b. Using Simulink, simulate the transfer function airflow response, Q(t) (air entering respiratorysystem) for a sine wave input pressure Pao(t)= 2.5 cm·H2O (i.e. 5 cm·H2O peak-to-peak) at 15breaths min' (or 0.25 Hz) for each lung model. Use the following parameters:-1i.RC model: R= 1cm·H2O's L' and C=0.2 L·cm·H2O¯RIC model: R= 1cm·H2O's·L', C= 0.2 L·cm·H2O¯ , and I= 0.01 cm·H2O L-s²Two-compartment model: R. = lcm H2O's L', Rp1,2 = 0.5 cm·H2O•s·L', Cp1,2=0.2L·cm·H2O', and I= 0.01 cm H2O·L-•s²Mead model: R. = 1cm·H2O•s L', Rp = 0.5 cm:H2O•s·L', C1 =0.2 L·cm·H2O', Cw=0.2L·cm·H2O-', C, =0.005 L·cm·H2O', and I= 0.01 cm H2O·L-1·s²ii.iii.iv.

Doing et al. explained that the different ranges of R. Rp.1, and, C parameters are observed for both…

b. Using Simulink, simulate the transfer function airflow response, Q(t) (air entering respiratory system) for a sine wave input pressure Pao(1)= 2.5 cm·H½O (i.e. 5 cm·H2O peak-to-peak) at 15 breaths min' (or 0.25 Hz) for each lung model. Use the following parameters: i. RC model: R= 1cm:H2O•s·L·' and C=0.2 L·cm·H20l RIC model: R= 1cm·H2O•s·L·', C= 0.2 L·cm·H2O' , and l= 0.01 cm·H2O·L¯1•s² ii. Two-compartment model: Rc = 1cm·H2O•S•L', Rp1,2 = 0.5 cm-H2O•s·L, Cp1.2=0.2 L·cm·H2O', and l= 0.01 cm·H2O·L-l·s² Mead model: R. = 1cm•H2O•s·L', R, = 0.5 cm:H2O-s·L', C1 =0.2 L·cm·H2O', C,=0.2 L-cm·H2O', C, =0.005 L·cm·H2O', and I= 0.01 cm·H2O•L¯l•s² iii. %3! %3D iv.

b. Using Simulink, simulate the transfer function airflow response, Q(t) (air entering respiratory system) for a sine wave input pressure Pao(1)= 2.5 cm·H½O (i.e. 5 cm·H2O peak-to-peak) at 15 breaths min' (or 0.25 Hz) for each lung model. Use the following parameters: i. RC model: R= 1cm:H2O•s·L·' and C=0.2 L·cm·H20l RIC model: R= 1cm·H2O•s·L·', C= 0.2 L·cm·H2O' , and l= 0.01 cm·H2O·L¯1•s² ii. Two-compartment model: Rc = 1cm·H2O•S•L', Rp1,2 = 0.5 cm-H2O•s·L, Cp1.2=0.2 L·cm·H2O', and l= 0.01 cm·H2O·L-l·s² Mead model: R. = 1cm•H2O•s·L', R, = 0.5 cm:H2O-s·L', C1 =0.2 L·cm·H2O', C,=0.2 L-cm·H2O', C, =0.005 L·cm·H2O', and I= 0.01 cm·H2O•L¯l•s² iii. %3! %3D iv.

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

b. Using Simulink, simulate the transfer function airflow response, Q(t) (air entering respiratory
system) for a sine wave input pressure Pao(t)= 2.5 cm·H2O (i.e. 5 cm·H2O peak-to-peak) at 15
breaths min' (or 0.25 Hz) for each lung model. Use the following parameters:
-1
i.
RC model: R= 1cm·H2O's L' and C=0.2 L·cm·H2O¯
RIC model: R= 1cm·H2O's·L', C= 0.2 L·cm·H2O¯ , and I= 0.01 cm·H2O L-s²
Two-compartment model: R. = lcm H2O's L', Rp1,2 = 0.5 cm·H2O•s·L', Cp1,2=0.2
L·cm·H2O', and I= 0.01 cm H2O·L-•s²
Mead model: R. = 1cm·H2O•s L', Rp = 0.5 cm:H2O•s·L', C1 =0.2 L·cm·H2O', Cw=0.2
L·cm·H2O-', C, =0.005 L·cm·H2O', and I= 0.01 cm H2O·L-1·s²
ii.
iii.
iv.

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