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What about those small propels that "mysteriously" spin when they are put
close to a source of light. Is not the momentum of the photons that make them spin? 4B "Bjoern Feuerbacher" wrote in message ... wrote: if photons in motion have mass and energy why don't they knock stuff over like little things like blades of grass or ants out of a tree Do the math. Visible light has a wavelength of 5 * 10^(-9) m. Momentum of a photon is p = h/lambda. Thus p is approx. 1 * 10^(-25) kg m/s. Even for gamma rays, whose wavelengths are about 10^(-6) smaller, the momentum of a photon is only about 1 * 10^(-19) kg m/s. I don't think that could knock even an ant or a blade of grass over - do you? Bye, Bjoern |
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4B wrote:
What about those small propels that "mysteriously" spin when they are put close to a source of light. Is not the momentum of the photons that make them spin? 1) Don't top-post, please. 2) *Lots* of photons are acting there together. 3) You need an apparat with very few friction forces for this to work. 4) It is constructed especially to maximize the effect, by making one side black and the opposite one light-reflecting. Bye, Bjoern |
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In message , Bjoern Feuerbacher
writes 4B wrote: What about those small propels that "mysteriously" spin when they are put close to a source of light. Is not the momentum of the photons that make them spin? 1) Don't top-post, please. 2) *Lots* of photons are acting there together. 3) You need an apparat with very few friction forces for this to work. 4) It is constructed especially to maximize the effect, by making one side black and the opposite one light-reflecting. And the cheap ones sold commercially spin the wrong way since the vacuum in them is relatively poor. Warm gas molecules recoiling on the black side of the vane dominate the forces acting. When you pump them down to much lower pressures the recoil of photons off the mirror side eventually dominates. It is quite a fun demo. Regards, -- Martin Brown |
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"4B" wrote in message ...
What about those small propels that "mysteriously" spin when they are put close to a source of light. Is not the momentum of the photons that make them spin? 4B No. The vanes are black on one side, white on the other. This results in a temperature differential which causes a pressure differential. Paul Cardinale |
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Dear 4B:
"4B" wrote in message ... What about those small propels that "mysteriously" spin when they are put close to a source of light. Is not the momentum of the photons that make them spin? I'll let you do your own search. Those devices are called "radiometers". If the envelope they are contained in contains any gas, then the black side moves away from the light source. If there is no gas, the white side moves away from the light source. I have never seen a radiometer with the white side moving away from the light, so I have never seen a completely evacuated one. I wonder if any of the space missions ever took a non-enclosed radiometer up with them? David A. Smith |
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"4B" wrote in message ...
What about those small propels that "mysteriously" spin when they are put close to a source of light. Is not the momentum of the photons that make them spin? The usual setup for such a critter is a small "turbine" with, most often, four blades. Each blade is black on one side and silvery on the other. The "glib" explanation is that the silvery side reflects light, and so gets double the push from each photon that hits it. The problem with the glib explanation is, the typical device of this type that you can buy in a novelty store or such, turns the wrong way. They spin such that there would appear to be more push on the dark sides of the turbine than the light. Then you find out that the bulb this thing is built in does not contain a vacuum, but only a very thin gas. See, what's really happening is, at least in the "novelty store" version of this thing, the black sides are warmer. And warmer means the gas next to them is warmer. And that means the gas molecules move faster. So it's a little gas turbine, powered by the energy of the light involved. Let's think about the approximate force that would be involved from light pressure. Say you've got bright sunlight, which is roughly 1 killowatt/m^2. (Depends on lattitude, clouds, etc., but we are just doing an estimate here.) Suppose the fins were 2 mm across, giving an area of 4E-6 m^2. So you've got a power of 4E-3 Watts. The force is power/c or a bit more than 1E-11 Newtons. What does the turbine in one of these gizmos mass? Say it's .01 grams, or 100,000 of them to the kilo. Probably masses more than that, but let's play. So you've got F/m to give you the approx acceleration. You'd need to work out the torque and know the shape of the silly thing to get it correct. This will probably get us within a factor of 3 or so. So F/m gives 1E-11/1E-5 or 1E-6m/s^2. So to get the thing going to 1 cm/s would take about 1E4 seconds, or about 3 hours. And that is neglecting any friction. And my experience with these gadgets is that they speed up very quickly in bright sun, and slow down again fairly quickly when you put them in less light. So it's probably not light momentum turning the fins. Socks |
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Bjoern Feuerbacher wrote:
wrote: if photons in motion have mass and energy why don't they knock stuff over like little things like blades of grass or ants out of a tree Do the math. Visible light has a wavelength of 5 * 10^(-9) m. Momentum of a photon is p = h/lambda. Thus p is approx. 1 * 10^(-25) kg m/s. Even for gamma rays, whose wavelengths are about 10^(-6) smaller, the momentum of a photon is only about 1 * 10^(-19) kg m/s. I don't think that could knock even an ant or a blade of grass over - do you? Lets take a mol of these photons then. You can indeed lift glass spheres with a laser. It needn't be especially powerfull actually. A few mW are sufficient. Rene -- Ing.Buero R.Tschaggelar - http://www.ibrtses.com & commercial newsgroups - http://www.talkto.net |
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