I just took my physics exam at UW and I question really troubled me...
Find the capacitance (from point X to point Y) of this infinate circut, if all the capacators have a capacatance of Co:
X----||-----||-----||--
- -
- - to infinity ->
_ _
_ _
- -
- -
Y----||-----||-----||--
The underscores are meant to be capacitors and they are like a bridge across the top and bottom parts of the circut.
I got the Rennieman sum of Co/(i*2+1) from i=1 to infinaty.
Anyone know how to solve this?
Find the capacitance (from point X to point Y) of this infinate circut, if all the capacators have a capacatance of Co:
X----||-----||-----||--
- -
- - to infinity ->
_ _
_ _
- -
- -
Y----||-----||-----||--
The underscores are meant to be capacitors and they are like a bridge across the top and bottom parts of the circut.
I got the Rennieman sum of Co/(i*2+1) from i=1 to infinaty.
Anyone know how to solve this?