You might be surprised, but the lowly zero used to be forbidden.
Category Archives: Video
Circle Irrigation is Cool!
Sometimes when flying over the middle states, you might see something like this:
Some of the more comedic then say “Look! Crop Circles!” Well, yes, they are crops, and they are in circles, but these aren’t made of aliens. If you got down to the ground to view them close up, you’d see something like this:
So, how does that make the green circles? I’ve wanted to know more, and conveniently Destin at SmarterEveryDay just made this video that explains it really well:
Thanks for explaining all that Destin!
History of Science
I’ve been learning about the History of Science courtesy of Crash Course. It’s really interesting.
I first found out that the history of science was fascinating from Connections by James Burke. This was a PBS series back in the day (the late 1970s) (and it’s not really PBS, since it came across the pond from the BBC), and each one traced a series of scientific and technological discoveries from ancient to modern times. The first episode traced the invention of the plough to modern power blackouts. While the show looks dated (hey, it’s over 40 years old!), if you can get past that, it really rewards viewing. You can watch it on YouTube here.
Anyway, the YouTube playlist for the Crash Course History of Science is 46 episodes long, so I have some watching ahead of me.
Well, I just finished it today. There’s a lot there to unpack. I think they did a really good job with it. I’m also watching their course on Outbreak Science, and I want to start watching Geography; I’ve always liked maps.
Music for Oscilloscopes
First, a story:
Many moons ago, before laser pointers were things you could get at your local convenience store for the cost of a few packs of gum, back when lasers were expensive and cool, my friend got a laser. I’m pretty sure it was discarded by some lab. It was a tube about 5 cm in diameter and about 30 cm long and had a large brick-sized power supply. It was fun to play with, but ultimately it’s just a laser making a red dot on the wall. So Phil, for that was my friend’s name, took a speaker from his stereo, and taped a small mirror to the cone. Then, with the lights out, aimed the laser at the mirror and played music. Suddenly, the music came alive on the ceiling where the laser was being reflected. We called it Philsarium, after Laserium, which had been shown in the 1970s at planetariums.
That’s it for the story. Not much of a moral, I admit, but it was more of a trip down memory-lane. Anyway, the reason I bring it up is this week I saw a certain Smarter Every Day video. This video immediately brought that experience back to mind, except this time the laser is replaced by an oscilloscope. Oh, and instead of using regular music, awesome people in Austria craft music specifically to show different things on the oscilloscope. What normally shows sine waves or square waves (or RS-232 signals that Phil and I had to reverse engineer at one point) now shows everything from Tetris blocks to Tyrannosaurus Rexes.
Like Phil’s laser, the oscilloscope also shows a dot. Normally it shows various waveforms for analysis, but really it just shows voltage visually. By splitting the music’s stereo signal into 2 lines (one for the left speaker, the other for the right) and connecting these 2 voltages to the oscilloscope’s two inputs, the oscilloscope’s dot can be moved around the screen based on what the music does. One input (say the left audio channel) controls the horizontal, and the other input controls the vertical, moving the dot around the screen. By adjusting the voltage for the two channels carefully, you can turn the oscilloscope into an Etch-a-Sketch. And by having the sound change the drawing changes, and you can move and change the image. OK, it may be a long way to go for what is today considered mere music visualization, but doing it on a ‘scope is brilliant.
Those wacky Austrians have made albums of music based on this. The music is constrained by it’s primary audience, the oscilloscope, so it sounds somewhat like raw old school synthesizer music.
There’s a lot of trigonometry involved in this, so the next time a student asks a math teacher “when will we use this”, the answer may be “when you form a band.”
Fundamental Equations, Chaos, Fractals, and Leaky Faucets
It’s been a while since I’ve written here. Busy teaching. (I know, lame excuse).
So I go and watch some video on YouTube, and on the side is the list of suggested videos. For a while there’s been this one by Veritasium (Derek Muller). Now, Derek is a fantastic science educator, and is who I want to be when I grow up. One problem is he’s younger than me by over a decade. Hmm. Have to work on that somehow.
Anyway, the video that was just waiting for me to finally click on it was this one. It’s about an equation that will change how you see the world.
The Logistic Map
The math is very simple: where is the growth rate. This is a very simple equation with a negative feedback loop.
When you graph by the equilibrium population, you get this:
Once the growth rate hits 3, the equilibrium population splits, and oscillates between two values. Then just after 3.4 it splits again. And very soon it becomes chaotic. Oh, and fractal. The chaotic nature was used for pseudorandom number generators.
The Mandelbrot set
Does mentioning fractals make you think of the Mandelbrot set? If it doesn’t, then you have some research to do.
It’s probably the most famous fractal out there. Heck Johnathan Coulton has done a song about it.
But evidently if you somehow rotate the Mandelbrot Set along it’s real number axis, you get this:
Look familiar? At this point I started getting a headache, but it was one of those good, excited headaches that come from having your reality twisted about.
Oh yeah, leaks. Derek then mentions that if you get your faucet going drip, drip, drip, and then increase the water pressure just right, it will start doubling: drip drip, drip drip, drip drip. Push it a little more, and you get chaotic behavior.
Of course the YouTube video is so much better than my explanation. Go watch it.
Happy Summer Solstice
How would you like to watch the summer solstice sunrise or sunset at Stonehenge?
The solstices are the two days when the sun is the furthest north or south from the celestial equator. The full path that the sun takes over the year is the analemma. The solstices are the furthest north and south points on the analemma.
Stonehenge is one of the most well known monuments. The ring of standing stones was built between 3000 BCE and 2000 BCE. This English Heritage website is doing/has done livestreams of sunrise and sunset from the site.
Now a video about Gregor Mendel
I just posted my second video. This one is on the first person to scientifically study inheritance, and now known as the father of genetics: Gregor Mendel.
<sound of crickets>
Oh well, I guess not everyone is as into this as I am. Here’s the video:
I’m starting a YouTube channel
Just a place for me to post videos I make explaining something about science. Don’t expect high production values or anything. But the first video is up:
Scientists view atomic bonds breaking and forming
Scientists in the UK and Germany have viewed individual metal atoms making and breaking bonds. They used carbon nanotubes as a scaffold to hold the atoms in place. This is with individual rhenium atoms. You can see the distance between the atoms grow and shrink depending on the environment. It looks like this type of microscopy will become important in chemistry.
Which falls faster, feathers or a bowling ball?
Of course, here on Earth, it’s the bowling ball. But why?
The answer is air resistance. Those darn air particles slow down the low mass feathers. They try to slow down the high mass bowling ball, but have little effect. So the feathers take longer to fall.
But what if you could remove those pesky air particles? Well, they did this on one of the later Apollo missions, but you can also do this on Earth. If you have the right equipment. Fortunately, NASA does.