Find the Brewster angle of a wave transmitted from a medium of permittivity 4 to a medium of permittivity 2.

Find the Brewster angle of a wave transmitted from a medium of permittivity 4 to a medium of permittivity 2. Correct Answer 35.26

The Brewster angle is given by θb = tan-1(n2/n1), where n = √ε. Thus we can express the formula in terms of permittivity as θb = tan-1√ (ε 2/ε 1). Here ε1 = 4 and ε2 = 2. Thus we get θb = tan-1√ (2/4) = tan-1(0.707) = 35.26 degree.
Bissoy MCQ

Related Questions

A circularly polarised wave transmitted at the Brewster angle will be received as linearly polarised wave. State True/False
An elliptically polarised wave transmitted at the Brewster angle will be received as an elliptically polarised wave. State True/False
The reflection coefficient in the wave propagation when it is transmitted with the Brewster angle is
Find the ratio of refractive index of medium 2 to that of medium 1, when the Brewster angle is 60 degree.
The transmission coefficient of a wave propagating in the Brewster angle is
The Brewster angle is the angle of
Calculate the actual permittivity of a medium whose relative permittivity is 5.
Wave impedance of a wave travelling in a medium of a relative permittivity 2 and permeability 4 is
If the wave impedance of a medium is 200 Ω, then what is the relative permittivity of that medium?
If electric permittivity and magnetic permeability of the medium are respectively $$\varepsilon $$ and $$\mu $$, then the velocity (Cm) of the electromagnetic wave in the medium is given by: