Presentation 1234tygjhhbjhjhijkljhhjjjjj.pptx

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1. RECAP

2. ELECTRIC FIELD = Constant ×   Charge density( ρ ) =   E =   E =   E =   E =   E =   Derive the integral form by using vector analysis, E =   Simplified into;   hence, this is the differential form of Gauss’s law, =    

3. ELECTRIC FIELD = Constant ×   E =   E =   E =   E =   E =   Derive the integral form by using vector analysis, E =   Simplified into;   hence, this is the differential form of Gauss’s law, =   Charge density( ρ ) =    

4. curl The curl calculation by integration : For limits & d   Take curl The curl calculation by differentiation :

5. curl The curl calculation by integration : For limits & d   Take curl The curl calculation by differentiation :

6. curl The curl calculation by integration : For limits & d   Take curl The curl calculation by differentiation :

7. curl The curl calculation by integration : For limits & d   Take curl The curl calculation by differentiation :

8. curl The curl calculation by integration : For limits & d   Take curl The curl calculation by differentiation :