The phase velocity of waves propagation in hollow metal waveguide is

Related MCQs

• The phase velocity of an electrometric wave propagating in a hollow metallic rectangular waveguide in the TE10 mode is
• A rectangular air – filled waveguide has a cross section of 4
  × 10
  The minimum frequency which can propagation in the waveguide is
• For TE1ₒ mode, if the waveguide is filled with air and the broader dimension of the waveguide is 2 cm, then the cutoff frequency is:
• . Consider an air filled rectangular waveguide with a cross – section of5 cm × 3 cm. For this waveguide, the cut off frequency (in MHz) of TE21mode is
• The phase velocity for the TE10 mode in an air filled rectangular waveguide is
• The lowest mode of TE mode propagation in a circular waveguide is:
• For dominant mode propagation in TE mode, if the rectangular waveguide has a broader dimension of 31.14 mm , then the cutoff wave number:
• The modes of wave propagation that a rectangular waveguide can support are:
• When an electromagnetic waves are propagated in a waveguide
• Maxwell’s equation for electromagnetic waves in a waveguide is: