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Forces and Motion

Moment of Inertia Challenge

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Submitted by Rich on Sun, 11/10/2019 - 17:58

The Moment of Inertia Challenge

Determinig the moment of inertia about the center of mass mathematically of an object with complex geometry is not an easy task.  Consider, for example, the empty 3D filament reel shown in Figure 1, an empty 1-kg Polymaker Polylite PLA reel.  With its holes and intricate axle design, the best way to determine the moment-of-inertia about its center of mass is via a laboratory experiment.  Voyager (or PocketLab One) is mounted to the reel for data collection.  

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Kinematics of Translational and Rotational Motion

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Submitted by Rich on Thu, 11/07/2019 - 19:14

Introduction

Empty 3D filament reels are great devices to use in the physics classroom.  There's a good chance that you and your students could come up with some interesting physics lab investigations using these reels.  Attach Voyager or PocketLab One to the reel as shown in Figure 1, and the possibilities are endless!  This lesson describes a lab in which your students study the kinematics of both translational and rotational motion when the reel rolls down a ramp on its axle.  Students are often surprised when they see the reel speed up upon reaching the floor on which

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Moment of Inertia of a 3D Filament Reel About Its CM

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Submitted by Rich on Mon, 11/04/2019 - 16:37

Introduction

Your school can put all of those empty 3D filament reels to good use in the physics classroom.  There's a good chance that you and your students could come up with some interesting physics lab investigations using these reels.  As shown in Figure 1, attach Voyager or PocketLab One to the reel, and the possibilities are endless!  This lesson describes a lab in which your students determine the moment of inertia of an empty 3D filament reel about its center-of-mass.  They will accomplish this using two independent methods.  One method has the reel acting as a p

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Unrolling Spool Problem Quantitative Experiment

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Submitted by Rich on Wed, 10/30/2019 - 22:26

Introduction

Think twice before discarding your school's empty 3D filament reels.  There's a good chance that you and your students could come up with some interesting physics lab investigations using these reels.  As shown in Figure 1, attach Voyager or PocketLab One to the reel, and the possibilities are endless!  This lesson describes a quantititive experiment that your students can perform in a study of the classic "unrolling spool problem".

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Periodic Motion of an Empty 3D Filament Reel

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Submitted by Rich on Mon, 10/21/2019 - 23:23

Introduction

Don't discard your school's empty 3D filament reels.  There's a good chance that you and your students could come up with some interesting physics lab investigations using these reels.  Attach Voyager or PocketLab One to the reel and the possibilities are endless!  This lesson describes a unique experiment in which periodic motion is investigated using an empty 3D filament reel.  Depending on the teacher's goals and amount of detail in the analysis of collected data, this lab could be used from the 4th grade through high school.  The

NGSS Seismic Basketball Challenge

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Submitted by Rich on Sat, 09/28/2019 - 14:43

The NGSS Seismic Basketball Challenge

This NGSS seismic basketball challenge fits well in the study of motion for high school physics students.  Here is a statement describing the challenge:

Place PocketLab Voyager on a wood floor with accelerometer data being captured. Drop a basketball onto the floor near Voyager and let it bounce several times, being careful to not let it hit Voyager.  From the recorded accelerometer data, determine the original height from which the basketball was released.  

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Calibration Lesson: Intelino Smart Train and Voyager

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Submitted by Rich on Mon, 09/23/2019 - 19:24

Introduction to Calibration

Sensor-based inquiry is a dominant force in today’s science education, with the calibration of sensors being essential for high-quality measurement.  Wikipedia® defines calibration as “the comparison of measurement values delivered by a device under test with those of a calibration standard of known accuracy.”  In this lesson students will study the process of calibration in an experiment to determine the speed of the intelino engine as the accelerator is incremented in ten equally spaced steps  from zero to full throt

Intelino / Voyager Lab: "Floor-it" Acceleration/Max Speed

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Submitted by Rich on Thu, 09/05/2019 - 20:18

Introduction

The purpose of this lesson is to challenge your students to design an experiment for which data from PocketLab Voyager is used to determine the "floor-it" acceleration and maximum speed of the intelino smart train engine.  Required data should be obtained in a single run of data collection by the PocketLab app.  Figure 1 shows a picture of Voyager attached to the top of an intelino smart engine.  Designed for all ages, intelino is intuitive with its app, has built-in sensors to provide an interactive experience for the user, and is easily programmed with colo

intelino/Voyager: Periodic Motion Lab

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Submitted by Rich on Thu, 08/29/2019 - 00:30

Introduction

Periodic motion is motion that repeats itself in regular intervals.  If the motion has characteristics that are sinusoidal, then the motion is said to be simple harmonic (SHM).  In this lesson, periodic motion that is not simple harmonic is studied.  Never-the-less, the motion shows many characteristics of SHM, as can be seen when studying the position, velocity, and acceleration graphs.  This lab makes use of PocketLab Voyager that has hitched a ride on an "intelino® smart train" and is running on the VelocityLab app.  Int

intelino/Voyager: 7-9 Math/Physical Science Slope Lab

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Submitted by Rich on Mon, 08/26/2019 - 16:30

Introduction

Math students are typically introduced to the concept of slope in the 7th grade, learning that slope has to do with steepness.  By the 8th grade many learn how to calculate the slope of a line as the rise divided by the run or rise over run.  If the rise is positive, then the slope is positive (sloping upward).  On the other hand, if the rise is negative, then the slope is negative (sloping downward). If the line is horizontal, then the slope is zero.

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