@ btw, how did u do then without having the distance between the plates ??
any other approach ? .....
Q. A parallel plate capacitor is made of square plates of side length a. A parabolic cylindrical slab of dielectric const. K is placed between the
plates . The eq. of the parabola is x2=ay & the vertex of parabola touches the other plate at the middle.Find the capacitance.
Yah SKY!
I did the same way.... Proceed furhter I guess we'll get da same ans, uless either of us make sum calc. error!!!
@ btw, how did u do then without having the distance between the plates ??
any other approach ? .....
OH ya!!!
I dinno that he was tokin of FOCUS....... Buut thats rite!!!
unique : y u takin a/4 everywer??
the equation of parabola given is x2 = ay
m gettin d answer as
(lkε)/(k-1) *lnl
wer i consider d distnce betwn d plates as l
sabse gandi bhool jo maine ki thi.....
ab tak ye smiley muje pit raha hai
OH yah! sky got my mist....
first adha para. n other half are in parrallel matlab 2C....... I did C/2
[222] SILLY MISTAKE KILLS!!!!!!!!!!!!!
tapan is partially right ....
u have to consider the two now in parallel as well
hence it will be 2C .....
and then ur answer gets right
we have to consider both in series first and then in parallel
this must be the answer.
CEq =(4\varepsilon ka \sqrt{}k-1 )tan^-^1(\sqrt{}k-1)/\sqrt{}k-1
haan they are in series........... and i realised this soon afetr i logged off...
[2]
SORRY 4 FORGERY SKY :
Is da Ans : sumthing lyk : {2tan-1(√k-1)}*kaξ0 / (√k-1)
COURTESY : SKY!!!
O! I was toking of THE{ WHITE and BLACK strip - combination} being in parallel wid the rest of the strips....
ya the white n the blak strip are in series wid each other.....
are the potential drops accross the black and the white region on the small strip the same?
try capacitors in parallel !!
This time there will be infiniitely many of them with very low width
I guess this is good enuf to be a QOD ;) (Specailly at this stage)
I will add an image to it... Find for both these cases