Science Experiments With Japanese Yen Coins

February 24, 2010

by: Ron Perkins

Who knew that a single coin could be used for so many classroom science activities!  You can demonstrate concepts such as surface tension, buoyancy, and even eddy currents with a single Japanese yen!

Surface Tension: Even though aluminum has a density of 2.7 gm/cm3, and the density of water is 1 g/cm3, aluminum yen coins can float on the surface of the water!

Surface tension is a physical property of water.  It is caused by cohesion, which is the attraction of like molecules.  Water molecules are made up of two hydrogen atoms and one oxygen atom.  The “stickiness” of water is caused by hydrogen bonding.  This hydrogen bonding pulls the water molecules towards one another and forms a sort of “skin” on the surface of the water.

Using a bent paper clip or a plastic fork, gently lower the flat side of the coin onto the surface of a pan or cup of water and remove the clip or fork. The coin should rest on the surface of the water. Plastic cups, glass bowls or baking dishes with clear sides will make it easy to see the effects of surface tension. The coin will actually slightly depress the surface of the water and can easily be viewed through the side of the dish or pan.

Adding more than one coin to the pan will result in a cluster of coins forming. Since each coin depresses the surface of the water, they will tend to slowly float together and form a regular, crystalline structure. (Imagine bowling balls on a stretched bed sheet – they will slowly roll towards each other to form the most stable structure.)

Adding a few drops of soap, such as dish detergent, will break up the surface tension of the water and cause the coins to sink.

Another great surface tension experiment you can conduct with your students is to have them initially predict the number of drops of water they can fit on the face of the yen.  Then, using a pipet, have students drop water, one drop at a time, onto the face of the coin.  They will be amazed at how many drops this small coin will hold.  This activity is perfect for discussing variables that could change the results of the experiment as a result of the experimenter’s manipulation (independent variables) .  Students can brainstorm reasons that some coins held more drops of water than another.  Examples include the side of the coin that is used, how worn the coin is, and how high above the coin the water is dropped from the pipet.  Controlling as many of these variables as possible, gives the most accurate results.

Buoyancy vs. Surface Tension: A charged rod will have different effects on floating objects, depending upon whether the object is floating due to surface tension or buoyancy (displaced water). A buoyant object will be attracted to a charged rod, while an object resting on the surface of the water will be repelled. Try charging a rod or piece of PVC pipe and bring it near to a floating aluminum coin – the coin will be repelled. To demonstrate a buoyant object being attracted to a charged rod, make a small boat out of aluminum foil and float it in the same pan as the coins. This boat will be attracted to a charged rod.

Eddy Currents: For this demonstration, you will need a strong magnet, such as one of Educational Innovations’ neodymium magnets. First, demonstrate that the yen coin is not magnetic, by trying to pick it up or stick it to the magnet. Next, set the coin on a flat surface, so that it balances upright on its edge. Very quickly move the magnet back and forth over the top of the coin without touching it. The rapid movement of the magnet will induce an eddy current, which creates a temporary magnetic field in the coin. The magnetic field in the coin is attracted to the moving magnet above, causing the coin to move.

There are so many uses for this small aluminum coin in every science classroom.  You can get yours at Educational Innovations for only $7.95 for a package of 50 yen coins!

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Posted by Tami O'Connor

Density Activities With The W-Tube

February 12, 2010

by: Tami O’Connor

The W-Tube is a device that was invented and developed by Ron Perkins, Chemistry and Physics high school teacher for 33 years and founder of Educational Innovations.  This amazing teaching tool was designed to have students in every grade level, kindergarten through high school, discover and gain a deeper understanding of concepts relating to density and air pressure.

In order to solve each puzzle, students need to have a basic understanding of density and air pressure.  Depending upon the grade level of your students, you may want to conduct a few experiments or demonstrations prior to having them attempt the W-Tube challenges on their own.  The following two activities do not utilize the W-Tube, however they will provide some younger students with the background knowledge necessary to successfully complete the W-Tube challenges.

This first activity is a valuable demonstration that shows that air takes up space.  Start by balling up a paper towel or tissue and affixing it to the bottom of a plastic cup using two-sided tape.  Invert the cup with the tissue inside and then push the plastic cup into a clear container of water so the cup is completely submerged.  Your students should be able to see that, although the air is somewhat compressed within the cup, the paper at the “top” of the cup remains dry.

