**EE8391 ET Question Papers**

Anna University Regulation 2017 EEE **EE8391 ET**** Question Papers for previous years** are provided below. **Previous Year Question Papers for **EEE **3rd SEM EE8391 Electromagnetic Theory, Engineering** are listed down for students to make perfect utilization and score maximum marks with our study materials.

### Anna University Regulation 2017 (EEE) 3rd SEM EE8391 ET – Electromagnetic Theory question paper

1. Points P and Q are located at (0,2,4)and (-3,1,5).Manipulate the distance vector from P to Q.

2. State Stoke’s Theorem.

3. List the sources of electromagnetic fields.

4. Apply in matrix form the unit vector transformation from the rectangular to cylindrical coordinate system

5. Two vectorial quantities = 4 + +5 and = -2 +2 are known to be oriented in two unique directions. Determine the angular separation between them.

6. State the conditions for a vector A to be (a) solenoidal (b) irrotational.

7. State Divergence Theorem.

8. State the vector form of electric flux density.

9. Define divergence and its physical meaning.

10. What are the practical applications of electromagnetic fields?

11. Mention the criteria for choosing an appropriate coordinate system for solving a field problem easily. Explain with an example.

12. When a vector field is solenoid and irrotational.

13. Give the practical examples of diverging and curl field.

14. Obtain the unit vector in the direction from the origin towards the point P (3,-3,2).

15. Give the differential displacement and volume in spherical coordinate system.

16. How can a vector field be expressed as the gradient of scalar field?

17. Determine the curl of = yz + xz

18. Verify the vector =4 -2 + 2 , =-6 +3 -3 are parallel to each other.

19. Find the unit vector extending from the origin toward the point P(3,-1,-2)

20. Determine the electric field intensity in free space if

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