Is there a fractional frequency of light?

In summary: Exactly. My concern was that distinction may well not be so obvious within a class B thread. Thus I pointed it out.
  • #1
Mustafa Bayram
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If emw spectrum is continuous, possible wavelengths should be infinite and there should be fraction of frequencies like 25,2 hertz. Well is there a fractional frequency of light?
In high school when we are teaching interference of light we say "only the same wavelength of lights interfere with each other because of that we are using a monochromatic light source". If the spectrum is infinite, the only way to have monochromatic light and see the interference pattern becomes lasers.
 
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  • #2
There are fractional frequencies - any frequency is allowed.
Even with a laser, I could move the laser device towards you or away from you and the Doppler effect would finely adjust the frequency and wavelength.

As a matter of practicality, lasers are the way to produce interference patterns with light.
 
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  • #3
Mustafa Bayram said:
If emw spectrum is continuous, possible wavelengths should be infinite and there should be fraction of frequencies like 25,2 hertz. Well is there a fractional frequency of light?
In high school when we are teaching interference of light we say "only the same wavelength of lights interfere with each other because of that we are using a monochromatic light source". If the spectrum is infinite, the only way to have monochromatic light and see the interference pattern becomes lasers.
There is no such thing as a perfectly monochromatic source: all sources send out light over a certain bandwith; this also includers lasers. That is, the spectrum of light contains "peaks" rather than "lines".,
 
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  • #4
Mustafa Bayram said:
there should be fraction of frequencies like 25,2 hertz
Sure. 25.2 hertz is 25200 kHz, or 25200000 megahertz…. and those numbers would look completely different if we reported the frequency in cycles per fortnight instead of cycles per second.

Exact non-fractional values and remarkable numerical correlations between otherwise unrelated quantities are most often artifacts of our choice of units, with no physical significance.
 
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  • #5
Nugatory said:
25.2 hertz is 25200 kHz, or 25200000 megahertz ...
Misplaced decimal points?
 
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  • #6
Hyperfine said:
Misplaced decimal points?
No, an example of how choice of units definitions affects numerical values.
 
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  • #7
Nugatory said:
correlations between otherwise unrelated quantities are most often artifacts of our choice of units, with no physical significance.
what he said (very small).jpg
 
  • #8
phinds said:
No, an example of how choice of units definitions affects numerical values.
Then remove the word "is". As stated it equates 25.2 Hz with 25200 KHz. That is not a choice of units, it is simply an error.
 
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  • #9
Hyperfine said:
Then remove the word "is". As stated it equates 25.2 Hz with 25200 KHz. That is not a choice of units, it is simply an error.
Of course it's an error - responding quickly while on the road. The general point about units is valid, the numbers are wrong.
 
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  • #10
Nugatory said:
Of course it's an error - responding quickly while on the road. The general point about units is valid, the numbers are wrong.
Exactly. My concern was that distinction may well not be so obvious within a class B thread. Thus I pointed it out.
 
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FAQ: Is there a fractional frequency of light?

1. What does it mean for light to have a fractional frequency?

Fractional frequency in the context of light refers to the concept of light waves having frequencies that can be expressed as fractions of a base frequency. However, in classical physics, light is described as a wave with a specific frequency determined by its wavelength and speed, meaning it doesn't have fractional frequencies in the traditional sense. Instead, the frequency of light is typically a discrete value based on its energy level, as described by the equation E = hf, where E is energy, h is Planck's constant, and f is frequency.

2. Can light frequencies be divided or manipulated in a way that produces fractional values?

While light itself does not have fractional frequencies, technologies such as frequency mixing and nonlinear optics can create new frequencies through processes like harmonic generation or difference frequency generation. These processes can result in the generation of light at frequencies that are fractions or multiples of the original frequencies, but this does not mean the light itself has a fractional frequency; rather, it means new frequencies are being produced from the interaction of light waves.

3. How does the concept of fractional frequency apply in quantum mechanics?

In quantum mechanics, light is quantized into photons, each with a specific energy and corresponding frequency. While the concept of fractional frequencies does not directly apply in the quantum realm, phenomena such as quantum superposition can lead to states where photons may exhibit behaviors that seem to involve fractional properties in certain experimental setups. However, these are not fractional frequencies in the classical sense but rather manifestations of quantum behavior.

4. Are there practical applications for manipulating light frequencies?

Yes, manipulating light frequencies has numerous practical applications. Technologies such as lasers, telecommunications, and spectroscopy rely on precise control of light frequencies. Frequency division and generation techniques are used in optical communication systems to increase data transmission rates and enhance signal processing. Additionally, research into fractional quantum Hall effects and other advanced materials may lead to new applications in quantum computing and photonics.

5. Is there ongoing research related to fractional frequencies in light?

Yes, ongoing research in fields such as photonics, quantum optics, and condensed matter physics explores the behavior of light and its interaction with matter. Researchers are investigating phenomena that may exhibit fractional behavior, such as fractional quantum states and their implications for new technologies. This area of study is evolving, and as our understanding of light and its properties deepens, new applications and theories may emerge.

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