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Chemistry class 12th Conductance of eletrolytic solutions

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The conductance of electrolytic solutions refers to their ability to conduct electricity due to the presence of ions. It depends on electrolyte concentration, ion mobility, temperature, and solvent viscosity. Specific conductance (κ) is the conductance of a solution per unit volume, while molar conductance (Λm) is the conductance per mole of electrolyte. Strong electrolytes (e.g., NaCl) fully ionize, showing high conductance, whereas weak electrolytes (e.g., CH₃COOH) partially ionize, with conductance increasing upon dilution. Kohlrausch’s Law helps determine the limiting molar conductance of weak electrolytes. Temperature increases ion mobility, enhancing conductance.

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Conductance of Electrolytic Solutions
1. Introduction:
Electrolytic solutions conduct electricity due to the presence of dissolved ions. The conductance of thes
2. Conductance and Conductivity:
Conductance (G) is the ability of an electrolyte to conduct electricity and is the reciprocal of resistance (

G = 1/R (Siemens, S)

Conductivity (k) is the conductance of a solution per unit length and cross-sectional area:

k = G × (l/A)

where:
- G = Conductance (Siemens, S)
- l = Distance between electrodes (cm)
- A = Cross-sectional area of the solution (cm²)
3. Molar and Equivalent Conductivity:
Molar Conductivity (L_m) is the conductivity per unit concentration:

L_m = κ / C

Equivalent Conductivity (L_eq) is the conductivity per equivalent concentration:

L_eq = κ / N

where:
- C = Molar concentration (mol/L)
- N = Normality (equivalents/L)
4. Factors Affecting Conductivity:
Several factors influence the conductivity of electrolytic solutions:

- Nature of Electrolyte: Strong electrolytes fully dissociate, while weak electrolytes partially dissociate.
- Concentration: Conductivity (κ) decreases with dilution, but molar conductivity (Λ_m) increases.
- Temperature: Conductivity increases with temperature due to increased ion mobility.
- Viscosity of Solvent: Higher viscosity reduces ion movement and lowers conductivity.
5. Kohlrausch's Law:
Kohlrausch's law states that the molar conductivity at infinite dilution (L_m°) is the sum of the individual

L_m° = λ■ + λ■

where λ■ and λ■ are the limiting molar conductivities of the cation and anion, respectively.
6. Applications of Conductance Measurements:
Conductance measurements are widely used in electrochemistry:
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