Problem 5: An infinitely long cylinder with relative permittivity &> 1 and radius a is charged with a volume charge dens
Posted: Sun Jul 10, 2022 11:33 am
Problem 5: An infinitely long cylinder with relative permittivity &> 1 and radius a is charged with a volume charge density = Pvo (1 - 7²7) There is no charge outside the cylinder. Free space (air) surrounds the cylinder. ,r <a. 5a) Use Gauss's law to calculate D everywhere in space. Graph D(r) vs r. 5b) Calculate and graph E(r) vs r everywhere. Calculate and graph P(r) vs r everywhere. 5c) Calculate and graph the electric potential V(r), assuming it is zero on the cylinder axis.