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  • O1-01: EYE MODEL - OPTICS

    O1-01
    Demonstrates optics of the eye and corrections of optical defects
    The eye model is an oval tank, filled with water representing the aqueous humor, with a lens representing the eye lens on one end and a screen representing the retina with three positions: normal, nearsighted, and farsighted.
    O1
  • O1-21: CHROMATIC ABERRATION IN EYE

    O1-21
    Observe chromatic aberration in your eye.

    A slide having green and cyan segments superposed on a red background, is projected onto a screen. Chromatic aberration in the eye diffuses the boundary between any of the two pairs of colors, causing a blurry white or gray line at the boundary.

    These colors were chosen because they are complements as seen by various eyes. One or both of the pairs of colors will mix to form white when viewed by virtually anyone's eyes. The colors are not quite correct in the photograph above.

    O1
  • O2-02: ZOETROPE AND PRAXINOSCOPE

    O2-02
    Individual demonstration of persistence of vision.
    The zoetrope and the praxinoscope are moving picture toys dating from the 19th century. The zoetrope is rotated while you view it through the slits on the side, so that a series of still pictures is converted into an apparently moving picture strip; the praxinoscope is viewed from an angle via a rotating mirror.
  • O2-14: VISUAL LATENCY - REACTION TIME

    O2-14
    Demonstrate visual latency.

    A meter stick is held by one person directly above the hands of a second person, the victim. When the meter stick is dropped, the victim closes its hands to catch the meter stick. The reaction time T of the victim can be calculated as T=SQRT(2S/g), where g is the acceleration of gravity and S is the distance the meter stick has fallen.

    The experiment is then repeated with the room darkened. Typically the meter stick will fall considerably further, due to the longer reaction time in a darkened environment. The increased time, due to visual latency, can be determined by subtracting the reaction time in the light from that in the dark.

    This is one reason for increased reaction time in night driving.

  • O3-01: COLOR PERCEPTION IN SHADOWS - SLIDE PROJECTORS

    O3-01
    Demonstrate complementary color shadows.
    A white (clear) slide and a colored slide are superimposed on a screen with the intensity of the colored slide decreased such that the entire field looks white (or maybe slightly off-white). When an object is held in the light path two shadows are created: the shadow of the white light is the color of the second slide, but the color of the shadow of the colored slide is not white, but rather the complementary color to the colored slide. For example, a red slide makes a cyan shadow, a green slide makes a magenta shadow, and a blue slide makes a yellow shadow.
    FS1, E2

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    o3-01a

    o3-01b

  • O3-02: COLOR PERCEPTION IN SHADOWS - DOUBLE POINT SOURCE

    O3-02
    Demonstrate complementary color shadows.
    A double bright point source is used with colored filter in one side and the other side with no filter, so the light on a nearby screen appears either off-white or slightly colored. When an object is held in the light path two shadows are created. The shadow of the white light is the color of the second slide. The color of the shadow of the colored slide is not white, but, rather, the complementary color to the colored slide. For example, a red slide makes a cyan shadow, a green slide makes a magenta shadow, and a blue slide makes a yellow shadow. This demonstration is like Demonstration O3-01: COLOR PERCEPTION IN SHADOWS - SLIDE PROJECTORS, except that it is a little easier to move but not as adjustable.
  • P2-01: PHOTOELECTRIC EFFECT AND PLANCK'S CONSTANT

    P2-01
    Demonstrate the frequency dependence of the photoelectric effect and determine the value of Planck's constant.
    This apparatus uses an intense broad-spectrum mercury lamp shining through filters of various frequencies to activate a photoelectric tube. A finely controlled DC power supply is used to create a stopping potential across the PE tube. By measuring the voltage required to stop electrons from being emitted by the photoelectric effect at different frequencies, we can work backwards to then calculate h/e.

    Allow the mercury lamp 5-10 minutes to warm up, then remove the covers from the lamp and the PE tube. For each frequency filter, adjust the input stopping voltage from the tunable power supply until the current measured on the the current amplifier reaches 0.

    Plot the five frequencies (c/wavelength) vs the voltage, and the slope should be h/e. By assuming a standard value for e, h can be computed, or vice versa.

    P2

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  • P2-11: INTERFERENCE OF PHOTONS

    P2-11
    Demonstrate two-slit interference of single photons.

    Collimated light from a laser diode is incident on a double slit, creating interference. A photomultiplier tube sensitive to single photons is attached to the rotating telescope of the spectroscope opposite the light source. The signals from the tube are seen on the oscilloscope and heard using an audio amplifier and loudspeaker.

    As the photon counter is slowly rotated the intensity of photons traces out the interference pattern for the double slit used. An identical slide on the Laser Cart (Demonstration M1-11) can be used to display the double slit interference pattern.

    The double slit used has slit width of 0.04mm and slit spacing of 0.250mm. With the single photon counter you can hear about nine interference maxima in the main diffraction maximum, pass through the diffraction minima on either side, and hear a few interference maxima in the second diffraction maximum, as seen in the photograph above.

    P2, ME2, ME3

     

  • P2-15: WAVE PACKETS - OSCILLATORS

    P2-15
    Show that wave packets begin to form when sinusoidal oscillations with similar frequencies are combined.
    This is a generalization of the familiar beats experiment. Tune one of the oscillators to 500 Hertz, then tune the others to 499 Hertz and 501 Hertz using beats. When the third oscillator is added, notice that some of the beat envelopes are enhanced and others are inhibited.
    ME2, ME3
     
  • P3-11: LANGMUIR EXPERIMENT

    p3-11
    Demonstrate a monomolecular layer of oleic acid molecules held together by surface tension, and to experimentally determine the length of the oleic acid molecule.

    Place the clean projection tray on the overhead projector with the ruler underneath. Cover the tray with a layer of water (over 1/8") and allow the water to settle. Lightly dust the surface with lycopodium powder, and adjust the projector so the powder and ruler are both in focus (center photograph). Hold the dropper just above the center of the tray and carefully release one drop of oleic acid solution onto the water surface. A circular "hole" quickly appears in the powder film, reaching its fixed maximum diameter in a few seconds (photograph at right). This is the monomolecular layer of oleic acid molecules held together by surface tension. Measure the diameter of the film so that the approximate thickness can be determined.

    The following comments on the nature of oleic acid that makes this experiment possible were taken from the Science Teachers' Resource Center, Chemistry section, laboratory #31.

    Molecules that are repelled by water are called hydrophobic. Molecules that are attracted to water are called hydrophilic. Cooking oil is hydrophobic; it won't mix with water. Some molecules have one end that is hydrophobic and one end that is hydrophilic. There are such molecules in the cells in your body. They are used to take hydrophobic nutrients into the cell that is mostly water. Soaps are this way also so that they can dissolve both hydrophobic and hydrophilic substances and be washed away by water.

    Oleic acid is a substance with one hydrophobic and one hydrophilic end. When a small amount of oleic acid is placed on the surface of water, it stands on end with the hydrophilic end towards the water and the hydrophobic end away. If you could see them, they would look like fans at a crowded concert.

    In this lab, we will find the length of one oleic acid molecule by spreading a small amount over the surface of water and measuring the diameter of the circle. The oleic acid spreads itself into a one-molecule thick layer in the shape of a VERY flat cylinder.

    Read more: Determination of the Size of a Fatty Acid Molecule, by David A. Katz is a very nice article on the web describing this experiment. (pdf)

    p3-11ap3-11b

     

     

  • P3-24: CATHODE RAY TUBES - MISCELLANEOUS

    p3-24
    Illustrate various types of discharge tubes.
    This demonstration includes several gas discharge tubes of various shapes. This demonstration can be used in conjunction with other gas discharge demonstrations from P3 or N1 to demonstrate the variety of forms these effects can take. The wiring is exposed for visibility, so please handle with care.
    Connect the power supply to one discharge tube at a time to see it discharge. Connect to common wire at left and run one tube at a time by choosing its connector on the right.
  • P3-41: FRANCK-HERTZ EXPERIMENT

    p3-41
    Demonstrate that the bound electrons in an atom can only occupy discrete energy levels, by determining the quantum of energy such an electron can absorb.
    The oven heats the Franck-Hertz tube so that the mercury in the tube becomes a vapor and diffuses uniformly throughout the tube. The cathode filament provides a source of electrons which are accelerated through a variable potential to a perforated anode grid. While the electrons are being accelerated, they collide with the mercury atoms. Some electrons will pass through the grid, encountering a retarding potential until they reach the electrode. The current from the electrode is measured by the picoammeter and displayed using a slave meter on the overhead projector. The electron current can be plotted as a function of the accelerating voltage, indicating the energy levels of the mercury electrons. The circuit along with the accelerating voltage and anode current are displayed on the overhead projector, shown in the photograph at the right.

    p3-41a

     

  • P3-54: ENERGY LEVELS - BALLS AND LADDER

    p3-54
    Model energy levels in atomic orbits.
    The steps of the ladder represent energy levels or atomic orbitals. The ball represents an electron. Electrons moving between energy levels can be modeled by balls on different steps of the ladder.

    Optionally, a light source can be provided with different coulour filters. The light source provides a photon of energy. With a red filter the ball jumps one step; with the blue filter the electron jumps two or three steps up the ladder. Radiation with the wrong light, say green light, leaves the ball in its ground state (on the floor), because that energy would leave the ball between energy levels. Invite students to make predictions about the results of different colours of light/different amounts of absorbed energy.

  • P3-66: FLUORESENCE AT LN TEMPERATURE

    p3-66
    Demonstrate fluorescence of a normal material at LN temperature.
    The material does not fluoresce at room temperature. When cooled to the temperature of liquid nitrogen it will fluoresce when illuminated with ultraviolet light. The figures above show the material (a) at room temperature, (b) at LN temperature with room lights on, and (c) at LN temperature with room lights off.
    P3, I0

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                               (a)                                                       (b)                                                         (c)

  • P4-03: RADON DETECTION

    P4-03
    Demonstrate that radioactive radon daughters are present in the air

    A piece of tissue paper is placed on a screen mesh over the input port of a vacuum cleaner. After the air is sucked through the vacuum cleaner for about 15 minutes (depending on how much radon gas is present) the tissue is placed by the window of a Geiger tube. In a radon-rich environment, the increased count rate would be clearly evident, showing that radioactive materials are on the tissue. This count rate can be contrasted with the count rate of a clean piece of the same tissue paper.

    The radioactivity results from radioactive decay products of radon gas which are solids and attach themselves to dust particles in the air. The tissue removes these dust particles as the air is sucked through the vacuum cleaner.

    Also included are a home-type radon testing kit along with copies of the descriptive literature.

    This demonstration is provided primarily for illustrative purposes, and will not reliably detect radon in the classroom environment.

  • P4-04: COSMIC RAYS

    P4-04
    Demonstrate the existence of cosmic rays.
    Two scintillator paddles with phototubes are used to detect cosmic ray muons. A coincidence unit is used to obtain cosmic ray coincidences between the two paddles when they are positioned along a vertical line. Set one detector on a chair and hold the second detector above it to see coincidences; move the upper paddle horizontally to demonstrate that the muons are coming straight down from the upper atmosphere. The bottom paddle can be placed on a chair, a student lies on that detector, and the second detector is held over the student to demonstrate that cosmic rays are passing through the student (or other victim). Read more about the new design at https://www.i2u2.org/elab/cosmic/teacher/detector.jsp
    FS1

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  • P4-51: MILLIKAN OIL DROP MODEL

    P4-51
    Demonstrate geometry for the Millikan oil drop experiment.
    This is a non-working model to illustrate the geometry of the Millikan experiment. A helium balloon tethered to the lower plate represents the oil drop. The plates are charged by the Wimshurst machine to create the electric force on the charged oil drop.
  • Q1-01: Spinal Expansion Model

    Q1-01
    To illustrate the effects of microgravity on the human spine
    Astronauts in microgravity experience many unusual effects on their bodies from their environment. One of these is that after some time in microgravity, they find that they are slightly taller. This is caused by the expansion of sections of the spinal column, as it is no longer compressed by gravity.

    Since we cannot easily create a long duration microgravity environment in the classroom, this demonstration instead models this effect with the expansion being caused by a change in air pressure. A column of discs is separated by marshmallows, and the whole placed into a vacuum chamber. As the pressure is reduced, the gas in the marshmallows expands, forcing apart the spinal discs. When pressure returns, the spine collapses back, much like astronauts experience when they return to Earth.

    Challenge your students to think of other body parts and processes that could be similarly affected by changes in gravity.

    Q1, FS1
  • Q1-12: Arm Model

    Q1-12
    Model the forces occurring in the arm
    This device models the forces in the flexing of a human arm.

    Force applied by the biceps , pulling up with the hand: Apply 2.5 kg to the biceps cable to support the unloaded forearm. The forearm may be kept at equilibrium by the simultaneous addition of masses in the ratio of 10:1 at the biceps and at the hand. The torques are balanced almost independently of the angular position of the arm.

    Force applied to the triceps, pushing down with the hand: Hang the spring scale between the top hook and the hand hook, and attach the hanger to the triceps cable. Add masses to the hanger to determine how much force in the triceps is necessary to push down with the force read on the scale.

    FS2

     

  • Q2-01: Heart Model

    Q2-01
    To illustrate fluid flow of the human circulatory system
    This plastic model illustrates fluid flow through human heart and lungs. A squeeze bulb is used to move fluid in and out of the central circulatory system.
    Q2