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Dynamics of Fluids

  • F4-41: DRUM AND CANDLE

    F4-41
    Demonstrate the circular vortex.
    Place the lit candle on its holder about six feet in front of the opening. Tapping the elastic drumhead on the back of the box pushes air out of the hole. The geometry of the hole causes the air to assume the configuration of a rotating donut shape, like a smoke ring. The vortex travels rapidly through the air and blows out the candle.
  • F4-42: SMOKE RINGS USING GARBAGE CAN

    F4-42
    Create large smoke rings and illustrate the circular vortex.
    Fill the garbage can with smoke from the electronic fog machine; it takes a few minutes for the machine to warm up before it can produce good fog. To create giant smoke rings, aim the can and tap the rubber membrane covering the lid opening.

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  • F4-51: VACUUM PUMP MODEL

    F4-51
    Illustrate how a mechanical vacuum pump works.
    To operate, rotate knob on back of device. Ping pong balls, representing a fluid, are pumped through the device.
  • F4-52: FORCE PUMP - MODEL

    F4-52
    Demonstrate the operation of a force pump.
    As the plunger is pulled up, it causes water to fill the larger cylindrical chamber. As the plunger is pushed down, the water passes to a smaller chamber, from which it leaves by a nozzle to return to the reservoir. Pump gently, the support is plastic.
  • F4-53: ARCHIMEDES' SCREW

    F4-53
    Demonstrate a pump mechanism invented by Archimedes.
    Rotating the glass screw picks up a small amount of water each turn of the screw and transports it from the lower to the upper pan.
  • F4-61: HERO'S FOUNTAIN

    F4-61
    Illustrate fluid dynamics in a perhaps surprising way.
    The device is preset by filling the upper bottle with water and connecting the air hose between the two bottles by sealing the stoppers. When water is poured into the funnel, it increases the fluid pressure in both bottles by the height of the water from the bottom of the bottle to the top of the funnel. This extra pressure forces water up the tube and out the top of the bottle in a stream which reaches a greater height than that of the water in the funnel. This squirting water keeps the funnel full so the process continues. Raising or lowering either bottle does not effect the height to which the water stream rises above its bottle.
    F4, F1

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  • F4-63: MARIOTTE'S BOTTLE

    F4-63
    Show the range of water jets from different heights along a water column.
    Five water jets emerge from the tank at equal vertical intervals, with the height of the water at that same interval above the top jet. The range of each jet is measured at the level of the bottom of the container. The center jet has the greatest range; each pair of jets having the same vertical distance from the center jet has the same range, where the range is less the further the jet is from the center.
    F4, OS2
  • F5-01: TOY CAR AND BALL - COANDA EFFECT

    F5-01
    Demonstrate levitation of a ball in a cute way.

    Winding up the spring (6 to 8 turns will do quite nicely) provides the power for the car. When it is turned on the car moves slowly across the table while producing a vertical air stream which supports a small styrofoam ball. The ball levitates in the upward air stream due to the Coanda effect, causing the ball to follow along with the car. This demonstration is often explained incorrectly using the Bernoulli effect.

    According to the INCORRECT explanation, the ball (or balloon or beachball, etc.) positions itself at the edge of the moving air, with the inside part in the rapidly moving air stream and the outside in the quiescent adjacent air. The pressure is lower in the moving air jet, so the differential pressure keeps the ball levitated in the air stream. The correct explanation involves the Coanda effect. When the air stream flows past the ball, some of the air follows the contour of the ball and only leaves after it moves a significant distance along the surface of the ball, as illustrated in the drawing below. In effect, the ball is "pulling" the air around its surface. There must always be some reaction force on the ball, which points in the direction of the air stream and upward, holding the ball in the air.

    Be CAREFUL! Car is fragile and not replaceable.

  • F5-02: BALL ABOVE MOVING CART - COANDA EFFECT

    F5-02
    Demonstrate levitation of a ball by an air stream.

    A slow cart moves either horizontally or at an angle while creating an air stream which supports a styrofoam ball.

