NEST2021PhysicsUnits and Dimensions
Certain theoretical calculations using quantum and relativistic concepts show that an accelerating observer (with constant linear acceleration) measures a temperature even in empty space. Using dimensional analysis, one can express this temperature in terms of the Boltzmann constant k_B , acceleration a and the fundamental constants of special relativity c and of quantum mechanics h . If temperatures measured by two
Step-by-step solution
No solution available.
Practice Units and Dimensions on Quantrex Academy →
More from Units and Dimensions
The dimensional formula for specific resistance is: 2026In the equation X = G^ -1/2 ,h^ 1/2 ,c^ 5/2 , where G- universal gravitation constant, h- Planck's constant and c- velocity of light, the dimensions of X are that of 2026The velocity of a body moving in a viscous medium is given by v = A B+C [1 - e^ -t B ] where t is time; dimensions of A and C are 2026The acceleration of a point particle is given by the equation d^2 x dt^2 = x | x |^7 + d x dt where x denotes position and t denotes time. Which of the following relations show the 2026Match the physical quantities given in List-I with dimensions expressed in terms of mass (M), length (L), time (T) and electric current (A) given in List-II. List-I List-II (a) Tor 2026According to Boyle's law, the product PV remains constant. The SI unit of PV is same as that of 2026The critical electric field required to produce electron-positron pairs depends on the physical constants h , c , m_e and e . Use dimensional analysis and assume that the dimension 2026The physical quantity having the dimensions of the square root of the ratio of the kinetic energy and surface tension is 2025
Full Units and Dimensions list
All NEST PYQs