Point out the best representation of relation between magnetic susceptibility ( chi ) and temperature (T) for a paramagnetic material.

Question

Point out the best representation of relation between magnetic susceptibility ( chi ) and temperature (T) for a paramagnetic material. (A)  (B)  (C)  (D)

Tardigrade Admin · Accepted Answer

According to Curieâs law chi = (C/T) ⇒ chi propto 1/T. i.e., magnetic susceptibility is inversely proportional to temperature hence graph (a) is the best representation of this relation.

Q. Point out the best representation of relation between magnetic susceptibility $(χ)$ and temperature $(T)$ for a paramagnetic material.

According to Curie’s law
$χ = \frac{C}{T} \Rightarrow χ \propto 1/ T .$
i.e., magnetic susceptibility is inversely proportional to temperature hence graph (a) is the best representation of this relation.

Q. Point out the best representation of relation between magnetic susceptibility (χ) and temperature (T) for a paramagnetic material.

According to Curie’s law χ=TC​⇒χ∝1/T. i.e., magnetic susceptibility is inversely proportional to temperature hence graph (a) is the best representation of this relation.

Q. Point out the best representation of relation between magnetic susceptibility $(χ)$ and temperature $(T)$ for a paramagnetic material.

According to Curie’s law
$χ = \frac{C}{T} \Rightarrow χ \propto 1/ T .$
i.e., magnetic susceptibility is inversely proportional to temperature hence graph (a) is the best representation of this relation.