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Electromagnetics (ECE Perspective) – Multiple Choice Questions (MCQs)

  1. 37. Laplace's equation is a special case of Poisson's equation when the charge density is:

    • A. Positive
    • B. Negative
    • C. Zero
    • D. Constant
  2. 38. The boundary condition for the normal component of the electric flux density at the interface between two dielectric media with no surface charge is that it is:

    • A. Discontinuous
    • B. Continuous
    • C. Zero
    • D. Infinite
  3. 39. The capacitance of a parallel plate capacitor is inversely proportional to the:

    • A. Distance between plates
    • B. Area of plates
    • C. Dielectric strength
    • D. Applied voltage
  4. 40. The unit of magnetic field intensity is:

    • A. Tesla
    • B. Weber
    • C. Ampere/meter
    • D. Henry
  5. 41. The magnetic flux density B and magnetic field intensity H are related by:

    • A. B = μH
    • B. H = μB
    • C. B = μ₀H
    • D. H = μ₀B
  6. 42. The force between two parallel current-carrying conductors is attractive if the currents are flowing in:

    • A. Opposite directions
    • B. The same direction
    • C. Perpendicular directions
    • D. Any direction
  7. 43. The inductance of a solenoid is proportional to the square of the number of turns and proportional to the:

    • A. Length
    • B. Area
    • C. Volume
    • D. Current
  8. 44. The energy stored in an inductor is given by:

    • A. ½LI²
    • B. ½CV²
    • C. LI
    • D. CV
  9. 45. What is the main characteristic of a perfect dielectric material?

    • A. High conductivity
    • B. High permeability
    • C. No free charges
    • D. Low breakdown strength
  10. 46. The divergence of the electric flux density D is equal to the volume charge density ρv. This is known as:

    • A. Ampere's Law
    • B. Faraday's Law
    • C. Gauss's Law for Electric Fields
    • D. Biot-Savart Law
  11. 47. The curl of the magnetic field H is equal to the conduction current density J plus the displacement current density ∂D/∂t. This is:

    • A. Ampere's Circuital Law with Maxwell's addition
    • B. Faraday's Law
    • C. Gauss's Law for Magnetism
    • D. Biot-Savart Law
  12. 48. The integral form of Faraday's Law is:

    • A. ∮ E ⋅ dl = -d/dt ∫ B ⋅ dS
    • B. ∮ D ⋅ dS = ∫ ρv dV
    • C. ∮ H ⋅ dl = ∫ (J + ∂D/∂t) ⋅ dS
    • D. ∮ B ⋅ dS = 0