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Question 4- An intravenous infusion system delivers fluids, such as nutrients and medications, into a patient's body in controlled amounts. This system can be modeled using following equation: V₂C = Q(t)-K₂C (t), where is the diffusion volume of medication, C(t) is the concentration, Q(t)is the infusion flow. 4-1( Find the transfer function between and write it in the standard form. 4-2 Assume K-2 and Va=0.5. For 0 St≤ 3 seconds, using MATLAB plot the temporal response for an input step (infusion flow) with amplitude of 2. Attach your code and the plot.

Question 4- An intravenous infusion system delivers fluids, such as nutrients and medications, into a patient's body in controlled amounts. This system can be modeled using following equation: V₂C = Q(t)-K₂C (t), where is the diffusion volume of medication, C(t) is the concentration, Q(t)is the infusion flow. 4-1( Find the transfer function between and write it in the standard form. 4-2 Assume K-2 and Va=0.5. For 0 St≤ 3 seconds, using MATLAB plot the temporal response for an input step (infusion flow) with amplitude of 2. Attach your code and the plot.

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Question 4- An intravenous infusion system delivers fluids, such as nutrients and medications, into a patient's body in controlled amounts. This system can be modeled using following equation: V₂C = Q(t)-K₂C(t), where is the diffusion volume of medication, C(t) is the concentration, Q(t)is the infusion flow. 4-10 Find the transfer function between and write it in the standard form. Q(s) 4-2 Assume K₂-2 and V₁ = 0.5. For 0 ≤ t ≤3 seconds, using MATLAB plot the temporal response for an input step (infusion flow) with amplitude of 2. Attach your code and the plot.
Transcribed Image Text:Question 4- An intravenous infusion system delivers fluids, such as nutrients and medications, into a patient's body in controlled amounts. This system can be modeled using following equation: V₂C = Q(t)-K₂C(t), where is the diffusion volume of medication, C(t) is the concentration, Q(t)is the infusion flow. 4-10 Find the transfer function between and write it in the standard form. Q(s) 4-2 Assume K₂-2 and V₁ = 0.5. For 0 ≤ t ≤3 seconds, using MATLAB plot the temporal response for an input step (infusion flow) with amplitude of 2. Attach your code and the plot.
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