In the system below, the solution fed with q0 (with volumetric flow rate) and Co concentration is spent in the 1st tank at r1 speed and fed to the 2nd tank, where it is consumed at r2 speed. If we know that the flow rates remain constant, extract the expression that will show how the C2 concentration changes over time when the Co concentration is given an impulse effect. V1, V2= tank volume q = volume flow C=concentration k=rxn rate constant

First get the model equations. (Make and state basic assumptions) -Give meaningful values to the required variables in the model (tank volume cp, density diameter, etc.). - Simulink the system using either the transfer function or the dynamic equations of state. -Then give the effect given to you to the system and draw the reaction of the system in simulink. (effect parameters are required/fixed, you specify them) -Set the PID coefficients that will control the system on the program.