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JEE Main 2021
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Animated Solution for Physics - Magnetic Effects of Current: Statement I: The ferromagnetic property depends on temperature. At high temperature, ferromagnet becomes paramagnet. Statement II: At high temperature, the domain wall area of a ferromagnetic substance increases. In the light of the above statements, choose the most appropriate answer from the options given below.

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Visualized Solution

The Sigma Insight: Magnetic Materials

The behavior of magnetic materials under varying temperatures is a fascinating journey into the microscopic world of atoms and their magnetic dipoles. Let's break down the concepts of ferromagnetism, magnetic domains, and the Curie temperature to understand exactly why the given statements hold true or false.

The Nature of Ferromagnetism In a ferromagnetic material like iron, cobalt, or nickel, the magnetic dipole moments of individual atoms strongly interact with each other

This quantum mechanical interaction, known as exchange coupling, forces neighboring dipoles to align parallel to one another.
However, this perfect alignment doesn't happen across the entire macroscopic object all at once. Instead, the material is divided into microscopic regions called magnetic domains. Within each domain, all the magnetic dipoles are perfectly aligned, producing a strong local magnetic field. The boundaries separating these domains, where the direction of magnetization gradually shifts from one domain's orientation to another's, are called domain walls.

The Role of Temperature Temperature is essentially a measure of the random thermal kinetic energy of atoms

When you heat a ferromagnetic material, you are injecting thermal energy into the system. This thermal agitation acts in direct opposition to the exchange coupling that tries to keep the dipoles aligned.
As the temperature rises, the thermal vibrations become vigorous enough to start knocking dipoles out of alignment. The rigid structure of the domains begins to weaken.

The Curie Temperature () There is a specific critical temperature for every ferromagnetic material, known as the Curie temperature ()

At this temperature, the thermal energy completely overwhelms the exchange coupling.
When the temperature exceeds , the magnetic dipoles become completely randomized. The material loses its spontaneous macroscopic magnetization and transitions into a paramagnetic state. In this state, the dipoles still exist, but they point in random directions, resulting in a net zero magnetic field unless an external field is applied.
This perfectly validates Statement I: The ferromagnetic property strongly depends on temperature, and at high temperatures (above ), a ferromagnet indeed becomes a paramagnet.

What Happens to the Domain Walls?

Now, let's address Statement II, which claims that the domain wall area increases at high temperatures.
Recall that domain walls are the boundaries between ordered domains. As the temperature increases and approaches , the thermal agitation disrupts the ordered alignment within the domains. The domains themselves begin to break down and shrink as the material becomes more randomized.
When the material crosses the Curie temperature and becomes paramagnetic, the concept of "domains" ceases to exist entirely because there is no longer any ordered alignment. If the domains disappear, the domain walls must also disappear. Therefore, the total area of the domain walls decreases to zero, rather than increasing.
This makes Statement II fundamentally incorrect.

Conclusion By understanding the microscopic battle between magnetic exchange coupling and thermal agitation, we can clearly see that heating a ferromagnet destroys its ordered domain structure, eventually turning it into a paramagnet and eliminating its domain walls

Thus, Statement I is true, and Statement II is false.

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