Chemistry·Core Principles

Specific and Molar Conductivity — Core Principles

NEET UG
Version 1Updated 22 Mar 2026

Core Principles

Electrolytic conductance describes how well an electrolyte solution conducts electricity, primarily through the movement of ions. Conductance (G) is the reciprocal of resistance (R), measured in siemens (S).

**Specific conductivity (κ\kappa)**, also known as conductivity, is the conductance of a unit volume (1,cm31,\text{cm}^3) of the solution. It's an intrinsic property, measured in S cm1\text{S cm}^{-1}. κ\kappa depends on the number of ions per unit volume and their mobility.

It generally decreases with dilution because fewer ions are present in a fixed unit volume. **Molar conductivity (Λm\Lambda_m)** is the conducting power of all ions produced by one mole of electrolyte in a given solution.

It's calculated as Λm=κ×1000/C\Lambda_m = \kappa \times 1000 / C (where CC is molarity in mol L1\text{mol L}^{-1}), and its unit is S cm2mol1\text{S cm}^2 \text{mol}^{-1}. Λm\Lambda_m generally increases with dilution because interionic attractions decrease (strong electrolytes) or the degree of dissociation increases (weak electrolytes), enhancing overall ionic contribution per mole.

The **cell constant (G=l/AG^* = l/A)** is a geometric factor for a conductivity cell, used to relate measured conductance to specific conductivity (κ=G×G\kappa = G \times G^*).

Important Differences

vs Molar Conductivity

AspectThis TopicMolar Conductivity
DefinitionConductance of a unit volume ($1, ext{cm}^3$) of the electrolyte solution.Conducting power of all ions produced by one mole of electrolyte in a given volume of solution.
Dependence on ConcentrationDecreases with dilution (decreasing concentration) for both strong and weak electrolytes.Increases with dilution (decreasing concentration) for both strong and weak electrolytes.
Units (common)Siemens per centimeter ($\text{S cm}^{-1}$).Siemens centimeter squared per mole ($\text{S cm}^2 \text{mol}^{-1}$).
Formula$\kappa = G \times G^*$ (where $G$ is conductance, $G^*$ is cell constant).$\Lambda_m = \kappa \times 1000 / C$ (where $C$ is molarity in $\text{mol L}^{-1}$).
Physical InterpretationMeasures the intrinsic conducting ability of the solution per unit volume.Measures the total contribution of a fixed amount (one mole) of electrolyte to conduction.
Specific conductivity ($\kappa$) and molar conductivity ($\Lambda_m$) are both measures of an electrolyte solution's ability to conduct electricity, but they differ significantly in their definition and behavior with concentration. Specific conductivity refers to the conductance of a unit volume of solution, decreasing with dilution due to fewer ions per unit volume. Molar conductivity, however, represents the total conductance of one mole of electrolyte, increasing with dilution as interionic attractions lessen or dissociation increases. Understanding these distinctions is crucial for accurate analysis of electrolytic systems.
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