The second activity deals more with density, or how tightly packed the molecules are in a given object.  An object’s density is determined by comparing its mass to its volume.  For example, if you have two objects of the same size, the heavier object is said to be more dense.

Pour equal amounts of corn syrup, water and vegetable oil, into 3 different but identical beakers, and, using a balance, find the mass of each liquid.  Then, gently pour the liquid with the second heaviest mass into the beaker with the liquid with the greatest mass.  Finally, add the third liquid, which has the least amount of mass, to the beaker.  The three liquids should remain neatly layered according to their density, indicating that the less dense liquid floats on the liquid that is more dense.  This activity can also be conducted using different colored water with varying amounts of sugar in each, which would change the liquid’s density.

The W-Tube Puzzle is an excellent addition for any science table and is also great to use with students working in small groups.  The apparatus (DEN-510) contains three connected tubes that form a W.  The central t-connector between the three tubes allows water and air to move through freely.  Because air and water each take up space, by capping one or more of the tubes, you can trap the air and/or water such that they are no longer able to flow freely.  This gives the student the ability to vary the amount of water and air in each individual tube.

Activity 1 – Air Pressure

Students, working in small groups, should use pipets to fill the W-Tube with colored water in order to replicate the following diagrams.  Students should check with the teacher before emptying the W-Tube and moving on to the next diagram.  By strategically placing a cap on specific tubes, one can trap water and/or air to fill the each tube at a different level.  See the diagrams below.  The challenges become increasingly more difficult as you move down the list.  If a group of students complete their challenges quickly, ask them to replicate Challenge #3 using only one cap.  It can be done, but it is more challenging!

Air Pressure Challenge #1

Air Pressure Challenge #2

Air Pressure Challenge #3

Air Pressure Challenge #4

Air Pressure Challenge #5

Air Pressure Challenge #6

Activity 2 – Density

Provide each group of students with a beaker of sugar, food coloring (red, blue, and yellow), 3 small cups, a pipet, a spoon for measuring and mixing, and a source of water. Using the W-Tube (and the caps needed), students should alter the amount of sugar in each cup of colored water to replicate the picture provided.  For example, since the diagram shows the blue water as the bottom layer, it is the denser liquid (and has the most sugar).  Encourage your students to use as few caps as possible to complete each challenge.  Students must keep the W-Tube apparatus firmly on the table at all times during the activity (no tipping except to empty between trials).  Advanced students should develop a written plan before attempting the challenge.

Density Challenge #1

Density Challenge #2

Density Challenge #3

Density Challenge #4

For more information, and/or to view the teacher’s and student’s guides, visit our website: www.teachersource.com.

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Posted by Tami O'Connor

Cartesian Divers

January 27, 2010

by: Ron Perkins

Cartesian divers are one of the oldest and most interesting toys you can build at home.  While they are easy to construct, there is a lot of science behind the workings of this deceivingly simple toy.  A Cartesian diver is an object whose density changes with pressure.  In fact, most Cartesian divers become denser as pressure is increased.  By constructing a Cartesian diver carefully, it is possible to make a diver that floats in water at atmospheric pressure, and sinks when the pressure is increased.

Water has a density of about 1 gram/ml.  Objects that have a density of less than 1 gram/ml float, while objects with a density greater than 1 gram/ml sink.  When using sealed divers, as pressure is increased, a Cartesian diver’s density might increase from about .8 grams/ml to 1.2 grams/ml.  When this happens, the diver sinks in water.  Cartesian divers often change their density by changing the amount of water they displace (i.e., changing their volume).  When the pressure is increased, the air inside the diver is compressed.  This compressed air takes up less space, and thus displaces less water.  As less water is displaced, the density of the diver appears to increase and the diver sinks.

Making Cartesian Divers

Materials:

1 Plastic Pipet (PP-222), 1 Ballast Nut (CD-3), Plastic Soda Bottle with Top, Candle, Scissors, Pliers, Water

Optional: Fizz-Keeper Pump Cap (CD-4), Food Coloring, Aluminum Foil, Hot Melt Glue Gun

Instructions

1.  With scissors, snip off all but 2 cm of the neck of the pipet.

2.  Screw one ballast nut onto the remaining 2 cm neck of the pipet.

3.  Fill the pipet bulb with colored water.  Note that the bulb must float when placed in a cup of water.  Experiment with different amounts of water, making sure that the bulbs still float.  Bulbs that float higher in a cup of water will make divers that are more difficult to sink.

