The phenomenon of microwave signals following the curvature of earth is
Ducting
Microwave signals, like all electromagnetic waves, typically travel in a straight line, limiting communication to a line-of-sight path. However, under certain atmospheric conditions, these signals can follow the curvature of the Earth, allowing for extended communication ranges beyond the normal line of sight. This interesting phenomenon is known as Ducting.
Ducting is a phenomenon in radio propagation where atmospheric conditions, particularly temperature and humidity gradients, create a 'duct' or channel that traps and guides microwave signals. This allows the signals to propagate much further than their normal line-of-sight range, effectively bending around the Earth's curvature.
Let's briefly look at why the other options do not describe the phenomenon of microwave signals following the Earth's curvature:
Based on this analysis, the phenomenon where microwave signals follow the curvature of the Earth is specifically known as Ducting.
If the Polarization vector is given as N and the Direction of propagation is given as K then which one of the following relations is correct?
Ez ≠ 0 and Hz ≠ 0 represent which type of mode of propagation of microwaves?
For sky waves, following statements are given:
(A) n > 1, this shows 81 \(\rm\frac{N}{f^2}\) positive
(B) n > 1, show 81 \(\rm\frac{N}{f^2}\) Negative
(C) n < 1 shows 81 \(\rm\frac{N}{f^2}\) < 1
(D) v g x v p= c 2
(E) n = 0 shows 81 \(\rm\frac{N}{f^2}\) = 1, f = f c
Choose the correct answer from the options given below:
A lossless transmission line has a characteristic impedance of Z0 and capacitance per unit length of C. The velocity of propagation of the travelling wave on the line is
The relationship between wavelength and frequency of an electromagnetic wave