membrane

[A or B]i is the concentration of ion inside the membrane

See also

References

External Links


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