6 ms·
this seems a lot like http://www.museumofhoaxes.com/hoax/weblog/comments/gravity_lamp http://www.museumofhoaxes.com/hoax/weblog/comments/gravity_l...
by cleverjake 14y ago
this seems a lot like http://www.museumofhoaxes.com/hoax/weblog/comments/gravity_lamp http://www.museumofhoaxes.com/hoax/weblog/comments/gravity_l...
- nohat 14y agoWith perfect efficiency a 10 kg weight lifted 2 meters would only output about a tenth of a watt over half an hour. That is indeed enough for a led, but not a very powerful one. I doubt this is worth it.
- pdonis 14y agoSee the numbers upthread; it's comparable to a kerosene lamp.
- colanderman 14y agoYes, and the same math applies -- Their claim is a 20 pound weight raised 6 feet (or so) in the air will generate light for 30 minutes: 20 lbf * 6 ft / 30 min = ~90 mW For reference, the LED indicators on your keyboard use about 15 mW each. So that's about two keyboards worth of light. However maybe I'm being stingy -- because of persistence of vision (a characteristic of the human eye), you can run LEDs (or any light) on a low duty cycle and still produce the same apparent brightness. So if we say they run it at a 10% duty cycle (I'm not sure how accurate this estimate is), they might be able to get closer to 1 W of LED light, which is enough for reading.
- bcoates 14y agoThe apparent brightness of a rapidly flashing LED isn't anywhere near the peak brightness, you get roughly the same brightness per power emitted regardless of pattern. You'd probably get a lot more efficiency by just using a non-white LED and picking a color to maximize human sensitivity vs. power draw.
- pdonis 14y agoThere's an interesting comment about super-efficient LED bulbs in that museum of hoaxes article. However, the numbers look marginal for this GravityLight even with super-efficient LED bulbs. Quick back of the envelope calculation, using what few numbers are given in the article. Ballast: m = 10 kg (1) Height: h = 3 m (2) Energy stored: E = mgh = 300 J Time: 30 min = t = 1800 s (3) Wattage available: P = E / t = 0.17 W (4) Notes: (1) Article says you can hang anything weighing about 20 lbs. (2) No numbers given in the article, but the pictures make it look like ceiling height (8 to 10 ft., I took the larger) (3) Article says light for half an hour. (4) With current LEDs this is the equivalent of about a 2 W incandescent bulb, i.e., pretty dim. The light in the pictures in the article looks like the equivalent of about a 40 W incandescent bulb, so the numbers come up short by a factor of about 20. That would indeed be "super-efficient" for an LED; I'm not aware of any even on the drawing boards that are that efficient. [Edit: The numbers actually are not too low compared to kerosene lamps, which are what this light is supposed to replace. See exchange downthread with xd.]
- dexter313 14y agoThe light seen in the video is not the 30 minute-one. There the weight drops much quicker. Look carefuly at about 55 second in the video.
- pdonis 14y agoWell, shortening the time by a factor of 20 makes it a minute and a half of light equivalent to a 40 W incandescent bulb. So maybe this is really a combination light and exercise machine? :-)
- xd 14y agoAre you aware of how little light you need to see? Just because you assume the light in the video is similar to a 40w bulb is short sighted (no pun intended). A 2W "pretty dim" incandescent bulb will illuminate a room no problem. Human eyes can adjust very well to low light levels.
- pdonis 14y ago
- ChuckMcM 14y agoPerhaps, pretty simple to do the math though. Lets plug in some numbers and see what is what. First we'll assume that the weight changes altitude by 2 meters, next we'll assume the "weight" is 5 kG (about 10 lbs) it could be more than that if you used denser material but it looks like they are expecting you to fill a sandbag to weight it dry sand is about 1600 kg/m^3 [1] so a sandbag that was 15cm/side would be about .0033 m^3 or 5.3 kg. The force exerted by that sandbag, 2 meters up is 5 * 2 * 9.8 or 98 Newton-Meters. Now the campaign says it runs the light for 30 minutes so to find the power in watts we take 98 Newton-Meters divide by 1800 seconds (bag goes from 2m to 0m in 30 minutes) and get .0544 watts per second. Assuming the generator is 50% efficient (that is a really good generator) that is about .025 Watts to run your LED. So can you get decent light from an LED with 25 mWatts? At a forward voltage drop of 4V (White LED) that is 6.2 mA of current. (updated to be a decimal order of magnitude smaller) Given that current LEDs are seeing something like 50 lumens/watt you might see 2 - 5 lumens from such a light. Not nearly as bright as I originally estimated. EDIT: The time was wrong 1800 not 180 [1] http://www.simetric.co.uk/si_materials.htm http://www.simetric.co.uk/si_materials.htm
- shabble 14y agofrom the caption under the house door/garage images: Hang it in the shed or make it into a great porch light, you can clip on a hanging basket or anything weighing about 20lbs. So that's ~2x your estimate, which doesn't seem impossible. I do wonder what they're suggesting using for the ballast though, that avoids excessive bulk. Another consideration is going to be finding a suitable mounting point in a typical shack/slum type dwelling.
- trhtrsh 14y agoAnd note that the gravity lamp was announced on physorg.com, famous for how wrong it is about science topics.