Supplement 1.6: Radiation pressure      (2/2)

Representation of radiation pressure in electrodynamics

James Clerk Maxwell - to whom the basic equations of electrodynamics go back - had already shown in 1873 that electromagnetic waves exert pressure on surfaces. The value of radiation pressure - given here without proof - is equal to the energy density of electromagnetic waves, which we have already shown in Supplement 1.4:

U= U el + U mag = ε 2 E 2 + 1 2μ B 2 = p rad

In the same supplement, the product of the speed of light and energy density resulted in the Poynting vector S, which represents the power of the wave per area. The quotient of the magnitude of the Poynting vector and the speed of light therefore corresponds to the radiation pressure. For absorbing particles follows again:

p rad = S /c = E rad /c

Task 1: The radiation pressure of solar radiation

Worksheet 1.2: Comet tails

Please supplement your knowledge of radiation pressure with worksheet 1.2: Comet tails.