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Dimensions Of Fundamental Quantities

The power to which fundamental quantities must be raised in order to express the given physical quantity are called its dimensions.

Jagriti
updated: 23 May 2022

Unit, Dimensions, and measurements > Dimensions

Dimensions

  • The power to which fundamental quantities must be raised in order to express the given physical quantity are called its dimensions.
  • To make it more clear, consider the physical quantity force
    Force = mass X acceleration
              = mass x velocity/time
              = mass x (length/time)/time
              = mass x length x (time)2 …(i)
    Thus the dimensions of force are 1 in mass, 1 in length and -2 in time.
    Thus equation (i) can be written as [force] = [MLT-2]

Important dimensions of complete physics

Heat

Quantity Unit Dimension
Temperature(T) Kelvin [M0L0T0θ1]
Heat(Q) Joule [ML2T-2]
Specific heat(c) Joule/kg-K [M2L2T-2θ-1]
Thermal capacity Joule/K [M1L2T-2θ-1]
Latent heat(L) Joule/kg [M0L2T-2]
Gas Constant(R) Joule/mol-K [ML2T-2θ-1mol-1]
Boltzmann Constant (K) Joule/K [M1L2T-2θ-1]
Planck’s constant(h) Joule-s [M1L2T-1]

Electricity

Quantity Unit Dimension
Electric charge(q) Coulomb [M0L0T1A1]
Electric current(I) Ampere [M0L0T0A1]
Electric potential(V) Joule/coulomb [M1L2T-3A-1]
Dielectric constant(K) Unitless [M0L0T0]



Significant figures

Significant figures in the measured value of a physical quantity tell the number of digits in which we have confidence. Larger the number of significant figures obtained in a measurement, greater is the accuracy of the measurement. The reverse is also true.

  • All non-zero digits are significant.
    Example: 64.7 has three significant figures.
  • A zero becomes a significant figure if it appears between two non-zero digits.
    Example: 2.98 has three significant figures.
  • Leading zeros or the zeros placed to the left to the number are never significant.
    Example: 0.879 has three significant figures.
  • Trailing zeroes or the zeroes placed to the right of the number are significant.
    Example: 2.270 has four significant figures.
  • In exponential notation, the numerical portion gives the number of significant figures. Example: 2.24 x 10-3 has three significant figures.
SIMILAR FOR YOU

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