Chronology | Current Month | Current Thread | Current Date |
[Year List] [Month List (current year)] | [Date Index] [Thread Index] | [Thread Prev] [Thread Next] | [Date Prev] [Date Next] |
Now I'm confused! In the steady state problem, is there any case whereThe field lines are perpendicular at the surfaces, but some of these
the E-field is other than normal to the conducting surfaces of the plates?
If there is such a case, ie., with a non-zero E-tangential, how can we
think of that as the "steady state" for electrostatics?
On Wed, 26 Mar 1997, W. Barlow Newbolt wrote:
Hey, Donald. I'm just trying to talk about the case when all of the
field lines do not stay perpendicular to the plates--finite sized plates.
I think that is what Ludwik wanted us to talk about. I agree that John
has completely and elegantly solved the case for infinite plates.
ERTEL SENDS. _____________________
/ Prof. John P. Ertel \
/ jpe@nadn.navy.mil \
+==================================================+
| Physics Department, 9C Office : 410-293-6657 |
| Michelson Rm-338 DSN : 281-6657 |
| U. S. Naval Academy FAX : 410-293-3729 |
| Annapolis, MD 21402-5026 Home : 410-757-6618 |
+==================================================+