Need help with hand calculations and Matlab code, please.

The goal of this project is to become familiar with the analysis and calculation of relevant electromagnetic problems using Matlab. With reference to the handout given in class, consider a parallel wire capacitor consisting of two wires of length L, radius a, and separation d. The voltage difference is Vo and should be considered to be +V0/2 on one wire and -Vo/2 on the other. a) Using the moment method solution, use Matlab to solve for the charge density on the wires. Vary the number of segments, N, to find a stable solution with good convergence. b) Calculate the capacitance of the parallel wire arrangement. c) Compare the numerical result of capacitance with an analytical result that assumes a constant charge density on the wires. Also, calculate and compare the value of the constant charge density with that calculated using the numerical solution. Parts a, b, and c should be completed with the following parameters: L = 1.0m a = 0.001m Vo = 1.0 V d=0.5m, 0.05m, and 0.005m (repeat calculations for all 3 values) The goal of this project is to become familiar with the analysis and calculation of relevant electromagnetic problems using Matlab. With reference to the handout given in class, consider a parallel wire capacitor consisting of two wires of length L, radius a, and separation d. The voltage difference is Vo and should be considered to be +V0/2 on one wire and -Vo/2 on the other. a) Using the moment method solution, use Matlab to solve for the charge density on the wires. Vary the number of segments, N, to find a stable solution with good convergence. b) Calculate the capacitance of the parallel wire arrangement. c) Compare the numerical result of capacitance with an analytical result that assumes a constant charge density on the wires. Also, calculate and compare the value of the constant charge density with that calculated using the numerical solution. Parts a, b, and c should be completed with the following parameters: L = 1.0m a = 0.001m Vo = 1.0 V d=0.5m, 0.05m, and 0.005m (repeat calculations for all 3 values)