We have a metal plate of size $400*400.$ A constant heat of $100$ degrees is applied on each of the sides of the plate. The initial temperature of the rest of the plate is $40$ degrees. Write a program that simulates the change in temperature in each point of the plate over time. Stop the simulation after $1000$ cycles of simulation. The result of your computation is the maximum and minimum temperature in the plate. Partition the matrix based on rows.

Write a program to solve the problem using openMP with different number of threads $(2-8)$ and different loop scheduling strategies. Report your findings. $(4$ marks$)$