Magnetic Properties Of Solids

Magnetic Properties Of Solids

Shivani PooniaUpdated on 02 Jul 2025, 06:31 PM IST

The ability of solids to conduct electricity varies and is related to their internal structure. There are conductors, insulators, and semiconductors. Conductors are metals; they have free electrons that are rather mobile and thus permit the flow of electricity. Insulators, like rubber, have their electrons tightly bound to the atoms, which don't move freely around, hence their electrical flow is poor. Semiconductors are materials whose electric conducts lie in between that of conductors and insulators.

This Story also Contains

  1. Magnetic Properties
  2. Classification of substances
  3. Some Solved Examples
  4. Summary
Magnetic Properties Of Solids
Magnetic Properties Of Solids

Magnetic Properties

Every substance has some magnetic properties associated with it. The origin of these properties lies in the electrons. Each electron in an atom behaves like a tiny magnet.
Its magnetic moment originates from two types of motions-
(i) its orbital motion around the nucleus.
(ii) its spin around its own axis


An electron being a charged particle and undergoing these motions can be considered a small loop of current that possesses a magnetic moment. Thus, each electron has a permanent spin and an orbital magnetic moment associated with it. The magnitude of this magnetic moment is very small and is measured in the unit called Bohr magneton, μB. It is equal to 9.27 × 10–24 A-m2.

Classification of substances

  • Paramagnetism:
    These substances are attracted by the magnetic field and have unpaired electrons. They lose magnetism in the absence of a magnetic field.

    For example, Transition metals like Cr, Mn, Ni, Co, Fe, etc. Metal oxides like CuO, VO2, etc.
  • Diamagnetism:
    These substances are weakly repelled by the magnetic field and do not have any unpaired electron. They act as Insulators.

    For example, NaCl, Zn, Cd, Cu+, TiO2, etc.
  • Ferromagnetism:
    • These substances are attracted by the magnetic field and show permanent magnetism even in the absence of a magnetic field.
      Examples, are Fe, Co, Ni, CrO2 (used in audio and videotapes), etc.
    • This arises due to the spontaneous alignment of magnetic momenta in the same direction.
    • Above the curie temperature, there is no ferromagnetism
  • Antiferromagnetism:
    • These are the substances that are expected to possess paramagnetism or ferromagnetism on the basis of unpaired electrons but actually have zero net magnetic moments.
      Examples, MnO, MnO2, Mn2O3, FeO, Fe2O3, etc.
    • Anti-ferromagnetism is due to the equal number of parallel and antiparallel magnetic momenta which leads to zero resulting magnetic moment.
  • Ferrimagnetism:
    In ferrimagnetic substances, there are unequal numbers of parallel and antiparallel magnetic momenta which leads to some resulting magnetic moment.

    For example, Fe3O4 , Ferrites
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Effect of Temperature:

The ferromagnetic, anti-ferromagnetic, and ferrimagnetic solids change into paramagnetic at a particular temperature. For example, Ferrimagnetic Fe3O4 on heating to 850 K becomes paramagnetic this is due to the alignment of spins in one direction on heating.

Curie Temperature:

Each ferromagnetic substance has a characteristic temperature above which no ferromagnetism is observed this is called the curie temperature.

Recommended topic video on (Magnetic properties)


Some Solved Examples

Example 1: Which of the following substances would make better permanent magnets?

1)Ferromagnetic materials

2)Ferrimagnetic materials

3)Diamagnetic materials

4)Paramagnetic materials

Solution

Ferromagnetic materials have higher curie temperatures than other types of magnetic materials. In ferromagnetic materials, metal ions are randomly oriented in small regions known as domains. When a magnetic field is applied to these domains, they get oriented in the direction of the magnetic field and thus these materials become permanent magnets.
Hence, the answer is the option (1).

Example 2: Domain structure similar to ferromagnetic materials but oppositely oriented thus overall magnetic moment is zero is observed in which of the following phenomenon?

1)Ferrimagnetism

2) Antiferromagnetism

3)Ferromagnetism

4)Diamagnetism

Solution

Antiferromagnetism are the substances that have a magnetic domain structure similar to the ferromagnetic materials but these domains are oppositely oriented to each other and thus cancel out each other’s magnetic moment thus, the overall magnetic moment of these materials is zero
Hence, the answer is the option (2).

Example 3: Which of the following substances show antiferromagnetism?

1) $\mathrm{MnO}_2$

2)CdO

3)$\mathrm{CrO}_2$

4)$\mathrm{ZnO}_2$

Solution

Antiferromagnetism substances are those whose domains are oppositely oriented and cancel out each other’s magnetic moment.

Hence, the answer is the option (1).

Example 3: Which of the following statements are correct?

1)Ferrimagnetic substances do not lose ferrimagnetism on heating and remain ferrimagnetic
2)In ferromagnetic substances, all the domains get oriented in the direction of the magnetic field and then again change in random directions after removing the magnetic field
3) Ferrimagnetic substances lose ferrimagnetism on heating and become paramagnetic
4)Antiferromagnetic substances have domain structures similar to ferromagnetic substances and their magnetic moments are not cancelled by each other

Solution

Ferrimagnetic substances have the property to lose ferrimagnetism on heating and become paramagnetic.
Hence, the answer is the option (3).

Example 4: Ferrimagnetic is converted into paramagnetic at (in K) :

1)500

2)400

3)700

4) 850

Solution

Ferrimagnetism:

In ferrimagnetic substances, there is an unequal number of parallel and antiparallel magnetic momenta which leads to some resulting magnetic moment.

