What topics are best for study of how gravity light works?

AI Thread Summary
The gravity light operates by slowly releasing gravitational potential energy from a weight, allowing it to power an LED light over an extended period. This innovative approach contrasts with traditional methods that release energy quickly, akin to an explosion. The discussion highlights the importance of understanding the physics and mathematics behind the energy calculations, such as gravitational potential energy and power output. While the concept of using weights for energy is not new, the integration with modern energy-efficient LEDs is a significant advancement. Practical considerations, such as the weight and height required for effective operation, are also emphasized, illustrating the challenges of using this technology in typical household settings.
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I've seen a little bit about the gravity light. I think it works in a simple way, a weight at a certain height has gravitational potential energy depending on how far the weight will fall, this quantity represents the total energy we have at our disposal to power a light. Now we normally think of something falling very quickly, releasing all that potential energy in less than a second. But that is the ingenious aspect of the gravity light. The inventors figured, why not slowly release that gravitational potential energy over a period of time, at a rate which will be just enough to power a light at a reasonable brightness for a reasonable amount of time. Fascinating!

I would like to delve in a little bit into the physics that makes this possible. The mathematics involved. The thing that really pops out at me is the idea of slowly releasing the energy of a process that would normally be an explosion of energy over a very short time.
 
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stargateengineer said:
I've seen a little bit about the gravity light

what's gravity light ?

you post sounds like scifi
 
The comparison to an open wick kerosene lamp (no mantle) is more a testament to the weak light produced by a kerosene lantern than to the output of a gravity light. One tenth of a watt is not much.
 
stargateengineer said:
Now we normally think of something falling very quickly, releasing all that potential energy in less than a second. But that is the ingenious aspect of the gravity light. The inventors figured, why not slowly release that gravitational potential energy over a period of time
Clocks powered this way have been around for centuries. So that is not really the novel thing here, but rather combining it with modern energy efficient LEDs, in a small casing (design small but reliable gearing to provide high RPMs to the generator).

 
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stargateengineer said:
at a rate which will be just enough to power a light at a reasonable brightness
I was surprised to learn that the LED limited the power flowing through the circuit to regulate the rate at which the weight falls.
 
stargateengineer said:
I would like to delve in a little bit into the physics that makes this possible. The mathematics involved. The thing that really pops out at me is the idea of slowly releasing the energy of a process that would normally be an explosion of energy over a very short time.
Well, to start, calculate the gravitational potential energy of the system with the GPE equation. Then just divide the result by the time of the fall to get the power produced (or vice versa).
 
@russ_watters and @A.T. Gave you very good answers. Wind up clocks are ancient. Water clocks are ancient. What is new is LED lights that work with so little power.
 
It's worth running some numbers before we all rush to cancel our electricity contract. Just how much weight do you have to lift? How high and how frequently? Here is an example...

A 40W Incandescent bulb or a 5W LED can produce about 450 Lumens. If you wanted it to operate your 5W LED for say 5 mins you would need the weight to store 1,500 Joules (5*5*60 =1500). Most houses have ceilings around 3m high so if you want your lamp to fit indoors the weight can't be lifted higher than that. To store 1500 Joules in a weight raised 3m the mass would have to be 1500/(9.81*3) = 50kg. So every 5 mins you have to put down your book and lift a 50kg weight 3m into the air.
 
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CWatters said:
. Most houses have ceilings around 3m high so if you want your lamp to fit indoors the weight can't be lifted higher than that.

Thomas Jefferson solved this problem by cutting a hole in his floor.
 
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CWatters said:
It's worth running some numbers before we all rush to cancel our electricity contract.
Not the supposed application of this, obviously.
 
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