- #1
Bert
- 28
- 0
Suppose that we will proof the continuity of the first maxwell equation:
So we have [tex]div(\vec{E})=\frac{1}{\epsilon _0} \rho [/tex] than [tex]\iiint \ div(\vec{E}) = \oint_v \vec{E} d\vec{s}=\iiint \frac{1}{\epsilon _0 } \rho [/tex]
than follewed [tex]E_{y1} l -E_{y2}l=Q [/tex]
Therefore E must continue is this a good proof? Thanks.
So we have [tex]div(\vec{E})=\frac{1}{\epsilon _0} \rho [/tex] than [tex]\iiint \ div(\vec{E}) = \oint_v \vec{E} d\vec{s}=\iiint \frac{1}{\epsilon _0 } \rho [/tex]
than follewed [tex]E_{y1} l -E_{y2}l=Q [/tex]
Therefore E must continue is this a good proof? Thanks.