Review Article

Seven Mathematical Models of Hemorrhagic Shock

Table 4

Model parameters (adapted from Table 1 in Beard et al. [11], p. 5).

DescriptionUnit

Aorta/large-artery mechanics
Unstressed volumesml
Unstressed diametermm
Acute compliance
Creep parameter of aortic wall#
Time constant of stress relaxationsec
Kinetics of baroreflex
Adjustable parameter of baroreflex afferent modelsec
Baroreceptor activation rate
Baroreceptor deactivation rate
Baroreceptor saturation constant#
Baroreceptor gain parameter
Cardiac and circulatory mechanics
Maximum value of elastancemmHg·
Minimum value of elastancemmHg·
Cardiac cycle timing parameter#
Cardiac cycle timing parameter#
Heart rate parameter
Heart rate parameter
Aortic valve resistancemmHg min·
Aortic resistancemmHg min·
Large-artery resistancemmHg min·
Downstream venous resistancemmHg min·
Large-artery complianceml·
Downstream venous resistanceml·
Unstressed volume of cardiovascular systemml
Venous creep parameter#
Venous creep time constantsec
Arterial and venous compliance parametersec
Arterial resistance parametersec
Arterial and venous compliance parametersec
Arterial resistance parametersec
Autoregulation parameterml·
Autoregulation parameterml·
Autoregulation parametermin
Autoregulation parametersec
Autonomic system
Constant parameter of baroreflex arc
Renin-angiotensin system
Time constant for renin productionmin
Time constant for angiotensin II productionmin
Time constant for mean pressure calculationsec
Steady-state renin-angiotensin system tonemmHg
Steady-state renin-angiotensin system tonemmHg
Steady-state renin-angiotensin system tonemmHg
Pressure-diuresis/natriuresis control
Slope of acute pressure-diuresis relationshipml··mm
Maximum value for variable offset in the pressure-diuresis relationshipmmHg
Minimum value for variable offset in the pressure-diuresis relationshipmmHg
Long-term pressure-diuresis relationship#
Long-term pressure-diuresis relationship#
Time constant for long-term pressure diuresismin