Can You Measure the Speed of Light at Home Like 19th Century Scientists?

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SUMMARY

The discussion centers on measuring the speed of light using methods similar to those employed by 19th-century scientists like Foucault and Fizeau. Fizeau's method involves a rotating toothed wheel and a mirror positioned 8 km away, requiring precise alignment and high rotational speeds of up to 10,000 RPM. Participants explore the challenges of this setup, including beam alignment and detection of the returning light. An alternative approach suggests using an angled light source to separate the outgoing and returning beams, simplifying the experiment.

PREREQUISITES
  • Understanding of Fizeau's method for measuring light speed
  • Basic knowledge of optics and light behavior
  • Familiarity with rotational mechanics and motor speeds
  • Experience with simple optical apparatuses like mirrors and lasers
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  • Research Fizeau's method for measuring the speed of light in detail
  • Explore optical alignment techniques for precision experiments
  • Learn about low-powered motor specifications and their applications
  • Investigate alternative methods for measuring light speed using modern technology
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Physics enthusiasts, educators, and hobbyists interested in experimental optics and historical scientific methods for measuring light speed.

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If we were to measure the speed of light as the scientists in the 1800s did (such as Foucault and Fizeau), without knowing the relationship between speed of light and its wavelength and frequency, would it be possible to do so using only simple apparatuses like mirrors and low powered motors and lasers that one can find around the house or buy at a nominal price?

By the way, Fizeau's method involved having a light beam from a light source go between the teeth of a rotating toothed wheel, the beam hits a mirror some 8km away, comes back and goes between the same teeth of the rotating toothed wheel. Then he can test how much he has to speed up the wheel so that the returning beam gets blocked by the teeth, and how much more he has to speed up the wheel so that the returning beam goes between the next two teeth (the slit beside the slit it passed thru initially).

The problem with this experiment is the alignment of the mirror has to be perfectly perpendicular to the light beam, the motor has to spin really fast, possibly at 10000 rpm, and how can one detect the returning beam (it seems to me that the returning beam will just collide with the incident beam).

Is there a possible alternative to this type of experiment that has less complications?
 
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Well so far as that experiment goes, you could align the light source at an angle. The beam would go through the first slit and travel to a mirror which it would hit at just off normal and return to the device.

This angle would mean that both beams are separate.

If the wheel wasn't spinning, you would observe the light leave one tooth and it's return path would mean it comes back through the tooth next to it. Giving you entry and exit points that are distinct.
 

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