Get Real or Get Local

Quantum entanglement shows that reality can’t be local

Experiments have definitively demonstrated entanglement, and ruled out any kind of slower-than-light communication between two separated objects. The standard explanation for this behavior involves what’s called nonlocality: the idea that the two objects are actually still a single quantum system, even though they may be far apart. That idea is uncomfortable to many people (including most famously Albert Einstein), but it preserves the principle of relativity, which states in part that no information can travel faster than light.

To get around nonlocality, several ideas have been proposed over the decades. Many of these fall into the category of hidden variables, wherein quantum systems have physical properties (beyond the standard quantities like position, momentum, and spin) that are not directly accessible to experiment. In entangled systems, the hidden variables could be responsible for transferring state information from one particle to the other, producing measurements that appear coordinated. Since these hidden variables are not accessible to experimenters, they can’t be used for communication. Relativity is preserved.

We'll Do That!

Portal Gun and Magnetic Levitation

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Rhett doesn’t quite get to the point where he explains what’s going on in the video, since the levitation mechanism for the system is only hinted at, but they talk of the coil, so it’s almost certainly a servo-mechanism adjusting the coil current, as Rhett guesses.

Watching this, I was thinking that it would be nest to take one of those globes and cover it with a pattern to make it look like a Beryllium Sphere from Galaxy Quest. Never give up! Never surrender!

Them's the Breaks

Dynamics and fracture of Hunter Pence’s bat

If you didn’t see this Monday night, you probably saw a link to it later. It was the bottom of the third with the bases loaded for the Giants. Hunter Pence hit a broken-bat single through the infield that scored two earned runs and one unearned run on a misplay in the outfield. Giants went on to score two more runs in the inning and pretty much buried the Cardinals in the final game of their series.

What was remarkable about the hit was how Pence’s bat behaved.

One thing the author doesn’t analyze, but is important to the outcome, is how the multiple contacts imparted spin to the ball, which you can see in the breakdown — the first contact has the ball coming out with only a little rotation, but it increases with each contact. The result was a trajectory that curved away from the shortstop, who initially had leaned toward third base, only to have the ball go up the middle.

All of this is moot, though. Technically it was a dead ball, because you can only legally strike the ball once with the bat. The batter should have been called out, according to (my reading of) rule 6.05(h) But I’ll give the umps a pass for missing this one. (The Cards, on the other hand, may not be so forgiving)

I Know What You Did Last Summer, Based on Isotopic Ratios in Your Hair and Fingernails

Stable Isotopes in Forensics

[L]et’s follow a raindrop from the Pacific Ocean to Saltair Sally’s strand of hair. When water evaporates from the ocean, the heavier molecules containing deuterium and tritium and oxygen-18 do not evaporate as readily and are left behind in greater numbers. As droplets gather into clouds and eventually fall as rain, the heavier molecules fall first. This means rainwater in regions closer to oceans and large lakes is isotopically enriched compared with regions farther inland. Isotope levels are again fractionated in drinking water depending on whether it is drawn from wells or reservoirs (lighter isotopes more easily evaporate from the surface of reservoirs). Currently, scientists are busily creating maps of various isotopes’ distributions to assist investigators.
If Saltair Sally had been in Salt Lake City in the weeks preceding her death, the hair closest to her scalp would reflect the isotopic signature of Salt Lake City’s local water supply. If she had been in, say, Seattle instead, her hair’s isotopic composition would be different, giving investigators a valuable clue.

Paradox: This Title is a Lie

I recently finished Paradox, The Nine Greatest Enigmas in Physics by Jim Al- Khalili (which I got for free! This honor was accorded me because of my character, charm, good looks, and because the medical department contributed four gallons of grain alcohol to the contest I have a blog and said I’d write up a review.)

This is a book, as the title implies, about so-called paradoxes in physics, but the opening of the book actually takes us through logical paradoxes (including the “this statement is a lie” paradox I’ve modified for the thread title) and mathematical puzzlers such as the Monty Hall paradox. The difference between the logical paradoxes and the remainder, as Jim explains, is that a logical paradox is a true paradox — something that cannot logically stand. The mathematical and physics paradoxes he discusses have a resolution, it’s just that the answer is not obvious because you tend to get different answers if you look at the problems in different ways and you aren’t careful enough in your assumptions and analysis.

