The discussion revolves around calculating the capacitance of a capacitor with square plates, incorporating two different dielectrics inserted diagonally. The participants explore the implications of varying the proportions of the dielectrics and the integration required to derive the capacitance expression.
Some participants have provided guidance on forming elemental areas and integrating to find total capacitance. There is an ongoing exploration of the mathematical expressions derived, with some participants noting corrections and adjustments to the equations presented.
There are mentions of specific variables and constants, such as ε and κ, with suggestions to clarify their definitions. The discussion also touches on the potential implications of equal dielectric constants in the derived equations.
Take an element dx at a distance x from any end for this caculate dccarlyn medona said:
Yes, that is how I solved it.rude man said:
As rude man said, replace ε with ε0.carlyn medona said:
Good one, cnh! I wondered about that myself, thought at first I had made an error, finally determined the limit existed and agreed with the degenerate case k1=k2=k.cnh1995 said:
