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Submission Summary: 0 pending, 0 declined, 3 accepted (3 total, 100.00% accepted)

Submission + - The Physics of the Knuckleball 1

snoop.daub writes: R.A. Dickey, pitcher for the New York Mets, has been in the news this week after two dominant pitching performances in a row, holding opponents to one hit in each of the games for the first time since Dave Stieb did it in 1988. He has taken over as the league's only knuckleball pitcher after Tim Wakefield retired last season. But just what is it about the knuckleball that makes it hard to hit? Conventional wisdom has it that the lack of spin on the knuckleball causes it to move in completely unpredictable ways, even changing directions in mid-flight. In the last few years, there has been a lot of good science done to understand baseball pitch trajectories, and a few months ago Prof. Alan M. Nathan showed that knuckleballs aren't really so different from other pitches. It turns out that the same 9-parameter equation that can be used to describe other pitch trajectories applies just as well to the knuckleball. The difference appears to be that, like in a chaotic system, knuckleballs depend sensitively on the initial conditions, so that small changes can cause randomly different forces at the start of the pitch which determine the resultant trajectory. Much of this and similar work depends on the Pitchf/x tool, which has recorded the complete trajectory, spin angle and spin rate of every MLB pitch since 2007! Baseball really does have the best sports stats geeks.
Space

Submission + - Space Is (Not) The Place (ucsd.edu)

snoop.daub writes: A while back, I posted about Dr. Tom Murphy at UCSD and his blog about limits on growth in energy use and economies. Partly in reaction to Slashdot's response (and my own writeup!) he's back with a blog post arguing that space is not a solution to enable continued growth. There's a lot of good stuff in here about public misconceptions regarding the difficulty of space travel and the like; again definitely worth the read.

Submission + - Limits on Growth of Energy Use and Economies (ucsd.edu) 1

snoop.daub writes: "Dr. Tom Murphy, professor of astrophysics at UCSD, has a new blog called "Do The Math", and the first few posts are doozies. In the first, he shows the impossibility of continued exponential growth in energy use. Even if a new, "free" energy source is developed, thermodynamic limits on efficiency mean that the heat associated with converting this energy into useful work will increase the temperature of the earth to unbearable levels within 300 years. In the second, he extends the argument to economic growth. The timescales there are faster, only 50-100 years. Fascinating stuff. Time to stop breeding, folks, or to get our butts into space."

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