4.  Your Cartesian diver is ready!  Fill a 1 or 2 liter plastic soda bottle almost to the top with water.  Place your diver in the bottle and screw on the Fizz-Keeper pump cap.  Try squeezing the bottle.  Can you make your diver sink?  Now pump the Fizz-Keeper and watch as your diver sinks right to the bottom.  Can you figure out how to get it back up to the top?

5.  Remove the pump cap, pour out your diver, and try varying its buoyancy.  Try filling it with different amounts of water.  Put it back in the bottle, replace the pump cap and try sinking it again.

6.  When you are satisfied with your divers and would like to make it permanent, you can seal it by sealing the open end of the bulb.  This can be done with any waterproof glue, hot glue, or by melting the plastic stem slightly and squeezing it gently with small pliers.

To seal the bulb by melting, first make sure your bulb floats.  Once it is sealed, its starting buoyancy cannot be changed! Make sure there is no water in the neck by holding it upside down and tapping or squeezing it slightly.  Hold the neck about 1-2 inches above a candle flame until it becomes completely transparent (the change is very subtle).  Immediately remove the neck from above the flame and squeeze the end gently with pliers to seal.  Let cool.  Return your diver to the bottle with clean water and it will last for many years.

There are literally hundreds of experiments you can try!  For instance, try crumpling up a piece of aluminum foil into a small ball.  Place this in your bottle.  See if you can sink it by squeezing the bottle… how about pumping it?  Small packets of soy sauce have also been known to work!

Use more pipets and vary their densities.  Try numbering your divers and see if you can make them sink in order.  Note that your divers are not yet sealed, and so they can be adjusted as many times as you like (colored water will leak out of them until they are sealed).

Educational Innovations carries a full line of Cartesian diver materials, including Bob Becker’s DVD that demonstrates and discusses a plethora of fascinating diver designs.  Bob Becker, an award winning high school chemistry teacher, is a pioneer in the field of Cartesian divers.  This DVD includes DVD-ROM which contains additional resources such as project guides and templates.

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Posted by Tami O'Connor

Pocket Sound Blaster

January 8, 2010

by: Norman Barstow

Frequency, Wavelength and Pitch:

Sound is a tone you hear as the result of regular, evenly spaced waves of air molecules. The most noticeable difference is that some tones sound higher or lower than others. These differences are caused by variations in spacing between the waves; the closer the waves are, the higher the tone sounds. The spacing of the waves – the distance from the high point of one wave to high point of the next one – is the wavelength.

All sound waves travel at about the same speed in a given medium. So, waves with a longer wavelength don’t arrive (at your ear, for example) as often (frequently) as the shorter waves. This aspect of a sound – how often a wave peak goes by – is called frequency by scientists and engineers.

The word that musicians use for frequency is pitch. The shorter the wavelength is, the higher the frequency, and subsequently the higher the pitch of the sound. In other words, short waves sound high; long waves sound low.

Many instruments produce sound by vibrating a column of air inside a tube, e.g. flute, trumpet, and saxophone.   A sound wave is created by a vibrating object. The actual frequency at which an object will vibrate is determined by a variety of factors including the object’s size, the material the object is made from, and the medium in which the sound wave is vibrating.

Since frequency = speed/wavelength, an alteration in either speed or wavelength will result in an alteration of the natural frequency.

When you blow into the side hole of the Pocket Sound Blaster, (SNG-600) the rubber diaphragm vibrates as air pressure repeatedly increases and then is released.  The vibration then resonates through the chamber and exits through the open end of the tube.

Activity #1:

As you blow into the hole of the Sound Blaster, lightly touch the diaphragm to see whether the sound changes.  Does the pitch get higher or lower? Drummers can change the tension on their drum-heads to change the pitch.

Activity # 2:  Slide Trombone

As you blow into the hole of the Sound Blaster, insert your other hand’s thumb and move it in and out. Notice any change in pitch?  For longer tubes, use a cork on the end of a barbecue skewer or thin wooden dowel to change the column of air and to make your own ‘trombone’.

