H9 Consider two infinity concentric cones with 01 and 02 vertex angles (Figure Q-2) filled with airin-between having an infinitesimal gap at the origin. The outer cone is connected to constantpotential Vo and the inner cone is grounded Assuming 01determine the followings.1/15, 02 = 1/3 and75V,0 =Vo0102Very SmallGap at r=0Figure Q-2: Figure for the Question 2(a) Determine the electric potential V and the electric field E as a function of the coordinatesinside the dielectric using Laplace equation.

The potential depends only upon θ. Using Laplace equation in sphere and polar co ordinate-…

Consider two infinity concentric cones with 01 and 02 vertex angles (Figure Q-2) filled with air in-between having an infinitesimal gap at the origin. The outer cone is connected to ? constant potential V, and the inner cone is grounded Assuming 0, = 1/15, 02 = 1/3 and determine the followings. 0 = 75V, 01 02 Very Small Gap at r=0 Figure Q-2: Figure for the Question 2 (a) Determine the electric potential V and the electric field E as a function of the coordinates inside the dielectric using Laplace equation.

Consider two infinity concentric cones with 01 and 02 vertex angles (Figure Q-2) filled with air in-between having an infinitesimal gap at the origin. The outer cone is connected to ? constant potential V, and the inner cone is grounded Assuming 0, = 1/15, 02 = 1/3 and determine the followings. 0 = 75V, 01 02 Very Small Gap at r=0 Figure Q-2: Figure for the Question 2 (a) Determine the electric potential V and the electric field E as a function of the coordinates inside the dielectric using Laplace equation.