    The ball levitates in the upward air stream due to the Coanda effect, causing the ball to follow along with the car.

    This demonstration is often explained incorrectly using the Bernoulli effect. According to the INCORRECT explanation, the ball (or balloon or beachball, etc.) positions itself at the edge of the moving air, with the inside part in the rapidly moving air stream and the outside in the quiescent adjacent air. The pressure is lower in the moving air jet, so the differential pressure keeps the ball levitated in the air stream.

    The correct explanation involves the Coanda effect. When the air stream flows past the ball, some of the air follows the contour of the ball and only leaves after it moves a significant distance along the surface of the ball, as illustrated in the drawing below. In effect, the ball is "pulling" the air around its surface. There must always be some reaction force on the ball, which points in the direction of the air stream and upward, holding the ball in the air.

  • F5-03: THIN METAL SHEETS - COANDA EFFECT

    F5-03
    Demonstrate a fluid-flow model of the vocal folds.
    Blow down between the thin sheets. Air follows the curve of the sheets, according to the Coanda effect. The reaction force on the sheets pulls them together. When the sheets close, air pressure builds up, opening them and restarting the periodic cycle. We use an air gun for this demonstration so that we can keep the geometry uniform; it is easier during a lecture for the demonstrator to simply blow his or her breath into the region between the plates. This demonstration is often incorrectly explained using the Bernoulli principle. According to the INCORRECT explanation, the air flow is faster in the region between the sheets, thus creating a lower pressure compared with the quiet air on the outside of the sheets. This lower pressure causes the sheets to come together, whence the pressure builds up, forcing them apart, etc.

    This is demonstrably incorrect, as can be seen in the videos below, where one of the sheets is held away from the other and the air stream directed as in the above video. Note that the remaining sheet that is hanging moves toward the center even in the absence of the other sheet, so it does not form a narrow constriction. What is happening here is that the air moves along the surface of the sheet, according to the Coanda effect, leaving in a direction away from the center line of the two sheets. The reaction force on the sheet causes it to move toward the center line of the two hanging sheets. Click your mouse on the photographs below to see these two demonstrations of the Coanda effect.

    f5-03a f5-03b

  • F5-04: LARGE BALL AND FUNNEL - COANDA EFFECT

    F5-04
    Illustrate the Coanda effect in a dramatic way.
    A large styrofoam ball is contained in an inverted funnel which is connected to an air blower. When the blower is turned on, the ball rises to the top (narrow end) of the funnel. The air follows the surface of the ball as it passes the ball's surface. The reaction force on the ball pushes it up into the funnel. This demonstration is often said to be a result of the Bernoulli effect; this explanation is INCORRECT! The correct explanation involves the Coanda effect. When the air stream flows past the ball, some of the air follows the contour of the ball and only leaves after it moves a significant distance along the surface of the ball, as illustrated in the drawing below. In effect, the ball is "pulling" the air around its surface. There must always be some reaction force on the ball, which points in the direction of the air stream and upward, holding the ball in the air.
    F5
  • F5-05: SMALL BALL AND FUNNEL - COANDA EFFECT

    F5-05
    Illustrate the Coanda effect.
    A ping pong ball is contained in an inverted funnel. Blowing into the small tube end of the funnel causes the ping pong ball to rise to the top (narrow end) of the funnel. According to the Coanda effect, the air flow follows the surface of the ball. The reaction force on the ball pushes it into the funnel. This demonstration is often said to be a result of the Bernoulli effect; this explanation is INCORRECT!

    The correct explanation involves the Coanda effect. When the air stream flows past the ball, some of the air follows the contour of the ball and only leaves after it moves a significant distance along the surface of the ball, as illustrated in the drawing below. In effect, the ball is "pulling" the air around its surface. There must always be some reaction force on the ball, which points in the direction of the air stream and upward, holding the ball in the air.