Activity #3: Length of the tube (column of air)

Use cardboard tubes (toilet paper, paper towels, mailing tubes) of varying lengths to make the Pocket Sound Blaster tube longer. You’ll have to taper the ends of the cardboard tubes to make them fit the outside diameter of the Pocket Sound Blaster.

Shorter is Higher — Longer is Lower:   Change the length of this vibrating column of air by varying the length of a tube.  Because the Pocket Sound Blaster is short, it produces a higher pitch or frequency.  This happens because sound waves can travel, or vibrate, a shorter distance faster than a longer distance.

Activity # 4:

Since the Pocket Sound Blaster tube is approximately 3″ long, make a series of card board tubes in 3 inch increments (3”, 6”, 9”, 12” etc.) to see how this affects the tone.

Activity #5:

The diaphragm of the Pocket Sound Blaster is held on by the plastic ring. Gently remove the ring and explore with other diaphragm material:  wax paper, parchment paper, zip bag plastic, other balloons, latex or Nitrile glove material, etc. What changes do you discover?

Activity #6: Sound Energy

Can the sound from the Pocket Sound Blaster perform work?

  1. Try to blow out a birthday candle with the Pocket Sound Blaster.
  2. Put some confetti or puffed rice cereal in the tube and blow through the side hole. What happens?
  3. Hold the Sound Blaster so the rubber end is upright.  Place some puffed rice on the latex and blow.  Observe the movement of the puffed rice due to the vibration of the surface.

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Posted by Tami O'Connor

Toroidal Vorticies

January 7, 2010

by: Ellen Lewis

A Toroidal Vortex is whirling air or liquid in the shape of a doughnut.  Vortices are created in nature by many things including dolphins, volcanoes, tornadoes, hurricanes, and whirlpools.  They can be created around the wings of an airplane, in the wake of a boat, or in a rocket blast.  Now you can make Toroidal Vortices in your classroom with the Zero Launcher and the Air Zooka.  Use these products to discuss friction, pressure, the Bernoulli Effect, or the Coanda Effect.

Activity 1: Simple Toroidal Vortices

Create a simple Toroidal Vortex with a droplet of food coloring and a tall glass of water.  Start by holding the dropper about 3 cm above the water’s surface.  Squeeze a single drop of food coloring straight down into the glass.  You will be amazed to see how the friction between the water and the food coloring will create the doughnut shaped rings!

See what happens when you drop the food coloring from different heights above the surface of the water.  How does this affect the size of the ring formed or the speed of the ring as it moves through the water?

When the drop of food coloring moves through the water, there is friction between the food coloring and the water.

The sides of the food coloring droplet get pushed upward as the food coloring continues to fall.

This causes material from the bottom of the droplet to flow to the top, which results in a hole in the middle.  A doughnut or Toroidal Vortex is formed.

This last figure shows a cross sectional picture of the Toroidal Vortex as it moves down through the water.

Activity 2: Fog Rings

Use the Zero Launcher to create Toroidal Vortices with fog fluid.

  1. Turn the Zero Launcher on, this will power the heating element needed to create the fog. The heating element vaporizes the glycerin, which condenses in the air.
  2. Push the pump button to fill the fog chamber with fog.
  3. Pull the firing lever back.  Releasing the firing lever will allow the plunger to strike the diaphragm and produce a fast moving pulse of air.  Once the fog passes through the opening of the chamber, the outside stationary air slows down the airflow of the fog, similar to how the water slowed down the droplet in Activity 1.
What happens when you move the launcher forward while you launch the fog rings?

What happens when you move the launcher sideways or up and down while you launch the fog rings?

What happens to the fog rings if you try to fan them?

Activity 3: Blow ‘Em Away

1. Grip the handle on the Air Zooka and aim at a target.

2. Grip the elastic air launcher with the other hand. Fully extend your arm and pull straight back (do not over pull).

3. Release the elastic air launcher to launch a powerful yet harmless ball of air!

4. Feel the Toroidal Vortices created by the Air Zooka!

Use the Air Zooka to blow out the birthday candles on your next birthday cake!

Use the Air Zooka instead of a softball to knock down Styrofoam cups in the carnival classic game with the cups stacked in a pyramid.  Visit Educational Innovations website www.teachersource.com to find Super! Wow! Neat! products to inspire your students!

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Posted by Tami O'Connor

The Energy Ball

December 30, 2009

by:  Sarah Brandt

This uniquely entertaining ball is a fun way to demonstrate open and closed circuits, as well for prompting discussions on conductivity. The following activities are perfect to use in elementary and middle school grades first exploring electricity and circuits.

When both sensors on the ball are touched and a complete circuit is formed, the ball flashes a red light and buzzes.

What makes the energy ball work?

Inside the energy ball is a simple circuit that is completely self-contained. By touching both sensors, the circuit is completed by electrons flowing through your body or another conductive material such as a paper clip. Materials that activate the energy ball are good conductors, meaning they pass electrons easily. Materials that do not activate the energy ball are poor conductors (or insulators), meaning they do not pass electrons easily. Your students will enjoy finding different ways to activate the ball:

One Student: Simply hold the ball so that both sensors are touched or, press one sensor with your hand and the other with a paperclip. Try experimenting with other materials (cardboard, plastic, metal) to see which will activate the ball.

Multiple Students: Using two students, have each student touch a sensor, and then hold hands with one another. See how many students can hold hands and still keep the energy ball buzzing. This is an easy way to demonstrate the difference between open and closed circuits – designate one student to be the “switch.” If the switch releases one or both of the hands they’re holding, the ball will stop flashing, representing an open circuit. Holding hands again will resume flashing, and the circuit will be closed.

An Entire Class: For a fun teaching game, try playing a variation of “Duck, Duck, Goose,” with the energy ball. First, form a circle of hands with the energy ball between two students.  One student should be outside the circle, who will be “it.” This student should then go around the circle, pointing to each person in turn and saying either “closed” or “open.” Once a person has been designated “open,” he or she should break the circuit and try to make it around the circle and complete the circuit before the person who was “it”.

Educational Innovations sells the Energy Ball (SS-30) for $3.95.

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Posted by Tami O'Connor

Energy

December 30, 2009

by: Tami O’Connor

One of the units I enjoyed most as a middle school teacher was the section on energy.  The many awesome hands-on experiments generated such a series of oohs and aahs that it made my already-enjoyable days even more enjoyable!  One of my favorites was a lesson that dealt with the Law of Conservation of Energy.  A consequence of this law is that energy cannot be created, nor can it be destroyed.  (The students would have already explored potential and kinetic energy before the following activity.)

I initiated this lesson reviewing what happens with energy in a closed system.  The students clearly remembered comparing the amount of potential energy to kinetic energy using the example that the height of a roller coaster’s first hill is always greater than the combined heights of the remaining hills.  They were generally able to explain the transfer of energy including heat energy and sound energy in the overall system.

I would then take out a normal playground ball and a meter stick and ask the the students to predict the height the ball would bounce if dropped from a meter off the ground.  Most students accurately predicted that the ball would not bounce as high as the height at which it was initially dropped.  Of course, we would then test our hypothesis.  A few students in each class would always insist that the ball could bounce higher than the height at which it was dropped, so I would invite them to show me how it could happen.  Inevitably, the student would add energy to the system by throwing the ball down to the ground rather than simply dropping it.  This was a great opportunity for discussion and was a topic that we would tap into later in the lesson.

I would then pull out my complete collection of balls that ranged from the hard, less bouncy baseballs to the rubber and highly bouncy super balls and have the students explore on their own.  Though there were noticeable differences in the elasticity of the  balls in my collection, none of them bounced higher than the height at which they were dropped.

My next demonstration utilized a racquetball that I had cut in half… well, actually a little less than half.  I would again ask my students to predict how high the  half-ball would bounce.  The answers varied, but by this time, not one student predicted that it would bounce higher than its drop point.  As before, we tested their hypotheses before moving on to the next step.

Because the racquetball is very flexible, I was able to turn the half-ball inside out thus storing elastic potential energy.  Once again, I asked the students to predict what would happen when I dropped the ball.  Based on their recent experience, they all answered that the half-ball would bounce lower than its drop point.  Of course, because I stored elastic potential energy in this system, once the half-ball hit the ground, it popped right side out and was propelled significantly higher than the point at which it was dropped.  Talk about a discrepant event!

