What are the matlab codes that show how to solve the problem using the methods specified according to the objective function and constraints in the appendix?Solve the following problem using The Bees Algorithm and PSO?

Air tank design:

PURPOSE: Minimum mass

$f(x)=((r+t{)}^2-r^2)1+2(r+t{)}^{2}h$

$f(x)=((2rt+t^2)1+2(r+t{)}^2(h))$

CUTOUTS

$,$ Minimum hacim $g_{-}1=r^{2}12\mathrm{.}12{10}^7$

Minimum wall$/$radius ratio $($ASME standard$)$ g$\_2=\frac{h}{r}0\mathrm{.}13$

Minimum thickness$/$radius ratio $($ASME standard$)$ g$\_3=\frac{t}{r}0\mathrm{.}00959$

Minimum length g$\_4=110$

$,$ Maximum outer radius $g_5=r+t150$