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PHYS 1154: Testing Experiment Report Template
Acceleration Of an ioLab up and down a ramp
Madi Walker, Zoe Sundermeier, Luke Hemmingsen
I. The Hypothesis
The acceleration of the ioLab will be the same up the ramp as it is down the ramp.
II. Procedure
We first set up a ramp using the ioLab box and a piece of smooth wood (Figure 1). After calibrating the ioLab, we
set up five trials, then started pushing the ioLab up the piece of wood, and letting it fall back down. The wheel sensor was used to record the velocity, and acceleration as functions of time. Figure 1:
The ioLab pushed up a ramp and allowed to roll up and then down the ramp. The acceleration was measured.
III. Results
Figure 2:
Wheel sensor data for trial 1 velocity and acceleration as a function of time. When the velocity is positive, the
ioLab is rolling up the hill. When negative is rolling down the hill.
University of Nebraska Omaha
PHYS 1154: Testing Experiment Report Template
Figure 3:
Wheel sensor data for trial 2 velocity and acceleration as a function of time. When the velocity is positive, the
ioLab is rolling up the hill. When negative is rolling down the hill.
Figure 4:
Wheel sensor data for trial 3 velocity and acceleration as a function of time. When the velocity is positive, the
ioLab is rolling up the hill. When negative is rolling down the hill.
Figure 5:
Wheel sensor data for trial 4 velocity and acceleration as a function of time. When the velocity is positive, the
ioLab is rolling up the hill. When negative is rolling down the hill.
University of Nebraska Omaha
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Instructions: Your task is to create a model in response to the prompts in the question below. Be sure to apply a model from this class and include the relevant diagram(s) for that model. And don’t forget to use the Claim, Evidence, Reasoning framework to present your solution.
Phenomenon: Runaway Truck Ramp
A truck was driving on a highway at 30 m/s when its brakes gave out. The driver steered it onto a “runaway truck ramp”, consisting of an upward ramp (rising 12 meters vertically over 120 meters horizontally), and ending with a compressible barrier which you can model as a giant spring with spring constant “k”. The compressible barrier can be compressed by a maximum 0.5 meters before it stops working.
Graphic attached
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