Thank goodness Educational Innovations sells Dropper Poppers.  This product eliminates the time and difficulty of cutting racquetballs in half, not to mention the expense of purchasing racquetballs really intended for use in the court!

Dropper Popper Activities

When this small, “half-ball” is turned inside out and then dropped onto a hard, flat surface, it releases the stored energy and “jumps” higher than the point from which it was released.

EXPLANATION
• Elastic potential energy is energy that is stored as a result of deformation of an elastic object such as a spring or a rubber band.
• Gravitational potential energy is energy that is stored as a result of an object’s position above the ground.

ACTIVITY #1 How High Will a Ball Bounce
Showing your students a regular ball such as a small super ball, basketball, or ping pong ball, survey the class to determine the height at which they predict the ball will bounce if dropped without additional energy. You may be surprised to learn that some students will predict that the ball will bounce higher than the point from which you drop it.

Drop the ball. Students will discover that the ball will never reach the height from which you dropped it. The Law of Conservation of Energy states that energy cannot be created nor destroyed; it can only be transferred as alternate forms of energy. The energy that initially went into the system was transferred out as sound energy and heat energy. The ball will never bounce higher than the initial drop point because the energy that comes out of a system can never exceed the energy that goes in.

Explain to your students that the ball’s energy was stored due to its position above the ground. Because of the force due to gravity, the ball falls down as it is attracted to the earth.

ACTIVITY #2 The Dropper Popper
Show your students the Dropper Popper (POP-100), and ask them to predict the height at which the popper will bounce if you drop it straight down. Drop the popper without turning it inside out and observe the height at which it returns.

Turn the Dropper Popper inside out and explain that by doing work on the popper you are storing energy in it. Have the class predict again the return height of the popper after it is dropped. Drop the popper with the “bulge” pointing upward. When the popper hits the ground the stored elastic energy will be released and will cause the popper to bounce higher than the point from which it was dropped.

ACTIVITY #3 Ping-Pong Ball – Be sure all students wear protective eye wear.
This activity is truly best when each student has his/her own Dropper Popper and a Ping-Pong Ball, (PNG-100). Have the students store energy in the popper by turning it inside out. Then place the ping-pong ball in the “bowl” of the popper. Drop the popper onto a hard surface in such a way that the ping-pong ball remains above the popper and inside of its “groove”.
• Have students estimate how high the ball travels.
• Change the height at which you drop the popper and determine if the height the ping-pong ball travels is based more on gravitational or elastic potential energy.

An additional demonstration of the Law of Conservation of Momentum and Energy can be shown using the AstroBlaster (SS-150).  This device has several balls threaded on a plastic shaft.  When dropped straight downward onto a hard surface, the top ball can rebound to a height equal to five times the original drop!

2 Comments | Energy, Experiments, Middle School Level, Physics | Tagged: , , , | Permalink
Posted by Tami O'Connor

The Amazing Drinking Bird

December 1, 2009

by Tami O’Connor

Invented in 1945 by Miles Sullivan, the “drinking bird” has been a favorite of science teachers in every classroom from kindergarten through college. This amazing device is made of two glass bulbs (one representing the head and the other representing the body) joined by a glass tube (representing the neck).  Between the two bulbs, attached to the glass tube, is a metal fulcrum upon which the bird pivots.  The air has been removed from this closed device, and the bottom ball is filled with a colored liquid that has a high vapor pressure (methylene chloride). The rest of the bird’s body and head is filled with the vapor form of methylene chloride.

The demonstration is set up such that a glass, filled to the top with water, is placed in front of the drinking bird. The glass should be the same height as the pivot point of the bird. The bird’s head should be moistened and then the bird should be given a gentle push to begin it oscillating along the pivot point.  Eventually, the bird appears to drink repeatedly, on its own.  So, how does that happen??

The top bulb (head) of the drinking bird is covered with felt. After the felt is moistened with water and the water begins to evaporate, the temperature in the head decreases. This drop in temperature causes some of the vapor inside the head to condense, causing the pressure inside the birds head to decrease. The decrease in pressure in the top bulb causes the liquid from the bottom to be forced upward from the base. As the liquid flows into the top bulb, the bird’s center of gravity moves upward causing the bird to tip forward, dipping its beak into the glass of water.

After the bird tips over and is horizontal, the bottom portion of the glass tube is no longer in the liquid. The glass tube, now 90 degrees to the surface allows the vapor from the bottom to travel to the top until the pressure is equalized.  At the same time, liquid in the column flows back to the bottom bulb. The weight of the bird is now primarily below the pivot point, so the bird returns to a vertical position.

The liquid in the bottom bulb is now exposed to the temperature of the ambient air, which is slightly higher than that of the bird’s head. This cycle continues as long as there is enough water in the glass to moisten the felt on the bird’s head. This cycle gives the appearance of a bird drinking!

SUGGESTED CLASSROOM ACTIVITIES

I) Classroom Discussion

Q. Is this an example of perpetual motion?

A. No. The cycle repeats itself only as long as the water evaporates from the head

Q. What is needed in order for the Drinking Bird to work?

A. A difference in temperature between the head and body.

II) Student Challenges

  1. Observe the operation of the Drinking Bird and explain how it works.
  2. Discover a way to make the Drinking Bird cycle faster.
  3. Predict what will happen if a fan blows air toward the Drinking Bird. Does it make a difference which direction the air blows?
  4. Predict the result of using warmer or cooler water in the glass.
  5. How long will the bird cycle without needing a refill of the water in the open container? Can you find a way of causing the bird to cycle longer?
  6. Is there a difference in the cycle rate on a humid day vs. a dry day? Can the bird be used to determine the relative humidity in the air?
  7. Predict the result of placing a small inverted aquarium over the bird. Does this cause the bird to cycle more or less? (Note: as soon as the water in this closed system reaches its vapor pressure, water from the felt can no longer evaporate and the bird stops.)
  8. Can you attach a thread to the bird so that it does useful work, e.g. lifting a small paper clip?

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Posted by Tami O'Connor

Ammonite,The Fibonacci Fossil!

November 12, 2009

brandtby: Sara Brandt

Ammonite was once thought to be the petrified remains of snakes! Modern science, however, tells us that these fascinating fossils are actually the remains of an ancient aquatic mollusk.  A mollusk is an invertebrate with a soft, unsegmented body.  The soft body of an ammonite was protected by a hard outer shell. The shells of ammonites ranged from an inch to nine feet! Each shell is divided into many different chambers. The walls of each chamber are called septa. The septa were penetrated by the ammonite’s siphuncle, a tube-like structure that allowed the ammonite to control the air pressure inside its shell. Ammonites were aquatic creatures, and being able to control the air pressure inside their shells meant being able to control their buoyancy.

What is the Fibonacci sequence? The Fibonacci sequence is a list of numbers where every number is the sum of the previous two. The Fibonacci sequence starts at 1 and grows infinitely:

1, 1, 2, 3, 5, 8, 13, 21, 34, 55 …

To put this sequence into mathematical terms, each term Fn = Fn-1 + Fn-2. The Fibonacci sequence can be illustrated geometrically by drawing boxes. The first box should be 1×1, the second box 1×1, the third 2×2, the fourth 3×3, the fifth 5×5, the sixth 8×8, and so on. Each box should be adjacent to the boxes that come before it, forming a spiral of boxes. Have your students create their own Fibonacci squares – graph paper with small boxes works best.

What does ammonite have to do with Fibonacci? Ammonite shells are a naturally ammoniteoccurring example of the Fibonacci sequence. If you draw a quarter circle in each Fibonacci square, they connect to form an ever increasing spiral. Try to find the Fibonacci squares in your ammonite fossils – photocopy the fossil, then start at the very center by drawing two small boxes right next to each other. With Fibonaccimost fossils, the first boxes are .25 cm by .25 cm. Continue drawing boxes with Fibonacci dimensions. You’ll notice that the spiral of the shell always falls within the Fibonacci squares.

To further examine the concept of the Fibonacci number sequence in nature it is a worthwhile activity to have your students examine plants and flowers.  So many of them have leaf structures, petals, and stems that follow the series.  These spirals can be seen in everything from sunflowers to pine cones and even pineapples.

If your school doesn’t have access to ammonites, a field trip around the school grounds to identify the Fibonacci sequence in daisies, black-eyed susans, and seed heads would yield many oohs and aahs from your students.  The types of explorations are endless as examples of the Fibonacci sequence and the Golden Ratio are, indeed, endless!

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Posted by Tami O'Connor

Goldenrod Paper

October 1, 2009

ronby: Ron Perkins

Color changing goldenrod paper has been exciting students of all ages for decades to the wonders chemistry! Imagine the enthusiasm of the first student or teacher who spilled a few drops of ammonia on a piece of yellow paper and observed it turn bright red! One can only image them exclaiming: “Super, Wow, Neat!!!”

Place the paper in a solution of household baking soda and the paper turns red; immerse it in vinegar and the red turns back to yellow! This goldenrod paper is colored with a dye that is an acid/base indicator: red in base and yellow in acid. The paper is similar to litmus paper that is blue in base and red in acid.

Even though color changing, goldenrod paper is no longer being manufactured, Educational Innovations, Inc. still has a supply and the paper is being sold in 100 sheet packages, (#SM-925). This special paper was being manufactured until Junesm925 of 2008. At that time the process was changed to use a different dye that is more cost effective and better for the environment. Currently, paper of the same color, Galaxy Gold, is being offered by retail office supply stores, however, this paper uses a different dye and is not color changing.

Simple Activities With Goldenrod Paper

1. Write a “secret” message on the paper with paraffin or candle wax. The invisible message can be seen by spraying or wiping the paper with a weak basic solution e.g. ammonia (NH3 (aq)) or baking soda (NaHCO3). If you use ammonia solution, the message will disappear when the ammonia evaporates. If you use a baking soda solution, the message will remain.

2. Write a message on the paper using a cotton swab dipped into household ammonia. As the ammonia evaporates, the red message disappears.

3. Repeat Activity #2 using a cotton swab dipped into a solution of baking or washing soda. The message can be erased using vinegar (HAc) as “Yellowout .”

4. Use goldenrod paper to classify household products as acidic or basic. Solutions that turn yellow paper red are bases; solutions that turn red paper yellow are acids; and solutions that do not turn the color of either paper are considered “neutral.”

5. Tape a piece of yellow goldenrod paper to the board. Dip your hand into a shallow container of baking or washing soda and water. Then, when you press your hand against the paper, you will leave a “bloody” hand-print. Especially useful at Halloween. Compliments of Bob Becker 1985, Greenwich High School

6. Sponge the surface of a piece of goldenrod paper with a baking soda or washing soda solution and allow the wet, bright red paper to dry. Then, tape the paper to the board and press a hand that has been dipped into vinegar against the paper. The yellow hand-print will be the reverse or the “negative” of the result in activity #5. Complements of Carl Ahlers 2008, Australia

More Advanced Activities with Goldenrod Paper

7. Sponge a solution of baking soda or washing soda on a piece of goldenrod paper. Observe that the red color becomes gradually darker. Explain? Carl Ahlers has written: “Drying shifts the equilibrium in reaction 1 to the right as the H2CO3 is reduced due to the evolving of CO2 gas (reaction 2) (Le Chatelier). Subsequently more of the red Gol forms on drying. HGol (yellow) + HCO31- <—> Gol1- (red) + H2CO3 (aq) Reaction 1 H2CO3 (aq) <—> CO2 + H2O Reaction 2

8. Determine the equilibrium constant, the Ka, for this acid/base indicator. One way is to prepare a set of different pH solutions using a method of serial serial dilution on a spot plate or in small test tubes. Then, test to see at what pH the color change seems to occur for this indicator paper.

9. Make color-changing paper similar to goldenrod paper using household tumeric powder. Although tumeric is insoluble in water, in a workshop at Sacred Heart University, ca 1987, we discovered it was soluble in either ammonia or ethyl alcohol. White paper dipped in a solution of ammonia with dissolved tumeric will be dyed red which turns to yellow as the paper dries; dipped in a solution of tumeric and alcohol, the paper will remain yellow as it dries. When dry, test and observe how similar and how different the paper is from the color-changing goldenrod. Note: although this paper seems to react similar to color-changing goldenrod, the color fades much faster.

10. Prepare acid/base color changing paper using natural indicators: rose petals, purple cabbage, etc. Then determine the pKa of the paper.

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Posted by Tami O'Connor

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