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[pib] Centenary of Bose-Einstein Statistics

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From UPSC perspective, the following things are important :

Prelims level: Bose-Einstein Statistics

Why in the News?

The Union Ministry of Science and Technology has inaugurated the centenary celebrations of Bose-Einstein Statistics at the S.N. Bose National Centre for Basic Sciences.

Bose-Einstein Statistics

  • Bose-Einstein statistics describe how certain particles called bosons (like photons and helium-4 atoms) behave, especially at low temperatures.
  • This concept was developed by Satyendra Nath Bose and Albert Einstein.
  • It explains the behavior of bosons, which are particles that can exist in the same state as others.
  • Unlike other particles, bosons can “share” a quantum state, meaning multiple bosons can exist in the same place with the same energy.
  • It is used to understand particles that don’t follow the Pauli Exclusion Principle (which states that two fermions, like electrons, cannot occupy the same state).

Bose-Einstein Condensate (BEC)

  • A BEC is a special state of matter formed when bosons are cooled down to almost absolute zero (-273°C). In this state, the particles behave as one single quantum entity.
  • Bosons, when cooled to near absolute zero, lose their individual properties and combine to form a single quantum state.
  • It was achieved in 1995 by Eric Cornell and Carl Wieman using rubidium atoms.
  • This discovery earned them the Nobel Prize in Physics.
  • BECs exhibit unique quantum behaviors like zero viscosity (flow without friction) and act as a “super atom” that is extremely sensitive to any outside influence.

Significance of Bose-Einstein Statistics

  • Bose-Einstein statistics are essential for understanding quantum mechanics, particularly the behavior of particles in quantum states.
  • These statistics led to the discovery of Bose-Einstein Condensates, which have unique properties not seen in normal states of matter.
  • BECs are useful in atomic clocks, superconductors, and quantum computing due to their sensitivity and unique quantum properties.
  • Bose’s work was crucial in explaining light’s particle nature (photons), which helped develop the concept of wave-particle duality in quantum theory.
  • Bose-Einstein statistics paved the way for studying low-temperature physics, allowing scientists to observe quantum effects in larger systems.
  • These statistics and the discovery of BECs continue to inspire new fields of research, including quantum fluids and quantum phase transitions.

PYQ:

[2018] Discuss the work of ‘Bose-Einstein Statistics’ done by Prof. Satyendra Nath Bose and show how it revolutionised the field of Physics.

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