Electromagnetic theory miscellaneous
- In a twin wire transmission line in air the adjacent voltage maxima are at 12.5 cm and 27.5 cm. The operating frequency is—
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Wavelength of the wave is
λ = Vmax 1 – Vmax 2
= (27.5 – 12.5) cm = 0.15 mf = c ⇒ 3 × 108 = 2 GHz λ .15 Correct Option: C
Wavelength of the wave is
λ = Vmax 1 – Vmax 2
= (27.5 – 12.5) cm = 0.15 mf = c ⇒ 3 × 108 = 2 GHz λ .15
- A transmitting antenna radiates 251 W isotropically. A receiving antenna located 100 m away from the transmitting antenna has an effective aperture of 500 cm2. The total received power by the antenna is—
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As we know from the relation that
PR = PTAeGT 4∏r2
where GT = 1 for isotropic antennaPR = PTAe 4∏r2 PR = 251 × 0.05 − m2 4∏ × (100)2
= 99.86 µWCorrect Option: D
As we know from the relation that
PR = PTAeGT 4∏r2
where GT = 1 for isotropic antennaPR = PTAe 4∏r2 PR = 251 × 0.05 − m2 4∏ × (100)2
= 99.86 µW
- The depth of penetration of a wave in a lossy dielectric increases with increasing—
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Since
δ = 1 √2∏fμσ
where, δ = skin depth or δ ∝ λ i.e. depth of penetration directly proportional to wavelength.Correct Option: C
Since
δ = 1 √2∏fμσ
where, δ = skin depth or δ ∝ λ i.e. depth of penetration directly proportional to wavelength.
- An open wire transmission line has R = 5 Ω /m, L = 5.2 × 10– 8 H/n, G = 6.2 × 10– 3 S/m, C = 2.13 × 10–10 F/m. The signal frequency is 4 GHz. The impedance of the line for which there will be no reflection is in rectangular and polar form—
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Evaluating the value by substituting in basic equation of characteristic impedance we get the impedance which is characteristic impedance
Z0 = √ R + jωL = 15.623 ∠– 0.075 G + jωC
Correct Option: B
Evaluating the value by substituting in basic equation of characteristic impedance we get the impedance which is characteristic impedance
Z0 = √ R + jωL = 15.623 ∠– 0.075 G + jωC
- In order to receive a vertically polarized wave the conductor of the dipole should be mounted—
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In order to receive a vertically polarized wave the conductor of the dipole should be mounted vertically.
Correct Option: B
In order to receive a vertically polarized wave the conductor of the dipole should be mounted vertically.