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There is a tube each for musical notes C,B,A,G,F,E,D, and C. ASU copyright You can play the note by whacking your palm with the tube. ASU copyright You can place an end cap on the tube lowering it by an octave. You play it by stomping it on the table or floor. ASU copyright You can also find resonance with a tuning fork and its matching tube. ASU copyright
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| 3D30.20A | Boomwhackers | Rating: |
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Captions and Credits to the left in the sidebar. |
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Description: A collection of eight tubes cut to the length for musical notes (from shortest to longest) C,B,A,G,F,E,D, and C with each note a unique color. There are also caps for each tube to change the end of the tube from an antinode to a node. A musical book is included which is color coded for each note. |
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| Room:PS F175 | Location: Bd1 | Sublocation: | ||
| Type: demo | Date Added:5/24/2004 | Condition: | ||
| Quantity:1 | Complete: | Last updated: 5/24/2004 | ||
| Purpose: To show the relationship between the length of tube and musical notes. | ||||
| Safety Issues: Disclaimer (Warning - work in progress - may be incomplete) | ||||
| Equipment Issues: | ||||
| Parts:
eight tubes eight end caps tuning forks?(Bd1) music book |
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| Copyright © 2000 | Instructions:You can sound the tubes by striking with the palm of you hand or striking an object such as the back of a chair. Resonance can be shown by holding a tuning fork over the end of one of the tubes. End caps can be placed over the end of the tube to change the note. A 512 Hz tube can be made into a 1024 Hz tube by placing an cap over one end. |
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| Arizona Board of Regents | Notes: | |||
| Webmaster Privacy | ||||
| Accessibility | References: | |||
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| 1A0 | MEASUREMENT |
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| 1A10 | Basic Units |
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| 1A10.10 | Basic units set-Video | Video Encyclopedia: Show a clock with a second sweep, meter & yard sticks, and kilogram and pound mass |
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| 1A10.35 | Meter stick - 4 sided | Graduated in meters, decimeters, centimeters, & millimeters |
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| 1A10.50 | Liter Cube/set |
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| 1A10.510 | Meter Cube | Meter cube frame, stored dismantled |
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Aa2
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PS F175
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| 1A10.520 | Volume Perception Paradox | One liter of colored water is poured from a sphere to cylinder. The sphere seems smaller but is of equal volume. |
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PS F175
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| 1A10.60 | Avogadro's Number box | Black 22.4 liter cube |
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| 1A20 | Error and Accuracy |
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| 1A20.10 | Gaussian curve - Video | Video Encyclopedia: A commercial device for the overhead projector where ball bearings roll through an array of nails into parallel chutes. |
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| 1A20.25A | Dice - ordinary |
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| 1A20.25B | Dice - overhead |
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| 1A20.25C | Dice - polyhedral |
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| 1A20.25D | Dice - large foam |
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| 1A30 | Coordinate System |
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| 1A30.10A | XYZ Coordinate axes | Long arrow shafts with label attachments |
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7
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| 1A30.10B | XYZ Coordinate axes | Zometool version |
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Aa3
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| 1A30.10C | XYZ Coordinate axes | Medium arrow shafts with dull broadheads |
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cabinet
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PS H356
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| 1A30.30 | Polar Coordinates | A semi circle is rotated about an axis to demonstrate why integration over theta is from zero to 180 degrees. |
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Aa3
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| 1A30.30 | Polar Coordinates |
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| 1A30.40A | Chalkboard Globe - Large |
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Af6
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PS H156
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| 1A30.40B | Chalkboard Globe - Small |
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Af6
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PS H156
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| 1A40 | Vectors |
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| 1A40.001 | Vector models, Magnetic Field model, Electric Field model, Electromagnetic Field model | Three cardboard vector models. 1) A uniform vector field represented by 9 arrows in 3 by 3 array. 2)Single vector represent by an arrow perpendicular to cardboard. 3) Same as 2) except a circle is drawn around the arrow to represent the curl of the vector |
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Aa3
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| 1A40.10 | Vector components (3D)-Video | Video Encyclopedia : Metal arrows define a three dimensional coordinate system. An arbitrary vector is viewed in three planes. |
VE01_07
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3_1
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PS F175
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Records 1 to 25 of 1978
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