What is Third law of thermodynamics?

Short Answer

The Third law of thermodynamics states that the entropy of a perfect crystal becomes zero at absolute zero temperature (0 Kelvin). It helps in defining the lowest possible temperature.

This law explains that it is impossible to reach absolute zero temperature in real conditions. As temperature approaches zero, the movement of particles becomes minimum and entropy becomes constant.

Detailed Explanation:

Third Law Meaning

Statement of Third Law

The Third law of thermodynamics states that the entropy of a perfect crystalline substance is zero at absolute zero temperature. Absolute zero is the lowest possible temperature, equal to 0 Kelvin or -273.15°C.

At this temperature, the particles in a perfect crystal have no random motion, and the system becomes perfectly ordered. Since entropy measures disorder, it becomes zero at this point.

In simple words, as temperature decreases, the disorder of a system also decreases. At absolute zero, the system reaches complete order.

Entropy at Absolute Zero

Meaning of Entropy

Entropy is a measure of randomness or disorder in a system. Higher entropy means more disorder, and lower entropy means more order.

At normal temperatures, particles move randomly, so entropy is greater. But as temperature decreases, particle motion reduces and entropy also decreases.

Perfect Crystal Concept

A perfect crystal is a solid in which all atoms are arranged in a perfectly ordered pattern. There is no randomness in its structure.

At absolute zero temperature, a perfect crystal has only one possible arrangement of particles, so entropy becomes zero.

Absolute Zero Temperature

Meaning of Absolute Zero

Absolute zero is the lowest possible temperature where molecular motion completely stops. It is equal to 0 Kelvin or -273.15°C.

At this temperature, all thermal energy is removed from the system. However, in practical conditions, it is impossible to reach absolute zero.

Why It Cannot Be Reached

The Third law states that reaching absolute zero is impossible because as temperature decreases, removing remaining heat becomes increasingly difficult.

It would require infinite steps or energy removal to reach absolute zero, which is not practically possible.

Behavior Near Absolute Zero

As temperature approaches absolute zero:

  • Entropy decreases
  • Molecular motion becomes very slow
  • Heat capacity becomes very small
  • Physical properties become stable

This behavior is important in low-temperature physics.

Importance in Mechanical Engineering

Material Behavior

At very low temperatures, materials behave differently. The Third law helps in studying these changes in properties like strength and conductivity.

Cryogenics

Cryogenics deals with extremely low temperatures. The Third law helps in understanding limits of cooling systems.

Refrigeration Systems

It helps engineers understand why complete cooling to absolute zero is not possible in refrigerators.

Thermodynamic Calculations

The Third law helps in calculating absolute values of entropy, which is useful in chemical and mechanical processes.

Practical Applications

Low Temperature Engineering

Used in designing systems like liquid nitrogen and liquid helium storage.

Superconductivity

At very low temperatures, some materials show zero electrical resistance, which is studied using Third law concepts.

Space Engineering

Space conditions involve very low temperatures, where Third law principles are important.

Real Life Understanding

If we imagine cooling a substance step by step:

  • At room temperature, particles move freely
  • At low temperature, movement reduces
  • Near absolute zero, movement almost stops
  • At absolute zero, perfect order is achieved

But in reality, reaching absolute zero is not possible.

Conclusion

The Third law of thermodynamics states that the entropy of a perfect crystal becomes zero at absolute zero temperature. It also explains that absolute zero cannot be reached in practice. This law is important for understanding low-temperature behavior of materials, cryogenics, and entropy calculations. It helps mechanical engineers study systems working at extremely low temperatures and understand the limits of cooling.