Converting mechanical work to thermal energy. Old school.
Category Archives: Physics
Deja Vu All Over Again?
I ran across a bit touting some new lamp, called GravityLight, which would give you “free” lighting — all you have to do is lift a weight. My first reaction was a flashback to the Gravia lamp, which I critiqued in the first few months of this blog. Turns out the Gravia was a concept piece that had over-reached the light output and duration that was possible — it was only capable of putting out a few tens of milliWatts to generate the light, well short of what was promised.
But the GravityLight appears to be the real deal, and it’s being funded on indiegogo as a replacement for kerosene lamps in areas without a power grid. The difference? It promises less light over a shorter time, plus a slight increase in efficiency of LEDs, and that’s all the difference you need. Instead of 800 lumens of light, sent in all directions, you get a beam from the LEDs. If you drop the output from 4*pi steradians (i.e. all directions) to, say, 1/8 of that, it’s the equivalent of just 100 lumens, and super-bright LEDs have a luminous efficacy of about 100 lumens per Watt, meaning you only need ~1 Watt output for such a light.
The previous system could only supply ~17 milliWatts of power, but that was because the energy was promised over a 4-hour period. If you release the same energy over a shorter time, the power is greater. A 20kg mass raised a little over a meter is 200 Joules, so that’s a Watt for 200 seconds. If you lower the light output, via dimming or making a narrower beam, or you use a greater mass and/or raise it higher, it will last longer.
Making Sand and Water Dance
Colored Vibrating Sand, Buddhist Singing Bowls and Levitating Megaliths
A Chladni plate and a Tibetan singing bowl.
A Prickly Problem
What Porcupines Can Teach Engineers
It doesn’t seem to make sense that a barbed quill would go in more easily than a smooth one. But Karp and his colleagues discovered that the barbs work just like the bumps on a serrated knife. The knife’s wavy blade concentrates force at the tips of the teeth, requiring less power overall to cut soft foods like tomatoes or bread.
Knife makers have known that for a long time. Now it turns out that North American porcupines know it, too.
Get Used to Disappointment
Alan Alda asks scientists to explain: What’s time?
The actor known for portraying Capt. Benjamin Franklin “Hawkeye” Pierce on the TV show “MASH” and more recent guest shots on NBC’s “30 Rock” is also a visiting professor at New York’s Stony Brook University school of journalism and a founder of the school’s Center for Communicating Science.
The center is sponsoring an international contest for scientists asking them to explain in terms a sixth-grader could understand: “What is time?”
This is the followup to last years so-called “flame challenge”, in which he solicited explanations about what a flame is. But there’s a problem: in asking “what is a flame?” the real question is about what is going on in the process of combustion — it’s an analysis of a physical process, and people were asked to explain that. The winner did an excellent job, though Feynman’s pretty good, too.
However, asking “What is time?” is a different beast. I’m guessing they won’t be satisfied with the stock answers of “time is what is measured by a clock” or “time is what keeps everything from happening at once”. However, unlike fire, time isn’t a process that can be broken down into simpler parts, at least as far as we currently know — it’s much more fundamental than that. (It might be an emergent phenomenon, but we haven’t sussed that out to the point where anyone can offer anything as a reasonable answer.) Which puts the question squarely in the realm of philosophy — metaphysics — rather than science.
As I see it, the problem is similar to this: Take a word and try and define it, using only words that are already defined. You can’t. For each word you use in a definition, you need to define that word, and in each definition, you need to define all those words. You end up with circular definitions, so you have to rely on a collection of words that we simply accept because we inherently know what they mean or we give examples rather than a definition. (This is vaguely reminiscent of Gödel’s Incompleteness Theorem — that within a mathematical theory there will be certain arithmetic truths which cannot be proven. Perhaps there is a formal analogue for languages, which would be beyond my experience.) We have some concepts in physics which are fundamental, and it limits what we can do, explanation-wise. We can describe how time behaves and how we can measure it, and use it as a basis of explaining other things, but not what time is.
There is another answer, though it’s still consistent with the thread’s title. Time is a bookkeeping convenience, like other concepts we have (such as momentum and energy). We notice that it has a certain predictable behavior and that it’s useful, so we exploit those properties. In this case, that events happen in a certain order. It matters, for instance, if a piano drops out of the sky and onto a location where you have been standing, if you are there (or somewhere else) when the piano hits. You can be where the piano hit, you can be at home, you can be at the store, you can be at work or school, but all of those are not simultaneously true — there is some orthogonal coordinate that can keep those separate and helps us keep track of what’s going on. Meaning that time helps us solve kinematics problems and other problems in physics.
