Hi All,
I am taking a prep-test and did my best to an answer this question but cant seem to get the same answer as was given in the test. I am hoping a member of the forum might be willing to provide some guidance. I will provide my calculations attempt to solve to show I tried first and am not just looking for an answer - I want to learn and the text book is big paper weight with words I dont fully comprehend yet....
The question: A parallel capcitor consists of two aluminum foil sheets of dimensions 3cm x 50cm seperated by a sheet of waxed paper 0.15mm thick. If the dielectric constant of the waxed paper is 4.52, and the dielectric strength is 50, its capacitance is? Answer given by prep-test is 4pf
My attempt at the solution is:
1) convert the area to meters and the distance to meters, divide the area by the distance
2) multiply the product of the above step by the constant epsilon (or 8.85 x 10^-12)
3) multiply the product of the above step by the dielectric constant of the waxed paper 4.52
4) The dielectric strength I dont believe has any bearing on the capacitance as I understand it (or does it?).
((.03m x .5m) / 0.00015m)) x εo = 885.4187817 x 4.52 = 4.0021nf
Any guidance would be awesome!
Thanks
I am taking a prep-test and did my best to an answer this question but cant seem to get the same answer as was given in the test. I am hoping a member of the forum might be willing to provide some guidance. I will provide my calculations attempt to solve to show I tried first and am not just looking for an answer - I want to learn and the text book is big paper weight with words I dont fully comprehend yet....
The question: A parallel capcitor consists of two aluminum foil sheets of dimensions 3cm x 50cm seperated by a sheet of waxed paper 0.15mm thick. If the dielectric constant of the waxed paper is 4.52, and the dielectric strength is 50, its capacitance is? Answer given by prep-test is 4pf
My attempt at the solution is:
1) convert the area to meters and the distance to meters, divide the area by the distance
2) multiply the product of the above step by the constant epsilon (or 8.85 x 10^-12)
3) multiply the product of the above step by the dielectric constant of the waxed paper 4.52
4) The dielectric strength I dont believe has any bearing on the capacitance as I understand it (or does it?).
((.03m x .5m) / 0.00015m)) x εo = 885.4187817 x 4.52 = 4.0021nf
Any guidance would be awesome!
Thanks