Definition of Distribution Law:
- The distribution law, also known as Nernst’s distribution law, states that when a solute is distributed between two immiscible solvents at a constant temperature, the ratio of its concentrations in the two solvents is constant.
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$\frac{[\text{Solute}]_A}{[\text{Solute}]_B} = K_d$
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- $[\text {Solute}] _A \quad \text{and} \quad [\text {Solute}] _B$
are the concentrations of the solute in solvents A and B, respectively. - Kd is the distribution coefficient or partition coefficient
Assumptions:
- The solute does not react chemically with any of the solvents.
- The solute exists in the same molecular form in both solvents.
- The system is at a constant temperature.
- The solvents are immiscible.
Limitations of the Distribution Law
- Chemical Changes: If the solute reacts chemically or changes state in one of the solvents, the law doesn’t apply.
- Solvent-Solvent Interaction: Even slight miscibility between solvents can affect the partition coefficient.
- Temperature Variations: Changes in temperature can alter the partition coefficient, affecting distribution.
- Concentration Dependence: High concentrations can lead to solute saturation or self-interaction, deviating from expected behaviors.
- Physical Form Variations: Differences in solute ionization or physical state between solvents can impact distribution.
Applications of the Distribution Law
- Drug Design and Pharmacokinetics: Essential for understanding drug distribution across body compartments, impacting dosing and delivery.
- Environmental Science: Helps predict the movement of pollutants between phases like water and oil.
- Extraction Processes: Guides the selection of solvents for efficient compound extraction in chemical and pharmaceutical industries.
- Analytical Chemistry: Basis for solvent choice in liquid-liquid extraction, optimizing separation of analytes.
- Food Industry: Influences the formulation by predicting how additives distribute between different phases.
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