It was the resolution of the Monty Hall problem that told me I was going to like this book. I had heard it before, but it’s a clear explanation that points out why it’s such a puzzler the way it is usually presented.

In light of “I’ve heard this before” I will offer up my standard disclaimer (standard in the sense that I’ve stated it once before): since I’m a physicist, I can’t tell you that this book made me understand any new bits of physics. All I can tell you is that I found the explanations to be pretty clear. Explaining physics of this sort without equations isn’t easy, and there are times where the explanation has to end up with a “trust me, this is what the math says,” in part because quantum mechanics and relativity are not intuitive.

Al-Khalili takes us through some ancient paradoxes from Zeno, some thermodynamics in discussing Maxwell’s Demon, several paradoxes in relativity owing to the difficulties in simultaneity, and the weirdness of length contraction and time dilation, and into quantum mechanics with Schrödinger’s cat. Also included are some cosmology issues from Olber’s paradox and Fermi’s question and he also covers Laplace’s demon.

In each of the discussions he explains the underlying physics, though you’ll have to be patient, as the paradox is set up and discussed before the physics discussion happens, and I suspect that in some chapters this might cause some confusion as to why there is a paradox. All I can say is to trust that you will get to your destination. However — and this is one of the really enjoyable things about the book — the path to the destination contains many side treks to metaphorical scenic overlooks and other interesting places to visit, and (in my opinion) there aren’t any tourist traps — all of his tangential discussion has some value to it, in explaining some physics or history of physics.

There are a couple of minor nits I’ll mention. A couple of the paradox resolutions weren’t completely satisfying to me (such as one of the time-travel arguments that ends up looking circular: paradoxes aren’t permitted, so there is no paradox), and some details that matter only to a physicist (gravitational time dilation depends on the potential though he says strength of gravity, which is at best ambiguous but I always take to mean the acceleration, g; he also implies that GPS signals go both directions between receiver to the satellite when it’s only a broadcast from the satellite) and one detail that only matters to someone in a job like mine, which is that he associates the famous Hafele-Keating clocks-on-a-plane experiment with the “United States Naval Research Observatory” which sounds like a hybrid of the Naval Observatory and Naval Research Labs. I’m sensitive to that because people mix us up, or think we’re the same place, all the time. Fortunately he gets the attribution correct later in the book.

But, as I said, those are minor things. Overall it was an enjoyable book to read. I definitely give it a “spin up” rating.

Interfering With Art

Applied physics as art

For centuries it was thought that thin-film interference effects, such as those that cause oily pavements to reflect a rainbow of swirling colors, could not occur in opaque materials. Harvard physicists have now discovered that even very “lossy” thin films, if atomically thin, can be tailored to reflect a particular range of dramatic and vivid colors.

“… In this particular case there was almost a bias among engineers that if you’re using interference, the waves have to bounce many times, so the material had better be transparent. What Mikhail’s done—and it’s admittedly simple to calculate—is to show that if you use a light-absorbing film like germanium, much thinner than the wavelength of light, then you can still see large interference effects.”

The Beginning of Quantum Theory

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A point of clarification: when the narrator says that the optimal temperature of a light bulb is 3200 K, where “most of the energy is emitted as visible waves”, that’s not really true, though what Planck originally calculated may have been for the peak visible emission without significant UV, which is what is implied. The range from 400 nm to 700 nm (i.e. the visible spectrum) represents only about 10% of the emitted energy of a blackbody, and for tungsten-filament bulbs (whose emissivity, or how much it acts like a blackbody) varies with wavelength, the efficiency is lower. You can get a higher efficiency at higher temperatures, but tungsten melts at just under 3700 K, so heating it up more is a problem — it gives off more UV and it melts. There’s also the desire to have the spectrum match the response of the human eye, which is more than simply emitting a lot of light in the visible range.