RTUEE / EC / EEEYr 2024 · Sem 5

Electromagnetics Waves

22 questions

Q12 marks

1. Write the name of all primary parameters of a transmission line.

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Q22 marks

2. Find the value of ∇·D at (0, 1, 0) when D = x²y âx + xy² âz.

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Q32 marks

3. Write the expression of characteristic impedance of free space.

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Q42 marks

4. If electric potential φ = x² + y² + z², then find its electric field.

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Q52 marks

5. Calculate the reflection coefficient of a wave from medium (2) Z2 = 1+j to medium (1) Z1 = -2-j.

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Q62 marks

6. What is the use of a stub in a transmission line?

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Q72 marks

7. If VSWR = 200 then find the reflection coefficient magnitude.

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Q82 marks

8. Write the condition of (i) free space and (ii) lossy medium.

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Q92 marks

9. Write one equation of Maxwell for the dynamic electric field.

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Q102 marks

10. Find the length of a dipole antenna working at 30 MHz.

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Q14 marks

1. Derive the expression of intrinsic impedance of free space.

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Q24 marks

2. Explain the following: (i) Constant VSWR circle on Smith chart. (ii) Single stub matching.

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Q34 marks

3. A rectangular waveguide with dimensions a = 2.5 cm, b = 1 cm is to operate at 15 GHz. Find all possible TE modes in it.

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Q44 marks

4. Define and derive the boundary conditions for the electric field.

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Q54 marks

5. Define the near and far field of an antenna.

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Q64 marks

6. If the electric field of a uniform plane wave is E = 0.5 exp(−z/3) sin(10⁸t − 1.373z) âx, find its magnetic field.

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Q74 marks

7. Define: (i) Divergence theorem and (ii) Stoke's theorem. Derive the EM wave equation in the form of the magnetic field (H).

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Q110 marks

1. Determine the values of β, λg, vp and η for TE10 mode in a 7.2 cm × 3.4 cm rectangular waveguide operating at 6.2 GHz.

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Q210 marks

2. What is the Poynting vector? Find its expression.

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Q310 marks

3. Draw the voltage and current variation across a transmission line in the following conditions: (i) open-circuit transmission line, (ii) loaded with Z2 = 100+j10, assume Z0 = 50 Ω.

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Q410 marks

4. Draw and define the following antenna parameters: (i) Dipole radiation pattern (ii) Antenna directivity (iii) Radiation resistance of a monopole antenna.

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Q510 marks

5. Prove Stokes' theorem and discuss its applications.

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