So… for this assignment I am building on the diverse methods of using the Makey Makey. The Makey has the ability to engage my students because of its none traditional interface to a computer. The project is a demonstration of how acceleration appears when it is graphed or shown graphically. Students are often asked to approximate this using stop watches and recording the times after multiple drops past successively more distant points. While this does work I wanted my students to be able to picture this a little differently.
The final project is the result of several tried methods… Scratch is limited as to how to adapt sensors, but one that is available is . So I built a tone generator and a 10 turn potentiometer with a wheel on the shaft. The car rolling down a track would pull on a line wrapped around the wheel on the potentiometer acting as a volume control. I then used the to track the movement of the car down the track. Well, that ended up too complex. My students didn’t understand what was going on and that took the project out of the learning arena.
The method I settled on is a series of “maker special” switches on one site of the track and the common terminal (the track) on the other. When the ball rolls along the track the Makey sees this as successive key presses. I then used code similar to the “Flappy Bird’s” tendency to rise to the rate of a key-press and fall when not receiving a key-press.
I’m happy with the final deliverable. While it is not a calibrated tool it is easy to make… the students had a good time and were anxious to work with it. I consider this one a success.
You can find a more detailed explanation in the project description below.
Acceleration is the rate of change of velocity per unit of time. With Makey-Makey and Scratch students will be able to view the acceleration of a metal ball as it rolls along the length of a conductive aluminum track. Students will created a track for tracking the rate against time using some maker special switches.
Define distance (inches, feet, miles), rate (centimeters/inches per second, mph), and time (milliseconds, seconds)
View acceleration on a graph
Experiment with potential and kinetic energy by weighing an object and calculating rate with different weights
Measure slope and the effect it has on acceleration/rate.
- Makey Makey
- Alligator Clips
- 925mm “V” shaped aluminum channel (non-anodized from Lowes or Home Depot works great)
- Steel ball ≈25mm diameter
- DIY Switches – copper foil tape, masking tape, bare copper wire
- Scratch Game to use or remix
- telephone wire or other long wire
Hooking up Makey Makey to Track
Use the Makey-Makey to visualize acceleration using a steel ball. Students will use this Scratch game (or create their own game) to record a drawing of the acceleration of the ball over a given distance.
Set up rail for the metal ball according to the drawing below.
Construct the switches by running a strip of masking tape along the full length of one side of the track being certain to cover the inside and outside for insulation. Placing foil tape strips along the length of the track 2cm apart for 75cm. (as seen in the picture below) All of these will be connected together so that as the ball roles along the track the Makey sees multiple key presses.
Add a strip at the beginning and the end that will be used to start and stop the program.
Attach switches to Makey Makey as follows:
Start sensor – “Space” input
End sensor – “F” key input
Interim switches – “A” key input
Earth – connect to the aluminum “V” rail (this acts as the common for both switches)
Convert rate from mm per millisecond to mph.
Create a word problem based on this experiment.
Use a Hot Wheels type car to recreate the experiment. (will need to change the style of track extrusion.
Add friction to the track with strips of double stick tape or adhere sections of paper to the track.
CCSS.MATH.CONTENT.8.EE.B.5: Understand the connections between proportional relationships, lines, and linear equations.
CCSS.MATH.CONTENT.HSN.VM.A.3: Solve problems involving velocity and other quantities that can be represented by vectors.
CCSS.MATH.CONTENT.8.EE.B.5: Graph proportional relationships, interpreting the unit rate as the slope of the graph. Compare two different proportional relationships represented in different ways. For example, compare a distance-time graph to a distance-time equation to determine which of two moving objects has greater speed.
CCSS.MATH.CONTENT.8.EE.C.7: Solve linear equations in one variable.