The Leyden jar, invented by chance in 1746, was one of the earliest types of capacitors (see the figure below), made by covering the inner and outer surfaces of a glass jar with conducting layers (for example, aluminum foil). It is a good approximation to treat the Leyden jar as a parallel-plate capacitor. (
a) Find the capacitance for a cylindrical jar of height 19 cm and radius 4 cm, made of 3 mm thick Pyrex glass. (The dielectric strength of the Pyrex glass is 1.00 107 V/m.)
(b) What is the maximum charge that could be stored on it?
The answers should be 7.78e-10 F and 2.34e-5 C, but I odn't know how to get these answers
The Leyden jar, invented by chance in 1746, was one of the earliest types of capacitors...
Consider a plane parallel-plate capacitor made of two strips of aluminum foil separated by a layer of paraffin-coated paper. Each strip of foil and paper is 4.80 cm wide. The foil is 0.00400 mm thick, and the paper is 0.0200 mm thick and has a dielectric constant of 3.70. What length should the strips be if a capacitance of 7.50 ✕ 10−8 F is desired? (If, after this plane capacitor is formed, a second paper strip can be added below...