Build the necessary simulink model to work with this code, explained each step

k $=400$; $\%$ Spring constant

c $=10$; $\%$ Damping constant

F$\_$range $=1$:$5$; $\%$ Range of external forces

m$\_$range $=1$:$5$; $\%$ Range of masses

$\%$ Create a Simulink model handle

mdl $=$ 'simulinkassignment.slx$\text{'}$;

open$\_$system$($mdl$)$;

$\%$ Create arrays to store results

displacement$\_$results $=$ zeros$($length$($F$\_$range$),$ length$($m$\_$range$))$;

$\%$ Loop through force and mass ranges

for i $=1$:length$($F$\_$range$)$

for j $=1$:length$($m$\_$range$)$

$\%$ Set the external force and mass in the model workspace

set$\_$param$($mdl$,$ 'MaskValues', sprintf$(\text{'}$F$=\%$d$,$ m$=\%$d$\text{'},$ F$\_$range$($i$),$ m$\_$range$($j$)))$;

$\%$ Simulate the model

simOut $=$ sim$($mdl$)$;

$\%$ Extract and store the displacement from the simulation results

displacement$\_$results$($i$,$ j$)=$ simOut.yout$\{1\}.$Values.Data$($end$)$; $\%$ Adjust index if necessary

end

end

$\%$ Save the results to a MAT file

save$(\text{'}$displacement$\_$results.mat', 'displacement$\_$results'$)$;