Lecture 10: Cardiovascular System, Hemodynamics Flashcards
Heart valve flow order
R: tricuspid (AV) -> semilunar pulmonary
L: mitral (AV) (aka bicuspid) -> semilunar aortic
L vs R ventricle
L ventricle wall is thicker than the right due to greater systemic resistance vs pulmonary
Valve opening/closing
Opening/closing depends on ΔP between areas; valves themselves have little resistance. Creates unidirectional flow. Leakage = incompetent valves
Types of CV vessels
- Large artery
- Arteriole
- Capillary
- Venule
- Vein
Large artery
Low resistance conducting vessel; elastic/pressure reservoir
Arteriole
Primary effector of peripheral resistance to control blood distribution via dilation/constriction
Capillary
Highest total cross-sectional area and smallest individual radius. Fluid/gas/nutrient exchange; uptake of waste/secreted products
Venule
Migration site for WBCs, capacitance vessels; high compliance
Vein
Low R high capacitance vessels; high compliance
Compliance
ΔV / ΔP; defines change in volume for a given change in pressure.
Windkessel effect
Refers to the elastic pressure reservoir property of the aorta. During ejection the aorta stretches out as flow in > runoff. When the heart relaxes, runoff continues and the aorta shrinks.
Hydrostatic pressure
P = ρgh
Weight of water column (note the static part)
Lateral pressure
Outward pressure of MOVING fluid
Laminar vs turbulent flow
Laminar flow is smooth and ordered, turbulent is chaotic. Turbulent flow is what produces sounds (blood colliding w/ vessel walls)
Flow equation
Q = ΔP / R
For CVS, CO = P_aorta - P_Ratrium / TPR
Resistance of a vessel
R = 8ηL / πr^4
Most important is radius^4; other factors don’t change much physiologically
Features of a system in series
- Q is the same everywhere
- Total ΔP = sum of ΔP in each segment
- Total R = sum of R in each segment
- Greatest ΔP drop occurs in highest R segment
2 pumps in series
The CVS is 2 pumps (L + R heart) in series; thus Q is the same everywhere; CO = venous return
Features of a system in parallel
- Total Q = sum of Qs in each branch
- Total ΔP = sum of ΔP in each branch
- 1 / total R = 1 / R_A + 1 / R_B + …
- Largest Q goes to path with least R
Flow velocity
v = Q / A; flow per cross-sectional area. Thus capillaries, w/ most cross-sectional area, have slowest flow allowing more gas exchange.
Bernoulli’s equation and total fluid energy
E total = E lateral + KE + gravitational PE + heat energy loss to R
Energy is conserved. In terms of P, P1 (lateral) + 1/2ρv^2 (KE1) + ρgh (PE1) = P2 + KE2 + PE2
Reynold’s number
N_R = ρdv / η
Describes propensity of laminar flow to become turbulent. >4000 usually turbulent; most notable is with change in diameter/velocity e.g. stenosis
Reticulocytes
Young RBCs; still have ribosomes, lose after ~1 day
Required substances for RBCs
- Iron
- Folic acid + Vit. B12