African Lungfish

I read an interesting story in the Science section of the NY Times this morning. It seems that Heather King (a biologist at the University of Chicago) and her team observed a few African Lungfish taking alternating steps with their back fins.

Can you image the fish pictured above, with those tiny back legs, hopping along a muddy riverbank? Of course not. Those appendages look like something from the Flying Spaghetti Monster. But… once upon a time, all animals lived in the water. According to these guys, and smart biologists everywhere, this was as recent as about 400 million years ago.

Why is this significant? The first animals to poop on land and eventually build space shuttles and particle accelerators, were likely very similar to the guy pictured above. Speaking of that, I’ve often wondered why these lobe-finned fish decided to leave the comforts of their oceans and boggy marshes. Probably a combination of the water becoming less oxygenated, or drying up, or the fact that there just weren’t enough good restaurants in their neighborhood. I’m sure they were disappointed to learn they were the first inhabitants of this new dry land and no one up here had invented restaurants yet. Continue reading »

 

falling catOkay, how many of us have heard of a cat surviving a fall from hundreds of feet? Every once in a while a news story will pop up telling of some skyscraper-dwelling cat that amazingly walked away after some kid threw it over the balcony. (Or maybe it just fell.) But have you ever wondered exactly how the cat survived?

The answer is actually an interesting study in physics. If you recall, the acceleration of a falling body (gravity) is 9.8 meters per second squared, or 32 feet per second squared. A quick conversion tells us that a falling mass is increasing its speed about 22 miles per hour for every second it falls. So a cat (assuming he started at zero mph when he fell off the balcony) will be traveling about 22 mph after one second, 44 mph after two seconds, 66 mph after three seconds, etc, etc.  But… any falling mass in the Earth’s atmosphere will reach a terminal velocity (Vt) depending on its weight, mass and shape. Its shape will determine air resistance, hence, a spherical cat will have a higher terminal velocity than a rectangular one.

Well, since there are no spherical or rectangular cats, we have to estimate this terminal velocity for cats. I just read that an actual cat’s Vt is about 60 mph. I guess a group of rogue scientists calculated this by throwing a few cats off a building and timing their descent until they hit the ground. Or maybe they’re just estimating.

So why is a cat’s terminal velocity only 60 mph whereas a fat human’s would be about 120 mph? The answer here is more of a study in biology than physics. A cat has a very sophisticated inner ear and sense of balance. That’s why they usually land on their feet after a fall. But this same sense that innately tells a cat that it’s falling also tells it that it is accelerating — and then when it’s stopped accelerating (reached its Vt). When this happens, a cat will flatten itself out, thus creating a much higher air drag (almost like a parachute or flying squirrel). Then it’s velocity will actually decrease to such a speed that may allow it to survive the fall.

I think this has been proven (or hypothesized) by studies after the fact from vets in big cities reporting incidents of falling cats surviving. An interesting result is that falling cats have a 10% chance of being killed in falls from two to six stories but their chances of survival are increased twofold when falling from 7-32 stories. I don’t think there has been enough data collected from cats falling more than 32 stories to be statistically significant.

And so it goes.

 

For centuries, students and inventors alike have been intrigued by the idea of a perpetual motion machine. Alas, the second law of thermodynamics has held up to the test of time. It can be written in several forms but Rudolf Clausius may have said it best for our purposes: in an isolated system, a process will only occur if it increases the total entropy of the system. In other words, heat will not naturally flow from a body of lower temperature to one of higher. It will however, flow in the other direction. So what does all this have to do with our classic drinking bird? The answer: plenty. Couple this law of thermodynamics with Boyle’s law stating Continue reading »

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