Greg Klein's Blog

Archive for January 2012

Lasers, Smoke, and Ice

with 6 comments

Smoke is really interesting. It’s a gas, so it ends up being very chaotic, especially when turbulent.

I was playing with lasers the other day and had the idea to make two-dimensional a plane of laser light and project it through smoke, effectively visually ‘cutting’ the laser smoke into a slice that I could see. So I attached a mirror with a 45 degree tilt to a computer fan, pointed a 5mW green laser at it, and spun it up.

After searching for the appropriate medium to create smoke (incense didn’t make enough to be very visual), my friends and I settled on using dry ice.

Here’s a picture with the lights on.

Pouring dry ice vapor through a plane of laser light.

And another with the lights out, this time of just a cube of dry ice held above the laser:

Dry ice cube held in a plane of laser light

The whole device was really easy to build (most computer case fans take 12 volts DC and you can get small mirrors at art supply stores). If you do end up making one of these devices, just please remember to be safe around lasers and dry ice. Never look a laser in the eye and never keep dry ice in an airtight container (it will explode).

And I’ll leave you with a video:

Oh, and thanks to Julia for helping and Jon for the photography.

Written by gregklein

January 26, 2012 at 1:53 pm

Posted in math

Fun with an HP 7475 Plotter

with one comment

So I got an HP 7475 Plotter used. I’ve been playing with it using a Python library called Chiplotle.

Recently I’ve been making fractals on it. Here’s a Hilbert curve I made:

Hilbert curve on a plotter

Hilbert curves are space filling fractal curves. This means that when iterated to infinity, at no point is there a straight line; thus it is a curve. Very neat!

Iterated deeper this time

In order to get this to work, I wrote a turtle graphics class for the Chiplotle library. If anyone finds this useful, you can grab the code here.

Oh, and here’s a Sierpinski triangle:

A Sierpinski Triangle

Written by gregklein

January 16, 2012 at 9:05 pm

Posted in fractal, math

Follow

Get every new post delivered to your Inbox.