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Show HN: Interactive Essay on Signals, Sampling and the Fourier Transform

jackschaedler.github.io

31–40 of 45 posts

Re: Show HN: Interactive Essay on Signals, Sampling and the Fourier Transform

#33

This is truly outstanding. I'd love to see an entire series done like this. Maybe you could Kickstarter this, and use it as a template for a series of DSP/Electronics/Physics titles?

Absolutely! I would gladly contribute to a Kickstarter fund to pay for your efforts. I am sure I am not the only one...

Re: Show HN: Interactive Essay on Signals, Sampling and the Fourier Transform

#36
post #15

Earlier quoted context omitted.

Take a look at geometric algebra. http://www.geometricalgebra.net/ http://en.m.wikipedia.org/wiki/Geometric_algebra

That's not quite the same, but worth reading up on anyway.

The quaternions are a subalgebra of geometric algebra. It's not quite the same in that it's strictly more general and, therefore, more broadly applicable.

Re: Show HN: Interactive Essay on Signals, Sampling and the Fourier Transform

#38

Hi Jack, awesome work! Did you write the HTML by hand or did you use or write some static generator? I'd love to have sidenotes like yours automatically generated and positioned.

I can't speak to how he did it, but it looks like he's just using tables and line breaks & divs to separate sections. You could easily do that by hand.

Alternately, you could use Bret Victor's technique from "Magic Ink": write a paragraph followed by a span, typically with absolute positioning. http://worrydream.com/#!/MagicInk

Re: Show HN: Interactive Essay on Signals, Sampling and the Fourier Transform

#39
post #10

This is an _incredibly_ well-crafted piece of work. I mean -- my god -- the pressure wave animation? [1] 1: http://jackschaedler.github.io/circles-sines-signals/sound.h...

As a side note, the pressure that is waxing and waning in that diagram is very very small compared to atmospheric pressure.

The actual air molecules are moving at a much higher speed (the root mean squared velocity is dependent on the temperature). But if we imagine that these are weightless dust particles suspended in air, the diagram is accurate.

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