Question: 1. Write a computer program that find solutions of one-dimensional one-group diffusion equations in the model below. Boundary conditions are reflective on the left and

1. Write a computer program that find solutions of one-dimensional one-group diffusion equations in the model below. Boundary conditions are reflective on the left and vacuum a. Use Gaussian Elimination and plot the flux as the function of number of meshes b. Choose any iterative method to solve this problem and plot the flux as the on the right. (10, 100, 1000,. function of number of iterations. c. Compare your result with the analytical solution. D = 0.75 cm Reflective = 0.1 cm-1 Vacuum S = 100/cm?sec 100 cm 1. Write a computer program that find solutions of one-dimensional one-group diffusion equations in the model below. Boundary conditions are reflective on the left and vacuum a. Use Gaussian Elimination and plot the flux as the function of number of meshes b. Choose any iterative method to solve this problem and plot the flux as the on the right. (10, 100, 1000,. function of number of iterations. c. Compare your result with the analytical solution. D = 0.75 cm Reflective = 0.1 cm-1 Vacuum S = 100/cm?sec 100 cm

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