Haemodynamics- Vascular Function Flashcards

1
Q

CO = sum of…?

A

Sum of all local tissue blood flows

*tissue blood flow precisely controlled depending of tissue needs

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2
Q

What is the most important artery in terms of regulating blood flow/ where does biggest pressure drop occur

A

Small arteries and arteriole: these have muscular walls, can control lumen size and therefore resistance

High resistance > big pressure drop

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3
Q

Velocity is inversely proportional to cross-sectional area.

A
Q = (mean velocity) x (cross-sectional area)
Q= v x A

v propor. 1/A

This is why flow DROPS in capillaries.

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4
Q

DRAW MAP flow diagram

A

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5
Q

Q = change P / R

A

P is the pressure gradient, normally this is 0

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6
Q

Blood flow (Q) equals

A

Cardiac Output (CO) which is ~5L/min at rest

*** so BF is directly proportional to the pressure gradient and to TPR

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7
Q

CO should equal (PA - PV)/TPR

Why is only MAP used?

A

Because USUALLY PV = 0mmHg

But in some situations (heart failure) it can be significant

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8
Q

Resistance in series

A

R(total) = R1 + R2 + R3

very uncommon in the body.

Increasing the R anywhere will increase the total R significantly.

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9
Q

Resistance in parallel

A

1/R(total) = 1/R1 + 1/R2 + 1/R3

Increasing the R at one point means other organ/tissue areas have little to no effect on TPR, but a big effect on local flow.

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10
Q

Draw the Jean Pouiseuille equation of flow

A

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11
Q

Draw Resistance equation

A

R is proportional to

1) tube length L
2) the viscosity of fluid (n)

incersely proportional to
3) radius

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12
Q

the r^4 factor

A

r=1 Q=1
r=2 Q=16
r=4 Q=256

So anything that alters vessel diameter has a huge effect!

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13
Q

Viscosity.

Determinants of?

A

A measure of d=friction between adjacent layers of fluid.

1) Temperature : more viscous with cold
2) Haematocrit
3) Shear rate (velocity)
4) Vessel diameter

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14
Q

Anaemia

A

low blood cells, lower viscosity, higher blood flow

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15
Q

What happens at slow shear rates (velocities)

A
  • Viscosity no longer independent of shear rate

- viscosity increases as cells aggregate

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16
Q

Haematocrit

A

Red cell vol: total volume

in a sample of peripheral blood

17
Q

How does vessel diameter affect viscosity

A

in very small blood vessels (less haematocrit> axial streaming/plasma skimming)

18
Q

Poiseuilles equation assumes

A

1) steady laminar flow
2) Newtonian fluid
3) Rigid straight tube

these criteria don’t really fit!

19
Q

How is the contractile state of vascular SM controlled?

A

1) Vascular endothelial cells (NO)
2) Mediators release locally from sympathetic nerve terminals
3) Circulating hormones (angio tensin II)

20
Q

Shear Stress

A

as flow increases, shear stress on endothelial cells increase
-NO release: leads to vasodilation.

21
Q

What factors result in turbulent Flow

A
  • High fluid densities
  • large tube diameters
  • high flow velocities
  • Low fluid viscosities
  • abrupt variation in tubes
  • Tube wall irregularities
22
Q

How to predict turbulent flow with Re

A

if Re >2000 = turbulent

Re = pvD/ n

as we rarely know velocity we use

Re 4pQ/piDn

23
Q

Stenosis

A

Turbulent flow in the area post the stenosis.

Turbulence generates sound waves (murmurs) that can be heard, these intensify with flow

24
Q

Conservation of Energy: Bernoulli’s principle

A

Principle states: total energy of laminar flow without resistanct is constant and equals the sum of
Pressure energy (PxV)
Potential/gravitational energy (pgh)
Inertia/kinetic energy (1/2pv^2)

Total Energy:
E= PV + pgh + 1/2pv^2

25
Q

In terms of Bernoulli’s Principle, what happens when there’s a narrowing in a vessel

A
  • v increase
  • KE increases
  • and Total energy remains the same

so Pressure must decrease! (why P drops in the narrowest part)

26
Q

Transmural Pressure

A

change P = Pinside - Poutside
Pressure difference across the wall of the vessel

tht tension is very much dependent on the radius.

27
Q

Laplace Law

A

The larger the vessel radius the larger the wall tension required to withstand an internal pressure

proportional to radius
pressure
1/wall thickness

eg) giraffe

28
Q

Giraffe

A

high pressure at top of neck = very very thick wall thickness.