The Kozeny-Carmen equation is an important formula in physical pharmacy and other fields dealing with porous media. It is used to determine the surface area of the powder. Let's understand this in detail.
The Kozeny-Carmen equation is expressed as:
\(k = \frac{{\epsilon^3}}{{(1-\epsilon)^2}} \cdot \frac{{S^2}}{{A}} \cdot \frac{{d^2}}{{\mu}} \cdot \Delta P \cdot \frac{{t}}{{Q}}\)
Where:
This equation is specifically used to describe the flow of fluids through a porous medium, and the specific surface area of the particles is a pivotal component of the calculation. Since it measures how much surface area is exposed to the fluid, it is critical for determining how a fluid will interact with a powder.
Therefore, among the options provided, the correct answer to the question, "Kozeny Carmen equation is used to determine the ___" is "Surface area of the powder".
Let's rule out the incorrect options:
The focus of the Kozeny-Carmen equation is clearly on the interaction between a fluid and a porous solid, emphasizing surface area computations, validating Surface area of the powder as the correct outcome.


Match the following:
(P) Schedule H
(Q) Schedule G
(R) Schedule P
(S) Schedule F2
Descriptions:
(I) Life period of drugs
(II) Drugs used under RMP
(III) List of Prescription Drugs
(IV) Standards for surgical dressing
Choose the correct match of laxative and its Mechanism of Action (MOA):