    F5
  • F5-06 BEACH BALL - COANDA EFFECT

    F5-06
    Illustrates the Coanda effect.
    A beach ball can be floated in the air stream provided by an air blower or vacuum cleaner. The ball remains in the air stream even when the air stream is significantly tilted. As the air flows past the ball, the air flow curves around the surface of the ball, due to the Coanda effect. The reaction force on the ball levitates the ball in the airstream.
  • F5-07: SPOOL AND CARDBOARD

    F5-07
    Illustrate properties of fluid flow in a counterintuitive way.
    Place the cardboard piece at the end of the spool with the pin sticking up through the hole of the spool. Blowing into the other end of the spool keeps the cardboard in place. The pin keeps the cardboard from sliding away. It will not blow off! Cessation of blowing allows the cardboard to fall off.
    F5
  • F5-08: MARBLE IN WATER JET

    F5-08
    Demonstrate levitation by a water stream.
    Squeezing the water bottle causes a water jet to lift a marble about one foot. With practice one can make the marble land back on top of the bottle.
  • F5-10: CHIMNEY DRAW WITH WATER

    F5-10
    Illustrate the concept of chimney draw.
    A plastic tube is inserted into a water reservoir, and a jet of air blown across the top of the tube. Water rises in the tube. Note that the beaker in the picture is NOT sealed, so atmospheric pressure acts on the surface of the water in the beaker. Note that this demonstration does NOT show the Bernoulli effect. The explanation of this effect is entrainment of the air in the vicinity of the airstream by the rapidly moving air in the stream; that is, dragging along air in the vicinity, including that in the top end of the tube.

    Invite students to compare this to how the chimney of a heating system works.

    F5
  • F5-11: AIRPLANE WING

    F5-11
    Illustrate the pressure difference across an airplane wing.
    A blower creates air flow past the airfoil, which can be rotated. The difference in pressure between the top and the bottom surfaces of the wing is indicated by the manometer, a water-filled tube in which the displacement of the water indicates the pressure differential.
    This is an excellent way to challenge students to think about the forces involved in lift and drag on an aircraft, and how an airfoil keeps a plane in the air.

    The nature of the actual lifting force on a real airplane wing is complex. See the Demonstration Reference File for several papers which discuss this problem. One can argue that the Bernoulli effect creates a pressure difference between the top and the bottom of the airplane wing. However, this pressure difference, in the absence of air deflection downward cannot explain the lift required to keep the airplane up in the air. According to Newton's third law, there must be deflection of the air downward due to either or both: deflection of the air due to the angle of attack of the wing, and shedding of vortices at the trailing edge of the wing.

    An alternative explanation of airplane wing lift involves the Coanda effect and downward deflection of the air passing over the wing. According to the Coanda effect, the air flow follows the contour of the wing, ultimately moving at an angle downward from the rear of the wing. The reaction force acting on the wing provides the wing lift.

    f5-11a

  • F5-12: BERNOULLI'S PRINCIPLE?

    F5-12
    Stimulate discussion of Bernoulli's principle and common misconceptions surrounding its application.
    A water reservoir has four chimneys, each topped with a different surface. A stream of air moving over the concave flange (at left, above and below) causes the water level to go down. This is the result of the centripital force required to make the air move in a curved path along the flange. Air moving over the convex flange (left center) causes the water level to rise. This is a result of the Coanda effect, wherein the airflow "sticks" to the surface with the corresponding reaction force causing a decrease in the air pressure in the tube. Moving air flowing over the flat flange (at right) has no noticeable effect. Moving air flowing over a naked end of the the tube results in a lower pressure, causing the water to rise in the tube.

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  • F5-21 VENTURI TUBE WITH MANOMETERS

    F5-21
    Illustrates the venturi effect
    Turn on the blower and slowly move it so that it directs some air into the venturi tube device. The higher water level indicates less air pressure in that tube.
  • F5-22 VENTURI TUBE WITH PING PONG BALLS

    F5-22
    Illustrates the venturi effect.
    In this Venturi tube the levitation of the ping pong balls in an airstream is used as a pressure sensor; the higher the ball the greater the pressure of the air coming from that hole. Both the venturi effect and the reduction of pressure along the tube can be seen.