Modelling a stratified thermal water storage tank

I'm currently learning to use Matlab and I'm trying to write a code to simulate a stratified hot water storage tank. The tan is divided into N nodes and the equations below represent the energy balance at each node. I would like to carry out the simulation over 24 hours, with time varying for t=1 to t=24.

1.F_i^c={█(1 if i=1 and T_co>T_(s,i)@1 if T_(s,i-1)>T_co>T_(s,i)@0 if i=0 or i=N+1 @0 if otherwise)┤

2.F_i^L={█(1 if i=N and T_Lr<T_(s,N)@1 if T_(s,i)≥T_Lr>T_(s,i)@0 if i=0 or i=N+1@0 if otherwise)┤ 3.m ̇_(m,1)=0 4.m ̇_(m,i)=(m_c ) ̇∑_(j=1)^(i-1)▒F_j^c -(m_L ) ̇∑_(j=i+1)^N▒F_j^L 5.m ̇_(m,N+1)=0

6.m ̇_i (dT_(s,i))/dt=(UA/C_p )_i (〖T^'〗_a-T_(s,i) )+F_i^c (m_c ) ̇(T_co-T_(s,i) )+F_i^L m ̇_L (T_(L,r)-T_(s,i) ) +{█(m ̇_(m,i) (T_(s,i-1)-T_(s,i) ) if m ̇_(m,i)>0@m ̇_(m,i+1) (T_(s,i)-T_(s,i+1) ) if m ̇_(m,i+1)<0)┤