Solve using MATLAB.
Answer a) and b)
or
c) and d)
MATLAB Example: 2 Vessel model Two compartment model lu bo Intravenous concentration flow rate k -Concentration flow rate between two vessels c, Concentration in circulatory system (Vessel) c2-Concentration in muscular system (Vessel) u - Intravenous flow (mLyolution/s) Immediately after Administration Before Administration After distribution equilibirum The "equations of motion" d c 4. For the two vessel problem geaisbes ko 0.1: k1 = 0.1; k2 0.5; bo 0.3 a) Plot the concentration of the drug in both vessels for 20 seconds if the initial concentration in both vessels is 30. Also, what is the concentration in both vessels as t-o? What is the concentration in both vessels as t-xo if k-0? b) Assume there is no concentration of drugs in either vessel initially, use trial and error to determine what input u is required to maintain a steady-state concentration of 4 in the musculature system. c) What is the value of the input u necessary if the initial concentration in each vessel is 5? d) wadosmaty Repeat part b) to find u that provides a final concentration of 10 in vessel 2, but you must USE ANOTHER determine value for you (i.e. you can't just do trial and error by hand). METHOD userppucsichousaiyouepursiousbysionsnuckinibinekssin your MATLAB program to automatically MATLAB Example: 2 Vessel model Two compartment model lu bo Intravenous concentration flow rate k -Concentration flow rate between two vessels c, Concentration in circulatory system (Vessel) c2-Concentration in muscular system (Vessel) u - Intravenous flow (mLyolution/s) Immediately after Administration Before Administration After distribution equilibirum The "equations of motion" d c 4. For the two vessel problem geaisbes ko 0.1: k1 = 0.1; k2 0.5; bo 0.3 a) Plot the concentration of the drug in both vessels for 20 seconds if the initial concentration in both vessels is 30. Also, what is the concentration in both vessels as t-o? What is the concentration in both vessels as t-xo if k-0? b) Assume there is no concentration of drugs in either vessel initially, use trial and error to determine what input u is required to maintain a steady-state concentration of 4 in the musculature system. c) What is the value of the input u necessary if the initial concentration in each vessel is 5? d) wadosmaty Repeat part b) to find u that provides a final concentration of 10 in vessel 2, but you must USE ANOTHER determine value for you (i.e. you can't just do trial and error by hand). METHOD userppucsichousaiyouepursiousbysionsnuckinibinekssin your MATLAB program to automatically
