Electromagnetic theory miscellaneous
- The electric field strength at a distance point P due to a point charge +q located on the origins is 100 µ V/m if the point charge is now enclosed by a perfectly conducting metal sheet sphere whose centre is at origin then the electric field strength at the point P outside the sphere becomes—
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Charge +q induces negative charge inside the sphere and positive charge on the outside of sphere. If the sphere is enclosed by a Gaussian sphere the field strength E will be given by Gauss's law
E = 1 Q 4πε0 R2
where R is radius of sphere and Q is total charge. This is same although the charge is present at the origin of sphere. Therefore + 100 µ V/m.Correct Option: B
Charge +q induces negative charge inside the sphere and positive charge on the outside of sphere. If the sphere is enclosed by a Gaussian sphere the field strength E will be given by Gauss's law
E = 1 Q 4πε0 R2
where R is radius of sphere and Q is total charge. This is same although the charge is present at the origin of sphere. Therefore + 100 µ V/m.
- In the infinite plane y = 6 m there exists a uniform surface charge density of
1 ∏ 600
μ c/m2. The associated electric field strength is—
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The associated electric field strength
1 = 1 × 10−6 × 1 2ε0 600π 2 × 8.85 × 10−12
= 30 kV/mCorrect Option: C
The associated electric field strength
1 = 1 × 10−6 × 1 2ε0 600π 2 × 8.85 × 10−12
= 30 kV/m
- A transverse electromagnetic wave with circular polarization is received by a dipole antenna due to polarization mismatch. The power transfer efficiency from the wave to the antenna is reduced to about—
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Because when wave is left polarized than antenna is right circularly polarized.
Correct Option: D
Because when wave is left polarized than antenna is right circularly polarized.
- Radiation resistance of a monopole of height h = l/2 is given by—
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For monopole radiation resistance is
Rr = 400 dl 2 λ Correct Option: C
For monopole radiation resistance is
Rr = 400 dl 2 λ
- If wave of critical frequency 30 MHz is departing an angle of 60º then the MUF is given to be—
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We have relation of maximum usable frequency
fmuf = fc sec i= fc = 30 MHz = 60 MHz cos i cos 60 Correct Option: D
We have relation of maximum usable frequency
fmuf = fc sec i= fc = 30 MHz = 60 MHz cos i cos 60