L 15 Fluids [4] >Fluid flow and Bernoulli’s principle

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L 15 Fluids [4] >Fluid flow and Bernoulli’s principle >Airplanes and curveballs >viscosity (real fluids)

Basic principles of fluid motion Continuity equation: v  A = constant Bernoulli’s principle states that as the speed of a moving fluid increases, the pressure within the fluid decreases: P + ½ v2 = constant A1 A2 v2 v1

The Venturi Meter

Blowing air over the top of the tube lowers the air pressure on that side allowing the fluid to rise

Bernoulli’s principle fast flow  low pressure slow flow  high pressure Low pressure High pressure Flow on top No flow

Why does a roof blow off in high winds ? Low Pressure Normal Pressure

Wind tunnel visualization of air flow

Streamlines and fluid flow The black lines are the paths that the fluid takes as it flows. Wider spacing indicated slow speeds Color indicates pressure violet is high pressure, red is lower pressure.

Bernoulli’s Equation Fluid flow velocity = u Fluid density =  (rho) Fluid pressure = P Then along a streamline: P + ½  u2 +  g h = constant  where u is high, P is low  where u is low, P is high

Frames of reference From the perspective of the jet, the air moves relative to the jet The jet moves through the air

Streamlines around a wing

Flow over an airplane wing

Control surfaces on a plane By extending the slats, the wing area can be increased to generate more lift at low speeds for takeoff and landing

How does a plane turn? Lift Force Level Flight Banked turn

Airflow around a baseball that is NOT rotating The ball is moving but from the ball’s perspective the air moves relative to the ball The streamlines are bunched at the top and bottom indicating higher flow speed The pressure forces are balanced

Curveballs The ball is rotating clockwise. The layer of air adjacent to the ball is dragged along by the rotation, causing the flow speed to be higher on the top side. The higher pressure on the bottom causes the ball to curve upward. High speed, Low P low speed, high P

Curveballs & Screwballs

Viscosity so far we have considered only “ideal” liquids  liquids that can flow without any resistance “real” liquids have a property called viscosity which is a tendency for the liquid to resist flowing

viscosity for example – pancake syrup flows more slowly than water – we say that pancake syrup is more “viscous” than water. Ketchup and molasses are also good examples viscosity is sometimes referred to as the “thickness” of a liquid viscosity is the most important property of motor oil

Seeing the effects of viscosity Pancake syrup Substances with higher viscosity take longer to flow down the ramp. viscosity is a measure of the resistance that one layer of liquid experiences when flowing over another layer.

some viscosity data water has a viscosity of about 1 unit pancake syrup has a viscosity of 2500 ketchup has a viscosity of 98,000 peanut butter has a viscosity of 250,000 glass is a liquid with a very high viscosity of 1,000,000,000,000,000  it does flow! viscosity depends on temperature, e.g. – heating up corn syrup

Motor Oil SAE – Society of American Engineers the viscosity of oil tends to decrease as it heats up (oil breakdown) what does 10W30 mean? viscosity index- cold engine viscosity index- hot engine meets viscosity requirements for winter (low temp) A higher viscosity index indicates the viscosity changes less with temperature than a lower viscosity index.

Measuring viscosity ball bearings low viscosity high viscosity Liquid (e. g. water) high viscosity Liquid (e.g. syrup)

 (eta) is the fluid’s viscosity Flow through a pipe L D P2 P1 big effect!  (eta) is the fluid’s viscosity A 10 % reduction in diameter reduces the flow by 34 % If D  D/2, the flow is reduced by 94 %

A pipe clogged With calcium deposits

SURFACE TENSION a surface tension force causes a fluid surface to behave like an elastic sheet Molecules at the surface feel a net force insect on water surface

Suspended by surface tension

measuring surface tension forces W soap film

soap films

surface tension effects

Alveoli of the Lungs The oxygen exchange in the lungs takes place across the membranes of small balloon-like structures called alveoli attached to the branches of the bronchial passages. These alveoli inflate and deflate with inhalation and exhalation It takes some effort to breathe in because these tiny balloons must be inflated, but the elastic recoil of the tiny balloons assists us in the process of exhalation. If the elastic recoil of the alveoli is compromised, as in the case of emphysema, then it is difficult to exhale forcibly.