- #1

maverik

- 9

- 0

In a homogeneous nonconduction region where μ

_{r}= 1, find ε

_{r}and ω if

E=30(pi)e

^{[i(ωt-4/3y)]}in z direction

H=0.1e

^{[i(ωt-4/3y)]}in x direction

I am to understand that for a homognous nonconduction region D=εE and ε=ε

_{r}ε

_{0}. However, just equating ε

_{r}=D/ε

_{0}E doesn't seem right. Judging from textbooks and notes I am assuming i must use Maxwell's eqn's for a homogenous nonconducting region, but I'm not sure where to get started. Similarly for ω i can equate ω=(ln|B/10μ

_{0}|+4/3y)/t. But again, I'm not sre that this is right.

If anyone could point me in the right direction that'd be great!