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저작시기 2007.09 |등록일 2008.03.27 엑셀파일MS 엑셀 (xls) | 4페이지 | 가격 1,500원

소개글

Given) Presure(mmHg) Volume(L)
sa 100 1 Cardiac Output
sv 2 3.5 = 5.6 L
pa 15 0.1
pv 5 0.4

목차

1. Parameter identification of the cardiovascular system model using computer
2. Solve the model for the dependent variables using computer

본문내용

1. Parameter identification of the cardiovascular system model using computer

Given) Presure(mmHg) Volume(L)
sa 100 1 Cardiac Output
sv 2 3.5 = 5.6 L
pa 15 0.1
pv 5 0.4

Sol) Csa= Vsa/Psa= 0.01 L/mmHg
Csv= Vsv/Psv= 1.75 L/mmHg
Cpa= Vpa/Ppa= 0.0067 L/mmHg
Cpv= Vpv/Ppv= 0.08 L/mmHg

KR= Q/Psv= 2.80 L/min mmHg
KL= Q/Ppv= 1.120 L/min mmHg
RS= (1/Q)*(Psa-Psv)= 17.50 min mmHg/L
RP= (1/Q)*(Ppa-Ppv)= 1.785714286 min mmHg/L
V0= Vsa+Vsv+Vpa+Vpv= 5.00 L

2. Solve the model for the dependent variables using computer
-(dependent cariables : Vsa, Vsv, Vpa, Vpv; Psa, Psv, Ppa, Ppv; Q)

Given) KR= 2.80 KL= 1.12
RS= 17.50 RP= 1.79
Csa= 0.01 Cpa= 0.0067
Csv= 1.75 Cpv= 0.08
Vt= 5.00

Sol)
Tsv= Csv/KR= 0.625 min
Tpv= Cpv/KL= 0.071428571 min
Tsa= (Csa/KR)+(Csa*Rs)= 0.178571429 min
Tpa= (Cpa/KL)+(Cpa*Rp)= 0.017894657 min
Q= V/(Tsv+Tpv+Tsa+Tpa)= 5.59976472 L/min
Psv= Q/KR= 1.999915972 mmHg
Ppv= Q/KL= 4.999789929 mmHg
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