Ch. 11-12: Periodic Motion: Springs, pendulums, mechanical waves & sound
Reading
Young & Geller, Ch. 11 & 12
Topics
Labs
Young & Geller, Ch. 11 & 12
Topics
- Mechanical waves & sound
- Pendulums
- Spring-Mass systems
Labs
- Spring-Mass lab
- Pendulum lab
Below: Various ways of depicting periodic motion
Periodic Motion.... Spring & Mass
Sine Waves
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Periodic Motion.... Reciprocating machinery
Mechanical Waves - Liquid
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Periodic Motion Lab:
In-person lab:
Write up your lab results from the Pendulum and Spring-Mass experiments. An "Instructor Example" is provided below for guidance, but you must use your own measurements and sketches! Make sure you include all the required items, below.
Virtual lab:
If you are doing this lab at home, use the raw data in the "Data Gathering" video below. You need to write-up your lab report just like the "Instructor Example", but using the raw data in the Data Gathering video. Make sure you include all the required items, below.
Required items:
Required for your pendulum experiment:
In-person lab:
Write up your lab results from the Pendulum and Spring-Mass experiments. An "Instructor Example" is provided below for guidance, but you must use your own measurements and sketches! Make sure you include all the required items, below.
Virtual lab:
If you are doing this lab at home, use the raw data in the "Data Gathering" video below. You need to write-up your lab report just like the "Instructor Example", but using the raw data in the Data Gathering video. Make sure you include all the required items, below.
Required items:
Required for your pendulum experiment:
- Labeled sketches and raw data from your pendulum experiment, showing the mass of the pendulum, length of the pendulum arm, the measured period 'T' of your pendulum (taken from your stopwatch measurements).
- Your calculations showing the 'theoretical' period 'T' in seconds of your pendulum, using the pendulum formula T = 2 x pi (l/g)^1/2.
- A comparison of your 'measured' T-value (from stopwatch) to your 'theoretical' T-value, and a calculation of your % error.
- Labeled sketches and raw data from your spring-mass experiment, showing the mass of the plumb-bob, and the measured period 'T' of your spring-mass system (taken from your stopwatch measurements).
- A graph of the restoring force in N (y-axis) versus the spring displacement in m (x-axis) for your spring.
- A computation of the 'slope' of the line in the above graph, which represents 'k', the spring constant, in the formula F = k(delta-x). Remember slope is defined as 'rise over run', or delta-y/delta-x.
- Your calculations showing the 'theoretical' period 'T' in seconds of your spring-mass system, using the formula T = 2 x pi (m/k)^1/2.
- A comparison of your 'measured' T-value (from stopwatch) to your 'theoretical' T-value, and a calculation of your % error.
| periodic_motion_lab_report_INSTRUCTOR EXAMPLE |
| You can use this engineering_graph_paper_10_per_inch.docx |
"Data Gathering" video with a quick overview of the lab, plus the raw data for the virtual lab:
Homework
The Periodic Motion problems are hosted in Canvas. The video below pertains to these problems.
The Periodic Motion problems are hosted in Canvas. The video below pertains to these problems.
