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Chapter 5.9: VASCULAR FUNCTION: HEMODYNAMICS
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Chapter 5.9 Vascular Function Hemodynamics

Dec 21, 2015

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Chapter 5.9 Vascular Function Hemodynamics
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Page 1: Chapter 5.9 Vascular Function Hemodynamics

Chapter 5.9: VASCULAR FUNCTION: HEMODYNAMICS

Page 2: Chapter 5.9 Vascular Function Hemodynamics

The circulatory system uses four major physical principles:

Page 3: Chapter 5.9 Vascular Function Hemodynamics

Flow is driven by a pressure difference.

The total mechanical energy is:

The total equivalent pressure is:

Page 4: Chapter 5.9 Vascular Function Hemodynamics

Fig. 5.9.1 Difference between lateral and end pressure

Page 5: Chapter 5.9 Vascular Function Hemodynamics

Fig. 5.9.2 The Bernoulli principle

Page 6: Chapter 5.9 Vascular Function Hemodynamics

Compliance describes the relation between pressure and volume

The compliance of the veins is much greater than the compliance of the arteries.

Page 7: Chapter 5.9 Vascular Function Hemodynamics

Ejection of blood into the arterial tree cause the arterial pressure pulse.

The pulse pressure depends on the stroke volume and arterial compliance.

Page 8: Chapter 5.9 Vascular Function Hemodynamics

Fig. 5.9.3 Proximal arterial pressure pulse

Page 9: Chapter 5.9 Vascular Function Hemodynamics

Fig. 5.9.4 Relation between pressure pulse and stroke volume

Page 10: Chapter 5.9 Vascular Function Hemodynamics

Diastolic pressure plus one-third pulse pressure estimates mean arterial pressure.

Page 11: Chapter 5.9 Vascular Function Hemodynamics

Fig. 5.9.5 Effect of decreased compliance on pressure pulse

Page 12: Chapter 5.9 Vascular Function Hemodynamics

Fig. 5.9.6 Changes in the pressure pulse from proximal to distal arteries

Page 13: Chapter 5.9 Vascular Function Hemodynamics

Fig. 5.9.7 Estimationof blood pressure bysphygmomanometry

Page 14: Chapter 5.9 Vascular Function Hemodynamics

Fig. 5.9.8 Pressure profiles in the systemic and pulmonary circulation

Page 15: Chapter 5.9 Vascular Function Hemodynamics
Page 16: Chapter 5.9 Vascular Function Hemodynamics

Poiseuille’s Law approximately describes flow in the vasculature.

Assumptions for Poiseuille Flow:

• the fluid is Newtonian (viscosity is independent of shear rate)

• flow is laminar

• no “slippage” at the walls

• tube is cylindrical with circular cross section, parallel walls

• the walls of the tube are rigid

• the tube is long compared to the entrance length

Page 17: Chapter 5.9 Vascular Function Hemodynamics

Fig. 5.9.9 Entrance effects in establishing Poiseuille flow

Poiseuille flow has a parabolic velocity profile:

Page 18: Chapter 5.9 Vascular Function Hemodynamics

The ratio of P to Q defines the vascular resistance:

This is analogous to Ohm’s Law:

Page 19: Chapter 5.9 Vascular Function Hemodynamics

Resistances in series add:

Resistances in parallel add inversely: