Orbits Grade Level: 7 Time Required: 2 class periods Countdown: 1 large fruit can (29 oz. size) Medium Nail String/Twine Red or Blue Sand 2 Chairs 1 White Poster Board 1 medium Apple Duct Tape 1 Fork Suggested TEKS: 7.13 7.2 Suggested SCANS: Information. Acquires and evaluation information. National Science and Math Standards Science as Inquiry, Earth & Space Science, Physical Science, Observing, Communicating Science Art - Hammer Scissors Light Sand (from store) Meter Stick Freezer Tape (or other sticky tape) 5 ft. sturdy string Spool with hole wider than string thickness Ignition: An orbit is defined as the path of any object in space whose motion is controlled by the gravitational pull of a heavier object. The heavier object is called the primary and the lighter object is the secondary. As an example, the moon is a secondary that revolves in an orbit around the Earth, a primary. The sun, a primary, has such an immense gravitational pull that it holds together the nine planets of our solar system. The planets hurtle through space at speeds that just balance the sun’s gravitational pull; therefore, they are locked into a perpetual orbit around the sun. The orbit shape of the planets is generally elliptical – sometimes, the planets are closer to the sun and sometimes farther away. Liftoff: A. Elliptical orbits through sand painting. This experiment will utilize the swinging motion of a pendulum to make a pattern of ellipses. Because sand is used, it is recommended that this activity be conducted on a flat concrete surface outside. SpaceExplorers http://www.tsgc.utexas.edu/spaceexplorers/ Orbital Mechanics: Orbits Texas Space Grant Consortium http://www.tsgc.utexas.edu/ 132 1. Carefully using the hammer and nail, punch a hole in the bottom of the fruit can. Then, punch 3 holes in the top edge of can, equally spaced. 2. Cut 3 short pieces of string (about 5 inches long). Tie and knot each one through the holes in the can’s rim. Pull together the 3 loose ends and tie into a knot. Then, tie a 10-inch piece of string, and loop it around this knot. See diagram below. 5" piece of string 10" piece of string 3. Set 2 sturdy chairs opposite each other, back to back, about ¾ m apart. Place the meter stick between the chairs, on the chair seats, and secure with a weight, if needed. See Diagram B. 4. Tape the bottom hole of the can with freezer tape, and fill the can with dry colored sand. Tie in the middle of the suspended meter stick. 5. Put the poster board on the floor between the 2 chairs, and sprinkle it lightly with white sand. Tilt the can slightly to one side, remove the tape on the bottom to release the sand, and gently push the can. 6. You may need to give the string near the can additional pushes, back and forth and to the sides, until all the sand has drained out. Meter stick Durable chair poster board SpaceExplorers http://www.tsgc.utexas.edu/spaceexplorers/ Orbital Mechanics: Orbits Texas Space Grant Consortium http://www.tsgc.utexas.edu/ 133 Conclusion: The sand being released from the can makes a series of arcs and ellipses on the poster board. B. Experiment with planet orbit This experiment is initiated by the question “Why do planets stay in orbit around the sun? Why don’t they just spin off into space?” 1. Tie one end of the string around the apple, and knot it tightly. Use the tape to secure the string tautly around the apple. 2. Push the unattached end of the string through the spool hole and, then, tie it around the fork. Tape the string securely. apple with string taped in place spool Fork tied to sting end 5 ft. string 3. In an open area, hold the spool with the apple directly on top of it. The remaining string with the fork is hanging out of the spool, pointing toward the floor. Then, twist your wrist, sending the apple into orbit. Results: The apple remains “in orbit” around you, rather than hurtling off into space. Conclusion: Elicit from the students what part of the experiment acted like gravity. Also, ask what would have happened if the string were not tied to the fork. Compare this experiment with the nine planets and their continuous orbit around the sun. SpaceExplorers http://www.tsgc.utexas.edu/spaceexplorers/ Orbital Mechanics: Orbits Texas Space Grant Consortium http://www.tsgc.utexas.edu/ 134
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