Added: 5 years ago
From: mike40033
Views: 48,042
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  • Hey look! It's the infinite harmonic series

  • the Fourier components do not seem to change their phase. Does the "red" wave propagate just by adjusting the amplitude of its spectral components?

  • @nippie96 Yes, just the amplitude changes. Each line shows a particular solution to the wave equation. The fourier components are standing waves. Add them up in particular proportions, and you can get any solution you like

  • how long did this take to render

  • this is for people who took differential equations in college. This is fourier analysis.

    Sum of all the waves in one wave.

  • is this a compilation of waveforms with different wavelengths?

  • if you bothered reading the description, its the solution to the red wave broken down into its Fourier components

  • it looks like a potential barrier

  • This isn't anything but a pile of waveforms? Hurray for piles of waveforms...

  • Comment removed

  • is this the solution to the maxwell equation?

  • No, just the 1-D wave equation.

  • @mike40033 1D waves? i'd like to see you try getting away with a wave which only has a length?

    *yes, i know, you mean waves where particles only move up and down*

  • fourier series expansion of n terms displaying all that makes up the soultion of a wave along a string in one dimension. Or could it be be a wave in an infinite well?

  • A loop.

  • that's beautiful

  • As applied to soliton waves from explosions.

  • What software did you use to make this? I love it. 've replayed a number of times.

  • Not sure this is the best solution but I could do this on Linux using GPL software, Blender or PyGTK. A Python reference and rudimentary programming experience would be helpful. Other languages will work but I think Python is more "RAD".

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