What Does a 3-D Light Wave Look Like?

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Homework Help Overview

The discussion revolves around understanding the visual representation of three-dimensional light waves, particularly in contrast to two-dimensional waveforms like sound waves. Participants are exploring how light waves propagate in three dimensions and the implications of their sinusoidal nature.

Discussion Character

  • Exploratory, Conceptual clarification

Approaches and Questions Raised

  • Participants are questioning how to visualize a 3-D light wave and what characteristics define its appearance. There are references to the relationship between wavelength and color, as well as the propagation pattern of light waves.

Discussion Status

Some participants have provided insights into the nature of light waves, suggesting that they propagate in spherical patterns and discussing the implications of wavelength on color perception. Multiple interpretations of how light waves can be visualized are being explored, but there is no explicit consensus on a singular representation.

Contextual Notes

Participants are considering the limitations of their current understanding and the challenge of visualizing three-dimensional waveforms, as well as the relationship between light's wavelength and its perceived color.

BTruesdell07
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I know that light waves move in three dimensions, however I do not get in what way, for example: a sound wave looks sinusoidal. So my question is this: what does a 3-D light wave look like?
 
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BTruesdell07 said:
I know that light waves move in three dimensions, however I do not get in what way, for example: a sound wave looks sinusoidal. So my question is this: what does a 3-D light wave look like?
Depends on the wavelength. If the wave has a wavelength of around 450 nanometers, the wave looks kind of blue. Around 650 nanonmeters, it looks kind of red. :smile:

Light waves are still sinusoidal. They just propagate in a spherical pattern. That means you don't really have parallel light waves. Each 'parallel' light wave is really getting just a little bit further away from its companion, hence the inverse square law for the intensity of light.
 
A pulse of light would look like a sphere whose diameter gradually increases over time. The sphere would be centered at the lightwave's source. If the light source is continuous, as it usually is, you would see a series of spheres just like the one I described above. The distance between each sphere is equal to the wavelength.
 

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