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Finding the Speed of Light Mark as Favorite (0 Favorites)
LAB in Electromagnetic Spectrum. Last updated October 17, 2016.
Lab
Summary
In this lab, students will see the wave nature of light and calculate the speed of light with the use of marshmallows and a microwave.
Grade Level
High school
Objectives
By the end of this lesson, students should be able to
- understand the electromagnetic spectrum.
- verify the speed of light.
Chemistry Topics
This lesson supports students’ understanding of
- Electromagnetic spectrum
- Energy
- Atomic theory
Time
Teacher Preparation: 10 minutes
Lesson: 30 minutes
Materials
- Microwave
- Jumbo marshmallows
- Microwave safe dish
- Ruler
Safety
- Always wear safety goggles when working in a lab setting.
- Food in the lab should be considered a chemical, not for consumption.
Teacher Notes
- This is a simple way to show how microwaves are part of the electromagnetic spectrum.
- This could be done as a homework assignment, assuming students have access to a microwave.
Downloads
Submitted by:
Josephine Golcher
Rosary High School in Fullerton, California
For the Student
Lesson
Background
Microwave ovens cook unevenly because there is a pattern of standing waves that forms inside the oven chamber. The pattern creates an array of hotspots throughout the oven's volume. An operating frequency of around 2,000 MHz should produce a wavelength of about 10 cm, and the hotspots should be at half wave points, or every 5 cm, but in a complex 3-D pattern.
The speed of light is 3x108 m/sec.
Materials
- Microwave
- Jumbo marshmallows
- Microwave safe dish
- Ruler
Procedure
- Take the marshmallows and place them in the dish, completely covering it with a layer one marshmallow thick. Make sure that the flat side of the marshmallow is facing upwards.
- Take the turntable and any rotating device out of the microwave.
- Put the dish of marshmallows in the microwave and cook on low heat. The microwave will not cook evenly after the removal of the turntable and the marshmallows will begin to melt at the hottest spots in the microwave.
- Heat the marshmallows until they begin to melt in four or five different spots.
- Remove the dish from the microwave oven and observe the spots.
- Use a ruler to measure the distance between the melted spots. You should find that one distance repeats, which will correspond to the wavelength of the microwave.
- Assume the frequency of the microwave is 2,450 MHz, which is common for domestic microwave ovens.
Data and Calculations
| Average distance between hot spots (cm/100 or m) |
Wavelength (λ) hotspot d*2, m |
Frequency (f) Hz | Speed of light c = λ × f m/sec |
% Error (lab-true)*100/true |
| 2.45x10^9 |
Analysis
- Carry out the simulation at: http://www.colorado.edu/physics/2000/applets/oven.html
- Did you get a similar result?
- Sketch the pattern of the cooked and uncooked marshmallows in your dish.
This picture below is from the site: http://www.ap.smu.ca/demos/content/modern/speed_of_light/speed_of_light.htm. Do you agree with the measurements? Explain.
There is a website that disproves this method but is quite complicated to follow. Give two reasons based on your observations as to why this method may not be accurate.
The website: http://www.wensh.net/archive.php/topic/1527.html disproves this method but is quite complicated to follow. Give two reasons based on your observations as to why this method may not be accurate:
a)
b)
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