Electromagnetic Theory: Unit I: (c) Gauss's Law and Applications : University Questions with Answers (Long Answered Questions)
University Questions with Answers
(Long Answered Questions)
(Regulation
2013)
Dec.-14
Q.1
By means of Gauss's law, determine the electric field intensity at a point P at
distant 'h'm from an infinite line of uniform charge ρL C / m (Refer section
3.7) [8]
Dec.-16
Q.2
State and prove divergence theorem. (Refer section 3.10) [8]
May-17
Q.3
Evaluate D and E in all regions for a concentric spherical shell containing
charge Q on it. Assume the charge distributions are infinite in extent. (Refer
section 3.7) [13]
Q.4
State and prove Divergence theorem. (Refer section 3.10) [10]
Dec.-17
Q.5
State Gauss's law and give any two of its applications. (Refer section 3.7) [5]
May-18
Q.6
By mean of Gauss’s law, determine the electric field intensity inside and
outside a spherical shell of radius R. The shell contains a total charge Q
uniformly distributed over the surface. (Refer section 3.7.5) [7]
Electromagnetic Theory: Unit I: (c) Gauss Law and Applications : Tag: : Gauss's Law and Applications | Electromagnetic Theory - University Questions with Answers (Long Answered Questions)
Electromagnetic Theory
EE3301 3rd Semester EEE Dept | 2021 Regulation | 3rd Semester EEE Dept 2021 Regulation