For example, Fe3O4, Ferrites

Effect of Temperature:
The ferromagnetic, anti-ferromagnetic, and ferrimagnetic solids change into paramagnetic at a particular temperature. For example, Ferrimagnetic Fe3O4 on heating to 850 K becomes paramagnetic this is due to the alignment of spins in one direction on heating. Ferrimagnetic is converted into paramagnetic at 850 K because of the high-temperature randomization of spin changes.

Summary

The electrical properties of solids differ due to their various internal structures and composition. Conductors have free electrons that conduct electricity with ease. In insulators, the electrons are tightly bound to the nucleus, thereby restricting electrical flow in them. Semiconductors possess intermediate properties, and their conductivity may be altered by adding impurities or changing conditions. These characteristics form the backbone for the working of all electronic devices.


Frequently Asked Questions (FAQs)

Q: How do magnetic properties change near critical points and phase transitions?
A:
Near critical points and phase transitions, magnetic properties can exhibit dramatic changes and unusual behaviors. As a system approaches a magnetic phase transition, properties like magnetic susceptibility and correlation length can diverge, leading to phenomena like critical opalescence in metamagnets. Fluctuations become important, and the system can show universal behavior characterized by critical exponents. These transitions can be continuous (second-order) or discontinuous (first-order
Q: What is the relationship between crystal symmetry and allowed magnetic structures?
A:
Crystal symmetry plays a crucial role in determining the allowed magnetic structures in a material. The magnetic space group, which combines the crystal's space group with time-reversal symmetry, dictates the possible arrangements of magnetic moments. Certain symmetry elements can forbid specific types of magnetic ordering. For example, some crystal symmetries are incompatible with ferromagnetism but allow for antiferromagnetic or more complex magnetic structures.
Q: How do magnetic properties change under extreme conditions like high magnetic fields?
A:
Under extreme conditions such as very high magnetic fields, materials can exhibit unusual magnetic behaviors. High fields can induce metamagnetic transitions, where materials change their magnetic ordering. They can also reveal hidden magnetic phases, overcome magnetic anisotropy, or even modify electronic structures. In quantum materials, high magnetic fields can expose quantum oscillations, providing insights into the Fermi surface and electronic properties.
Q: What are skyrmions and how do they relate to magnetic properties of solids?
A:
Skyrmions are topologically protected magnetic spin textures that can form in certain magnetic materials. They appear as vortex-like configurations of spins and can be much smaller than conventional magnetic domains. Skyrmions are stable against perturbations due to their topological nature and can be moved with very low current densities. These properties make them promising for applications in high-density, low-power magnetic memory and logic devices.
Q: How do magnetic properties change in amorphous and disordered solids?
A:
In amorphous and disordered solids, the lack of long-range structural order affects magnetic properties significantly. The random arrangement of atoms can lead to a distribution of exchange interactions, resulting in phenomena like spin glasses. Amorphous ferromagnets often have softer magnetic properties (lower coercivity) compared to their crystalline counterparts due to the absence of magnetocrystalline anisotropy. However, they can still exhibit strong magnetism if there is short-range order favoring magnetic alignment.
Q: What is the role of magnetism in spintronics?
A:
Spintronics, or spin electronics, utilizes the spin of electrons in addition to their charge for information processing and storage. Magnetic materials play a crucial role in spintronics by providing sources of spin-polarized electrons and allowing for the manipulation and detection of spin currents. Phenomena like giant magnetoresistance (GMR) and tunneling magnetoresistance (TMR), which are based on the interaction between electron spins and magnetic layers, form the basis of many spintronic devices.
Q: How do magnetic properties relate to thermal properties in solids?
A:
Magnetic properties and thermal properties in solids are interconnected through various mechanisms. Magnetic ordering can affect heat capacity, as seen in the magnetic contribution to specific heat near phase transitions. Magnetocaloric effects couple magnetic and thermal properties, allowing for magnetic control of temperature. Additionally, magnons (quantized spin waves) can contribute to thermal conductivity in magnetic materials.
Q: What is magnetic frustration and how does it affect magnetic ordering?
A:
Magnetic frustration occurs when the geometry of a crystal lattice or the nature of magnetic interactions prevents the simultaneous satisfaction of all pairwise magnetic interactions. This can lead to highly degenerate ground states and exotic magnetic phases. Frustrated systems often exhibit unusual properties like spin liquids, where magnetic moments remain disordered even at very low temperatures, or complex non-collinear spin arrangements.
Q: How do magnetic properties change in low-dimensional systems?
A:
In low-dimensional systems like 2D sheets or 1D chains, magnetic properties can change dramatically due to reduced coordination and enhanced quantum effects. The Mermin-Wagner theorem states that long-range magnetic order cannot exist at finite temperatures in isotropic systems with dimensions less than three. However, anisotropy or other interactions can stabilize magnetic order in some low-dimensional systems, leading to unique magnetic phases and behaviors.
Q: What is the relationship between magnetism and superconductivity?
A:
Magnetism and superconductivity are often considered antagonistic phenomena. Conventional superconductors expel magnetic fields (Meissner effect) and strong magnetic fields can destroy superconductivity. However, in some unconventional superconductors, particularly in certain heavy fermion and iron-based compounds, superconductivity can coexist with magnetic ordering. Understanding this interplay is a major area of research in condensed matter physics.