This is not an argument that time is illusory — it’s real, as far as I’m concerned, but it’s conceptual rather than physical. Which puts it in the same category as momentum and energy and even length. Funny thing, though, is people generally don’t as the same kind of deep question, “What is length?” They can see it, rather than have some other perception, and that seems to be enough, just like the foundational words that make up a language that can’t truly be defined.
Maybe I’m wrong. Perhaps someone out there will rise to the challenge and really be able to explain what time is. But if they can’t, I won’t be disappointed.
Narrowing the Gap
Laser pulse makes insulator conduct like a metal
Silicon dioxide is an insulator with an energy bad gap of about 9 eV separating its valence and conduction bands. In contrast, the band gap in silicon is about 1.1 eV; this means that, in principle, a switch made from silicon dioxide could operate much faster than a conventional silicon switch. The problem, however, is that a silicon-dioxide switch would have to operate at very high electric fields, resulting in a destructive electrical breakdown.
One way round this problem is to apply a strong electric field for an extremely short time, so that breakdown does not occur. When the field is applied, some of the electron states in the valence band increase in energy while some states in the conduction band decrease. The upshot of this is a significant reduction in the amount of energy required to create a conduction electron and the material becomes an electrical conductor.
Misconception or Approximation?
For the second time in the past month, Minute Physics is making a statement about what gets taught in introductory physics. It is consistent, but I still disagree. I have had too many interactions with people who want to discuss relativity (or quantum mechanics) and are either very confused or think its wrong, and this is exacerbated because they have no familiarity with classical physics.
I have no problem with telling students that what they are going to learn in introductory physics is an approximation, but the claim that presenting Newton’s gravitation equation is akin to telling students that the earth is flat is an exaggeration. If you go down that path, then what of all the other approximations that we make in physics? Speaking of a flat vs curved earth, do you really want to force students to solve trajectory problems on a curved surface rather than flat one? Is a frictionless surface a lie, or is it a convenient approximation to simplify a problem? And, on the topic of friction, should we really delve into the morass that is friction, rather than just say that it’s proportional to the normal force and try and get the big picture across?
I think the objections are wrong in a few different ways — One of the principles you learn in solving problems is how to ignore complications that do not affect the answer to the question. Also, learning physics through to relativity and other advanced topics takes years of study. Introductory classes carry with them the need to prune the information to fit, and convey the material that is most important to the students’ needs. Most of them don’t need to learn about relativity, which is why it’s not part of the introductory classes.
Don't Flatter Yourself, Otter. It Wasn't That Great.
Physicists Bummed That Physics Is Pretty Much What They Expected
Great title (no, it’s not The Onion), but not much more than a lead into another story:
At CERN: Down in the Mouth in Paradise
Chalk up another success for the Standard Model. How … ummm … exciting?! Sure, if you’re over 60 and fondly recall the glory days of the 1960s and early ‘70s when the Standard Model became, well the Standard Model. Or if you’re an experimentalist who has dedicated the last 10-30 years to designing, building and operating the extraordinary Large Hadron Collider and Tevatron accelerators (where the discovery was made and confirmed respectively), or their monumental detectors — ATLAS and CMS, CDF and D0. Celebrate away. Drink champagne, toast your successes, wonder over Nobel and lesser (but more broadly shared) prizes. You’ve earned it. But what about the rest of us?
Hello, Polly
Goodbye, fluorescent light bulbs: New lighting technology won’t flicker, shatter or burn out
The device is made of three layers of moldable white-emitting polymer blended with a small amount of nanomaterials that glow when stimulated to create bright and perfectly white light similar to the sunlight human eyes prefer. However, it can be made in any color and any shape – from 2×4-foot sheets to replace office lighting to a bulb with Edison sockets to fit household lamps and light fixtures. This new lighting solution is at least twice as efficient as compact fluorescent (CFL) bulbs and on par with LEDs, but these bulbs won’t shatter and contaminate a home like CFLs or emit a bluish light like LED counterparts.
Still waiting for the other shoe to drop — new technology doesn’t always pan out, though this seems closer to production than most. No mention of how the price will compare to existing products; despite the generally lower total cost of ownership of CFL and LED bulbs, some are put off by the price of the bulb. Also, FIPEL? I think that will get reworked for public consumption.