# Slide 1

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##### Scene 1 (0s)

(Fluid Flow). Two types of fluid flow:. Laminar. Turbulent.

##### Scene 3 (2m 18s)

DSC_0059. Occlude: to block or reduce the cross-sectional area of an opening..

##### Scene 4 (3m 13s)

Laminar flow. Non-viscous, incompressible fluids.

##### Scene 5 (4m 33s)

Position 1. Position 2. Equation of Continuity.

##### Scene 7 (11m 15s)

How much greater will the speed of the fluid be in the narrow part of the pipe?.

##### Scene 8 (13m 2s)

Try this example before continuing with the presentation. Hit the down arrow when ready to continue..

##### Scene 9 (13m 18s)

Lecture Example 1. Blood flows through the aorta with a velocity of 0.4 m.s -1 where the diameter is 16 mm. Given that the aorta braches into capillaries whose total cross-sectional area is 0.1π m 2 , calculate the average speed of the blood in the capillaries?.

##### Scene 10 (13m 24s)

Lecture Example 1. Blood flows through the aorta with a velocity of 0.4 m.s -1 where the diameter is 16 mm. Given that the aorta braches into capillaries whose total cross-sectional area is 0.1π m 2 , calculate the average speed of the blood in the capillaries?.

##### Scene 11 (17m 27s)

Conservation of Energy. Bernoulli’s Principle.

##### Scene 12 (19m 52s)

Bernoulli’s Principle. Conservation of Energy.

##### Scene 13 (20m 0s)

Bernoulli’s Principle. Conservation of Energy.

##### Scene 18 (27m 58s)

2. ‘Torricelli’s Theorem’.

##### Scene 19 (32m 58s)

Try this example before continuing with the presentation. Hit the down arrow when ready to continue..

##### Scene 20 (35m 29s)

Fluid is to be injected into a blood vessel at a rate of 10 -5 m 3 .min -1 through a tube of 0.5 mm in internal diameter. The fluid is in a container of large cross-sectional area, open to the atmosphere. How high above the end of the tube must the free surface of the fluid be? The gauge pressure in the blood is 100 mm Hg. Ignore the viscosity of the fluid, which has a density of 10 3 kg.m -3 ..

##### Scene 21 (35m 35s)

Image result for intravenous drip. Fluid is to be injected into a blood vessel at a rate of 10 -5 m 3 .min -1 through a tube of 0.5 mm in internal diameter. The fluid is in a container of large cross-sectional area, open to the atmosphere. How high above the end of the tube must the free surface of the fluid be? The gauge pressure in the blood is 100 mm Hg. Ignore the viscosity of the fluid, which has a density of 10 3 kg.m -3 ..