Limits of information transfer through light and sound

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SUMMARY

This discussion centers on the limits of information transfer through sound and light, highlighting the constraints imposed by bandwidth and speed. The speed of light, approximately 300,000 kilometers per second, serves as a fundamental limit for electromagnetic (EM) waves, including light. In contrast, sound waves face significant bandwidth limitations, primarily due to the viscosity of the medium through which they travel. The conversation also touches on the potential for using sound waves for wireless data transfer, comparing it to traditional methods like Wi-Fi and Bluetooth, while referencing the Shannon-Hartley theorem as a critical framework for understanding data transmission limits.

PREREQUISITES
  • Understanding of electromagnetic (EM) waves and their properties
  • Familiarity with the Shannon-Hartley theorem for data transmission
  • Knowledge of sound wave propagation and its limitations
  • Basic concepts of bandwidth and speed in communication technologies
NEXT STEPS
  • Research the Shannon-Hartley theorem and its applications in various media
  • Explore the properties of sound waves and their potential for data transmission
  • Investigate advancements in fiber optics and their use of multiple wavelengths
  • Learn about the differences between electromagnetic waves and sound waves in communication
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Researchers, engineers, and technology enthusiasts interested in the physics of communication, data transmission methods, and the limitations of sound and light as information carriers.

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Are there any limits for information transfer through sound or light? Or are these the limits of the devices that send and receive information through these two media.
Request for clarification.
 
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Limits in what sense? Bandwidth, content, speed/latency?
 
Limits w.r.t bandwidth.
I understand the speed limit is that of the light.
 
I've never thought about the bandwidth limitation of sound... I guess it's set by the viscosity of the material (the time constant of the viscoelastic response).

http://www.massa.com/fundamentals.htm

Shows that the signal gets rapidly attenuated about 50 kHz, but air supports acoustic frequencies well above 250 kHz.
 
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If light is one of the main carriers of information along with sound, and if you look at the sun, for example, as the "main" light source, it would then seem that there is much more information coming in than can be gathered and assimilated by our current technologies we have thus far.

However, if you look at solar technology and its growing ability to reflect and utilize the full solar spectrum, then the sun would be one media source and the reflector would be the other, receiving the solar information and assimilating it. Thus we are working through the limits as technology evolves.
 
I'm thinking along the lines of the speed of sound can be broken, the speed of light hasn't been broken yet, with the speed of light (optical) you are limited to the speed of light, i had a thought just before (hence replying to an old thread) using sound to transfer files wirelessly, rather then using wi-fi infared blutooth and so forth, thinking back to the first form of long range communication (morse code) then simplifying it in terms of 0's and 1's eg. sound, no sound.

All that would be required is a decompiler at one end and compiler at the other end, effectivly the same as the way computers send information over the internet, only with sound instead of power.

Would transfering data using sound waves (not through cables) be viable?
for example, you could send a video over the radio.

Thoughts?
 
If you take it to its extremes then at some point the information is going to become quantized, in a sense the intuitive world around you seems analogue but as you look closer and closer it transforms into something that is digital. I'm sure that the physical limitations on information will involve using Planck's constant.
 
One clever way they use to increase the density of information in fibre optics is to simultaneously use multiple wavelengths of light, each wavelength carries different information.
 
r4z0r84 said:
I'm thinking along the lines of the speed of sound can be broken, the speed of light hasn't been broken yet, with the speed of light (optical) you are limited to the speed of light, i had a thought just before (hence replying to an old thread) using sound to transfer files wirelessly, rather then using wi-fi infared blutooth and so forth, thinking back to the first form of long range communication (morse code) then simplifying it in terms of 0's and 1's eg. sound, no sound.

All that would be required is a decompiler at one end and compiler at the other end, effectivly the same as the way computers send information over the internet, only with sound instead of power.

Would transfering data using sound waves (not through cables) be viable?
for example, you could send a video over the radio.

Thoughts?

Radio waves do not use air as a medium. Radio waves are EM waves, just like light is.
Unfortunately the bandwidth when using sound is horribly low compared to wi-fi and most other wireless technologies. I don't know the limit for frequency in a sound wave, but I have a difficult time believing that it is in the upper MHz to GHz range, where practically all short-medium range wireless sits at.
 
  • #10
Just thought of how to redesign the inter-net, thanks for all your input.
Just one question, Do EM waves travel at the speed of light?
 
  • #11
What you are looking for is Shannon-Hartley theorem, which tells you how much data you can push through a certain band. This will work the same way for sound waves, light, and RF.

And yes, RF propagates at the speed of light, because the only fundamental difference with light is the frequency.
 
  • #12
What you are looking for is Shannon-Hartley theorem

Cheers!
 
  • #13
r4z0r84 said:
Just thought of how to redesign the inter-net, thanks for all your input.
Just one question, Do EM waves travel at the speed of light?

Two things. First, there happens to be a "speed limit" for the universe that we have determined is around 300,000 kilometers per second. This is also known a "c".

Second, this speed happens to be the speed that ALL EM waves travel at, including light. (Light IS an EM wave) They travel at c due to the waves having no rest mass.

Because our primary experience with EM waves is in the visual frequencies, and because they travel at c, we have labelled this value to be "the speed of light".

Here are some links to browse through to learn more.
http://en.wikipedia.org/wiki/EM_radiation
http://en.wikipedia.org/wiki/Light
http://en.wikipedia.org/wiki/Speed_of_light
 

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