1. State and explain Coulomb’s law
2. State Gauss law and mention its applications
3. What is continuity equation?
4. Define Ampere's circuital Law
5. Why Ampere’s law is inconsistent?
6. What is the significance of Ampere’s force law?
7. Define magnetic flux density
8. State Biot-Savarts Law?
9. Define Displacement current Density
10. Define displacement current.
11. Define Faraday,s Law
12. State the Poynting Theorem.
13. Define Polarization and its types
14. Define Brewster Angle and also write the equation.
15. Write the relationship between phase and group velocities
16. List out various types of Transmission Lines
17. What is the use of smith chart?
18. Write the condition for Distortion less line & Minimum Attenuation
1. Derive the Electric Field Intensity of line charge distribution
2. (a) Define Coulomb’s law and derive the force F that exists between two unlike charges. (b)Three Point Charges Q1=1 mc, Q2=2 mc and Q3=-3 mc are respectively located at (0,0,4), (-2,6,1) and (3, -4, -8). Calculate the electric force and electric field on Q1 due to Q2 and Q3.
3. Define Gauss’s Law. Apply Gauss’s law to evaluate Electric Flux density for a uniformly charged Sphere.
4. Derive the equation for Continuity Equation & Relaxation time
5. Explain Biot Savarts’ law and Magnetic Flux density
6. Derive and explain in detail the Maxwell's equations in point form and integral form.
7. a) Distinguish between good conductors and good dielectrics. Explain the wave propagation
b) Explain about boundary conditions at dielectric – conductor interface.
8. A Positive Y-axis (Semi Infinite Line with respect to the Origin) Carries a Filamentary Current of 2 A in the -ay Direction. Assume it is part of a large circuit. Find H at (i) A(2,3,0). (ii) B(3,12,-4),
9. Derive the Magnetic Field Intensity due to line current
10. State and prove the Ampere’s circuits law & Give the equations for Magnetic vector potential
11. a) Define polarization of an electromagnetic wave and explain different type of polarizations with examples. b) Represent a typical left circularly polarized wave by an expression.
12. Derive the Maxwell’s equations for time varying fields in point form, integral and also give word statements
13. Derive the Boundary conditions for Dielectric-Dielectric
14. What is Brewster Angle? Derive the Brewster angle for parallel polarization
15. Derive the relation between E & H for Uniform Plane Waves
16. Derive Reflection and Refraction of Plane waves - Normal Incidences for Perfect Dielectrics
17. Derive the voltage (V) and current (I) equations of a transmission line in terms of R, L, C and G and explain?
18. Given R=10.4 Ω/m, L=0.00367H/m, G=0.8x10-4 S/m and C=0.00835µF/m. Calculate Z0 and ɣ at 1 KHz.
19. Derive the equation for voltage and current at any point in a transmission line
20. A 30 m long lossless transmission line with Z0 = 50Ω operating at 2 MHz is terminated with a load ZL = 60 + j 40Ω. If u = 0.6 C on the line, find the reflection coefficient, the standing wave ratio S and the input impedance. (i) without using smith chart (ii) Using smith chart