Some things are magnets. 
Some things are magnets. 
Some materials are permanent magnets. They can pull on metal all the time. But heat can change this. Every magnet has a Curie temperature. This is the specific heat level where magnetism is lost. It is named after Pierre Curie. He studied how heat affects magnets.
Inside a magnet, tiny parts called magnetic moments point in the same direction. This alignment makes the magnet strong. When you heat the material, the parts get more energy. They move around and lose their order. This change is called a phase transition. At the Curie temperature, the parts point in random directions. The material is no longer a permanent magnet. It becomes paramagnetic. This means it only acts like a magnet when another magnet is near it.
Different materials have different Curie temperatures. For example, iron has a very high Curie temperature. Cobalt also has a high one. Other materials lose their magnetism much sooner. 
Figure 3 shows how magnetic parts group together. The graph shows how magnetism changes with heat.
Have you ever wondered why a magnet might stop working if it gets too hot? This happens because of a special limit called the Curie temperature. This temperature is the exact point where certain materials lose their permanent magnetism. When a material stays below this temperature, it can act as a strong magnet on its own. However, once it passes this critical point, it undergoes a phase transition. This means the way the material behaves changes completely. It stops being a permanent magnet and becomes what scientists call paramagnetic. 
To understand this, we have to look at tiny parts inside atoms called magnetic moments. You can think of these moments like tiny compass needles. In a permanent magnet, all these tiny needles point in the same direction. This neat alignment is what creates a strong magnetic field. But heat adds energy to these tiny parts. As the temperature rises, the parts start to shake and wiggle more. At the Curie temperature, the heat is so strong that the tiny needles can no longer stay lined up. They begin to point in random directions, which destroys the permanent magnetism.
People have known about this for a very long time. A book called De Magnete, written in 1600, noted that heating a loadstone makes it weaker. Later, a scientist named Pierre Curie studied this more closely in 1895. He used very strong magnets and precision balances to see how magnetism changes. He discovered that magnetism is lost at this specific critical temperature. His work helped us understand the magnetic phase transition. Later, in 1911, Pierre Weiss created the Curie–Weiss law to help explain how this change works.
Not every material loses its magnetism at the same heat level. Every substance has its own unique Curie temperature. For example, iron is very strong and has a high Curie temperature between 1043 and 1664 Kelvin. Cobalt is also quite heat-resistant with a Curie temperature of 1400 Kelvin. Nickel loses its magnetism much sooner at 627 Kelvin. Some materials, like Gadolinium, reach their limit at only 293.2 Kelvin. There are even special materials called antiferromagnetic ones. These follow a similar rule but use something called a Néel temperature instead. 
This concept helps us understand how the physical world is organized. It shows us that even the strongest magnets are affected by the energy around them. Just like how ice turns into water when it gets warm, magnets change their state when they get hot. This link between heat and order is a major part of materials science. It helps engineers know which metals to use for tools or machines. By knowing the Curie temperature, we can predict how a material will act in different environments. 
The Curie temperature, often written as $T_C$, is a critical threshold in physics and materials science. It is the specific temperature at which certain materials lose their permanent magnetic properties. This loss occurs because the material undergoes a phase transition. Below this temperature, many materials exhibit spontaneous magnetism, meaning they are magnetic even without an external field. Once the temperature rises above the Curie point, these materials transition into a state called paramagnetism. In this state, the material is no longer a permanent magnet, though it can still exhibit induced magnetism when placed near a magnetic field. 
To understand this mechanism, we must examine the behavior of magnetic moments at the atomic level. A magnetic moment is a dipole moment within an atom that originates from the spin and angular momentum of electrons. While both electron and nuclear magnetic moments exist, the electron magnetic moment is the dominant force. In ferromagnetic materials, these moments are aligned in the same direction due to exchange interactions. These interactions act as a force that keeps the moments parallel, preventing thermal disorder from disrupting the alignment. However, as temperature increases, the thermal energy of the electrons also rises. This energy creates a randomizing effect that eventually overcomes the exchange interactions. At the Curie temperature, the thermal agitation becomes strong enough to destroy the ordered structure, causing the magnetic moments to point in random directions.
Materials are categorized by how their magnetic moments are structured. Ferromagnetic materials have moments that align in the same direction, creating strong, permanent fields. Ferrimagnetic materials also show spontaneous magnetism, but they consist of two different ions. In these materials, the magnetic moments are aligned anti-parallel, meaning they face opposite directions. However, because the ions have different magnitudes, the moments do not fully cancel out, leaving a net magnetic field. In contrast, paramagnetic materials only exist above their Curie temperature. In a paramagnetic state, the moments are disordered and asymmetrical. They only align temporarily when an external magnetic field is applied, a response known as magnetic susceptibility. 
There is another type of magnetic ordering called antiferromagnetism. In these materials, the magnetic moments are equal in magnitude and aligned in exactly opposite directions. This results in a net magnetism of zero at all temperatures below a specific threshold. This threshold is known as the Néel temperature ($T_N$), named after Louis Néel. Like the Curie temperature, the Néel temperature marks a phase transition where thermal energy becomes large enough to destroy the microscopic magnetic ordering. When an antiferromagnetic material is heated above its Néel temperature, it also becomes paramagnetic.
The history of this discovery spans several centuries. As early as 1600, the book *De Magnete* noted that heating a loadstone would weaken its magnetic strength. In 1895, Pierre Curie conducted advanced studies using strong magnets and precision balances. He was able to demonstrate that magnetism is lost at a specific critical temperature and proposed Curie's law. In 1911, Pierre Weiss expanded on this work by deriving the Curie–Weiss law. This law provides a mathematical model to explain the magnetic transition and the behavior of magnetic susceptibility in materials. 
Different substances possess unique Curie temperatures, which vary significantly. For example, iron (Fe) has a high Curie temperature ranging from 1043 to 1664 Kelvin. Cobalt (Co) is also quite high, at approximately 1400 Kelvin, while nickel (Ni) reaches its limit at 627 Kelvin. Some materials transition much earlier, such as gadolinium (Gd) at 293.2 Kelvin. Other complex compounds have specific values, such as manganese bismuthide (MnBi) at 630 Kelvin or chromium(IV) oxide ($CrO_2$) at 386 Kelvin. These specific values are vital for scientists to understand how materials will behave in different thermal environments.
The Curie–Weiss law is an important tool for calculating magnetic susceptibility above the Curie temperature. This law is a model derived from a mean-field approximation, which means it works best when the temperature is much higher than the Curie temperature. While it is a useful approximation, it can fail to accurately describe susceptibility in the immediate vicinity of the Curie point. This is because the law does not account for the complex correlations and fluctuations of neighboring magnetic moments during the transition. Understanding these transitions is essential in fields like materials science and physics, as it connects the microscopic behavior of electrons to the macroscopic properties of the world around us.
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