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Distance between Electrode given Conductance and Conductivity Calculator

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✖The Specific Conductance is the ability of a substance to conduct electricity. It is the reciprocal of specific resistance.ⓘ Specific Conductance [K]			+10% -10%
✖The Electrode Cross-sectional Area is the size of the electrodes used in an electrolytic cell.ⓘ Electrode Cross-sectional Area [a]			+10% -10%
✖Conductance (also known as electrical conductance) is defined as the potential for a substance to conduct electricity.ⓘ Conductance [G]			+10% -10%

✖The Distance between Electrodes is the separation between two parallel electrodes.ⓘ Distance between Electrode given Conductance and Conductivity [l]

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Distance between Electrode given Conductance and Conductivity Solution

STEP 0: Pre-Calculation Summary

Formula Used

Distance between Electrodes = (Specific Conductance*Electrode Cross-sectional Area)/(Conductance)
l = (K*a)/(G)
This formula uses 4 Variables

Variables Used

Distance between Electrodes - (Measured in Meter) - The Distance between Electrodes is the separation between two parallel electrodes.
Specific Conductance - (Measured in Siemens per Meter) - The Specific Conductance is the ability of a substance to conduct electricity. It is the reciprocal of specific resistance.
Electrode Cross-sectional Area - (Measured in Square Meter) - The Electrode Cross-sectional Area is the size of the electrodes used in an electrolytic cell.
Conductance - (Measured in Siemens) - Conductance (also known as electrical conductance) is defined as the potential for a substance to conduct electricity.

STEP 1: Convert Input(s) to Base Unit

Specific Conductance: 4900 Siemens per Meter --> 4900 Siemens per Meter No Conversion Required
Electrode Cross-sectional Area: 10.5 Square Meter --> 10.5 Square Meter No Conversion Required
Conductance: 9900.25 Mho --> 9900.25 Siemens (Check conversion here)

STEP 2: Evaluate Formula

Substituting Input Values in Formula

l = (K*a)/(G) --> (4900*10.5)/(9900.25)

Evaluating ... ...

l = 5.19683846367516

STEP 3: Convert Result to Output's Unit

5.19683846367516 Meter --> No Conversion Required

FINAL ANSWER

5.19683846367516 ≈ 5.196838 Meter <-- Distance between Electrodes

(Calculation completed in 00.020 seconds)

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< Conductance and Conductivity Calculators

Equivalent Conductance

LaTeX Go Equivalent Conductance = Specific Conductance*Volume of Solution

Molar Conductivity given Molarity

LaTeX Go Molar Conductivity = Specific Conductance*1000/Molarity

Molar Conductance

LaTeX Go Molar Conductance = Specific Conductance/Molarity

Specific Conductance

LaTeX Go Specific Conductance = 1/Resistivity

< Important Formulas of Conductance Calculators

Conductivity given Conductance

LaTeX Go Specific Conductance = (Conductance)*(Distance between Electrodes/Electrode Cross-sectional Area)

Conductivity given Molar Volume of Solution

LaTeX Go Specific Conductance = (Solution Molar Conductivity/Molar Volume)

Conductivity given Cell Constant

LaTeX Go Specific Conductance = (Conductance*Cell Constant)

Conductance

LaTeX Go Conductance = 1/Resistance

Distance between Electrode given Conductance and Conductivity Formula

LaTeX Go

Distance between Electrodes = (Specific Conductance*Electrode Cross-sectional Area)/(Conductance)
l = (K*a)/(G)

What is specific conductance?

Specific Conductance is the ability of a substance to conduct electricity. It is the reciprocal of specific resistance. Specific conductance is defined as the conducting capacity of a solution of the dissolved electrolyte and the whole solution is being placed between two electrodes are 1 sq. cm and length 1 cm.

How to Calculate Distance between Electrode given Conductance and Conductivity?

Distance between Electrode given Conductance and Conductivity calculator uses Distance between Electrodes = (Specific Conductance*Electrode Cross-sectional Area)/(Conductance) to calculate the Distance between Electrodes, The Distance between electrode given conductance and conductivity formula is defined as the product of specific conductance to the area per conductance of electrolytic conductor. Distance between Electrodes is denoted by l symbol.

How to calculate Distance between Electrode given Conductance and Conductivity using this online calculator? To use this online calculator for Distance between Electrode given Conductance and Conductivity, enter Specific Conductance (K), Electrode Cross-sectional Area (a) & Conductance (G) and hit the calculate button. Here is how the Distance between Electrode given Conductance and Conductivity calculation can be explained with given input values -> 6.257418 = (4900*10.5)/(9900.25).

FAQ

What is Distance between Electrode given Conductance and Conductivity?

The Distance between electrode given conductance and conductivity formula is defined as the product of specific conductance to the area per conductance of electrolytic conductor and is represented as l = (K*a)/(G) or Distance between Electrodes = (Specific Conductance*Electrode Cross-sectional Area)/(Conductance). The Specific Conductance is the ability of a substance to conduct electricity. It is the reciprocal of specific resistance, The Electrode Cross-sectional Area is the size of the electrodes used in an electrolytic cell & Conductance (also known as electrical conductance) is defined as the potential for a substance to conduct electricity.

How to calculate Distance between Electrode given Conductance and Conductivity?

The Distance between electrode given conductance and conductivity formula is defined as the product of specific conductance to the area per conductance of electrolytic conductor is calculated using Distance between Electrodes = (Specific Conductance*Electrode Cross-sectional Area)/(Conductance). To calculate Distance between Electrode given Conductance and Conductivity, you need Specific Conductance (K), Electrode Cross-sectional Area (a) & Conductance (G). With our tool, you need to enter the respective value for Specific Conductance, Electrode Cross-sectional Area & Conductance and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

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