Abstract
So you've just heard the "Happy Birthday" song and now it's time to blow out the candles. If you are sitting far away from the candles, you know you'll have to blow harder to get them all out than if you were sitting closer. In this science fair project, you'll blow on different kinds of pinwheels with a blow-dryer and see how far away you can get before they stop spinning. This will give you clues about how sensitive the pinwheels are to wind, and why. So come spin your wheels and get somewhere, too!Objective
In this science fair project, you will determine which pinwheel configurations are most sensitive to a wind source.
Introduction
Has this situation ever happened in your family? You turn on a TV and one person says, "I can barely hear it. Please turn it up." While another person says, "It's too loud. Please turn it down." Everyone has different thresholds of sensitivity to pain, light, sound, smell, taste, temperature, and vibration. The pain, light, sound, smell, taste, temperature, and vibrations are inputs, and the ways you experience them in your brain are called outputs. Mechanical devices also have inputs and outputs. For a pinwheel, the input is wind, and the output is spinning motion. For a wind generator, the input is wind, and the output is electrical power. In this science fair project, you'll find the threshold at which different pinwheels can produce an output in response to a wind source input.
In your testing for this science fair project, you will create pinwheels with different numbers of blades. This means some pinwheels will be symmetrical and others will be asymmetrical. You know symmetry when you see it because there is a sense of balance on both sides, or from all around. In the examples in Figure 1, you see that the symmetrical shapes are equal on both their left and right sides, while those that are asymmetrical are not equal on both sides.
![]() Figure 1. Here are examples of symmetrical and asymmetrical shapes. |
You'll explore whether symmetrical pinwheel shapes have greater sensitivity thresholds than asymmetrical ones, and how the number of pinwheel blades affects sensitivity thresholds as well.
Terms, Concepts and Questions to Start Background Research
Bibliography
Materials and Equipment
Experimental Procedure
![]() Figure 2. This shows how to set up the pinwheel and test it with a blow-dryer. |
![]() Figure 3. These photos show how to remove a blade from the pinwheel with two cuts. |
| Data Table for Pinwheel Number 1 | ||
| Number of Pinwheel Blades Removed | Pinwheel Shape | Threshold Distance at Which the Pinwheel Stopped Turning (inches) |
| 0 | Symmetric | |
| 1 | Asymmetric | |
| 2 | Symmetric | |
| 3 | Asymmetric | |
| 4 | Symmetric | |
| 5 | Asymmetric | |
| 6 | Symmetric | |
| Number of Pinwheel Blades Removed and Pinwheel Shape | Threshold Distance at Which Pinwheel Number 1 Stopped Turning (inches) | Threshold Distance at Which Pinwheel Number 2 Stopped Turning (inches) | Threshold Distance at Which Pinwheel Number 3 Stopped Turning (inches) | Sum of Threshold Distances (inches) | Average of Threshold Distances (inches) |
| 0 (symmetric) | |||||
| 1 (asymmetric) | |||||
| 2 (symmetric) | |||||
| 3 (asymmetric) | |||||
| 4 (symmetric) | |||||
| 5 (asymmetric) | |||||
| 6 (symmetric) |
Variations
Credits
Kristin Strong, Science Buddies
Last edit date: 2008-07-23 12:00:00
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