Write Matlab code for this problem and also explain how code is working.

Process diagram State variables: Temperature Manipulated variables: Q Disturbance variable: F Dynamic model equations Both inlet and outlet flow rates are assumed to be equal and volume hold up is constant. Dynamic mass balance equation results in: dtdV=FiFoutSincevolumeFiFout=Fconstant:dtdV= Energy balance equation for the system is given by: Perfect mixing is assumed: Temperature in the reactor and leaving the reactor are identical VCpdtdT=CpF(TinTo)CpF(TTo)+Q On further simplification above equation results in the following form: VCpdtdT=CpF(TinT)+QdtdT=VF(TinT)+VCpQ Process parameters State variables: Temperature Manipulated variables: Q Disturbance variable: F Process diagram State variables: Temperature Manipulated variables: Q Disturbance variable: F Dynamic model equations Both inlet and outlet flow rates are assumed to be equal and volume hold up is constant. Dynamic mass balance equation results in: dtdV=FiFoutSincevolumeFiFout=Fconstant:dtdV= Energy balance equation for the system is given by: Perfect mixing is assumed: Temperature in the reactor and leaving the reactor are identical VCpdtdT=CpF(TinTo)CpF(TTo)+Q On further simplification above equation results in the following form: VCpdtdT=CpF(TinT)+QdtdT=VF(TinT)+VCpQ Process parameters State variables: Temperature Manipulated variables: Q Disturbance variable: F