How to calculate resistance between two electrodes filled with water

AI Thread Summary
To calculate resistance between two electrodes filled with water, the formula R = ρL/A is used, where A is the cross-sectional area and ρ is the resistivity. For a rectangular configuration with a 30 mm gap, the resistivity can be derived from the known conductivity of the solution. In cylindrical geometry, the calculation requires integration over small volume elements to account for the geometry, with the inner and outer diameters specified. Conductivity and resistivity are inverses, so the resistivity can be calculated by taking the reciprocal of the conductivity. Understanding these relationships is crucial for accurate resistance calculations in both geometries.
guptasuryakant
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Hello ,

Can someone from this group help me ,how to calculate resistance between two electrodes filled with water with a known conductivity solution.

In my case I have two experimental conditions. First there are two rectangular plates separated with a gap of 30 mm.

In second case this is a cylindrical geometry Innner electrode dia is 10 mm. And outer electrode dia is 50 mm. In between water is filled with a conductivity of 500µ cm/cm.

If some one can answer atleast for one case it will be useful for me.

regards
 
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For the rectangular case, the resistance is

R = \frac{\rho L}{A}

Where A is the crossectional area, and the resistivity is \rho

The calculation is similar for the cylindrical geometry, but you need to set up an integral to do it over small volume elements that approximate the rectangular situation.
 
How I can put the value in place of resistivity

Thanks for your prompt reply

How I can put the value in place of resistivity in above fourmula
 
You said you knew the conductivity of the solution. Probably conductivity and resistivity are just inverses, but check the units to be sure.
 
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