Derive expressions for the surface current density and
surface charge density, for the TE10 and TE11 modes of a
rectangular waveguide.
The old answers on Chegg are either wrong or
incomplete, please dont copy them.
In a rectangular waveguide for which a = 1.5 cm, b = 0.8 cm, ? =
0, ? = ?o and ? = 4?o Hx = 2 sin
(?x/a) cos (3?y/b) sin (? x 1011t – ?z) A/m. Assume
TE13, determine other field components for this
mode.
Derive the expressions for maximum rate of climb, (?? ?? ?
)?????? and the velocity at maximum rate of climb, ??(?? /C )??????
for propeller-driven and jet-propelled A/C.
Assume a lossless rectangular waveguide, with
a = 2 cm and b = 1 cm. Assume a free space within the
waveguide.
1. Determine the cut off frequencies, in ascending orders of
first
10 TEz and TMz Modes.
2. Draw field patterns ( E and H fields ) for the first 3 Modes
over
the xy-plane of rectangular waveguide. ( Show your work. )
Consider the resonant cavity produced by closing off the two
ends of a rectangular waveguide, at z=0 and at z=d, making a
perfectly conducting empty box. Find the electric and magnetic
fields for TE and TM modes.