circulation Flashcards
flow: explain the physical principles, recall Poiseuille's equation, explain the effect of gravity, explain the control of capillary blood flow, and explain the concept of vascular capacitance and compliance
2 types of blood flow
laminar and turbulent
define laminar flow
velocity of fluid is constant at any one point and flows in layers; flows fastest closest to lumen centre due to friction with endothelial lining
define turbulent flow
blood flows erratically, forming eddys at branching, and is prone to pooling; associated with pathophysiological changes to endothelial lining
what is parabolic velocity profile
the further from the wall, the faster the velocity
what is the tangent at any point on the parabolic velocity profile
shear rate (change in velocity/change in radius)
how to calculate shear stress
shear rate x viscosity
diagram of parabolic velocity profile
benjis
what does shear stress govern
how well endothelial cells work
when does laminar shear stress occur
at a high level of shear stress
what does laminar shear stress promote
endothelial cell survival, allowing secretions to promote vasodilation and anticoagulation
when does turbulent shear stress occur
at a low level of shear stress
what does turbulent shear stress promote
endothelial proliferation, apoptosis and shape change, allowing secretions to promote vasoconstriction, coagulation and platelet aggregation
what can turbulent shear stress lead to
occlusion
turbulent shear stress and age
worsens with age
how do you use turbulent flow to measure blood pressure
release of cuff leads to turbulent flow that can be heard with a stethoscope
where is blood pressure ususally measured and why
upper arm as easily accessed and at heart-level
Poiseuille’s equation
resistance = (8 x length x viscosity)/(pi x radius^4)
how is regulation of flow achieved
variation in resistance in vessels while pressure remains relatively constant
explanation of Poiseuille’s equation
changing radius changes amount of flow, so relatively small changes in vascular tone can produce large changes in flow
in Pouiseuille’s equation, what can be taken as effectively constant
length and viscosity of blood vessels, so only radius changes rapidly
Poiseuille’s equation for blood flow
R = 1/r^4 (so halving radius decreases flow 16 times)
define vascular capacitance/compliance
ability of a vessel to distend and increase its volume with increasing transmural pressure
at a given pressure, what happens to volume at high and low compliance
at high compliance, volume increases by large degree; at low compliance, volume doesn’t increase much
compliance equation
change in volume/change in pressure