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#1
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Is there any mechanism to accelerate a flywheel with no max speed?
Hypothetical situation: I have a free source of energy, like a rotating drive, piston or moving water. I want to store this in a flywheel. The amount of energy I can store is limited by the max speed of the flywheel. But if I use, say, gears, the max speed is determined by the max gear ratio. Is there any mechanism with no max speed?
I was thinking if the energy source were a jet of air, I could use a turbine, and maybe change the angle of the blades as it sped up, but the speed would be limited when the speed of the air equalled the speed of the surface of the blades, no? |
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#2
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AFAIK, most flywheel systems use gear-less electric motors and the limitation is the strength of the material on how fast it can spin before it shatters, not how fast the electric motor can spin the flywheel.
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#3
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I think you are right.
The most flexible coupling will be electromagnetic - you can vary the frequency of the external field to transfer energy to the flywheel from v. low to extremely high. Quite what the maximum is, I don't know - some function of the collapsing magnetic field, and I expect efficiency to fall off. You also have electrical efficiency losses as you vary the frequency. However, you gain the ability to extract energy from the flywheel at any rate of rotation and without physical coupling. Si |
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#4
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Not necessarily - or else sailing faster than the wind would not be possible.
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#5
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Yes I know flywheels use electrical motors, I was wondering if this was possible mechanically?
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#6
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With air you will be in trouble when the ends of the blades exceed the speed of sound - this isn't a hard limit, but things will start to get weird at this point, and your efficiency will drop off.
A turbine with moving blade angles is really no different to a gearbox, indeed you are not that far from how an automatic gearbox works, albeit using a gas instead of a liquid. Whatever system you use to spin the flywheel up, you need a symmetric system to get the energy out again efficiently. Normally you would want to use the input system in reverse. |
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#7
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As others have pointed out the physical material the spinning flywheel is composed of will be self (probably explosively) destructing way before the gearing mechanism or support spindles etc. get stressed to their breakdown points.
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#8
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Just for laughs-
Just as the tips of aircraft propellers should not be allowed to exceed the speed of sound, the edge of any spinning disc cannot exceed the speed of light. Some quick (probably wrong) math later and: The edge of a 6 inch disc would approach the speed of light at approximately 3,127,650,000 rpm give or take. I doubt even any hypothetical bucky-ball-admantium-unobtanium disc could approach this speed. I'm not even going to consider that as it spun up the outer parts would approach c sooner than the inner parts and would appear to slow down in time whilst the inner would speed up- brain hurts.... Last edited by Hail Ants; 08-18-2012 at 06:50 PM. |
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#9
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I think it was the great engineer W.B. Yeats who once said, "Turning and turning in the widening gyre...Things fall apart; the centre cannot hold."
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#10
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Even a pretty tough material like the polycarbonate of CDs is not immune to g forces
See Compact Disc shattering |
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#11
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#12
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So use a rotating black hole instead; they can be spun up to near lightspeed. I'm not sure if that counts as a "flywheel" though.
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#13
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I think the limiting factor for solid substances would be the radial tensile strength of the spinning flywheel as it continually has to keep those parts of itself near the rim of the disc in a circular orbit.And it it has an electrical or magnetic charge on it, you can couple to it for acceleration and deceleration! Or am I understanding that wrong?
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#14
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#15
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Sunspace, you're not understanding that wrong. Although putting a magnetic charge on a black hole does present some practical challenges...
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#16
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Excellent.
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#17
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The amount of energy you store in a flywheel is a product of both the center of mass in the flywheel and the speed of the flywheel, you determine roughly how much energy you want to store at a reasonable speed and then simply add enough weight to the flywheel to give you the energy figure. |
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#18
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Actually I was wondering if anyone had invented a gear set with a ratio 1 : infinity, or something similar, more than the practical aspects of it. So would a gas jet and a turbine have a maximum speed for the turbine? Maybe if the nozzle could be adjusted so the speed of the jet changed?
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#19
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It's obviously a theoretical system - I don't know how you'd add and subtract mass from a constantly rotating object. But if you could build it, you'd avoid some of the problems of the variable speed flywheel. No light speed concerns anyway. |
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#20
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#21
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#22
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If the poster is speaking of energy storage as he stated he made one very important wrong statement. He feels the energy storage is limited by the speed of the flywheel, it is more limited by the mass of the flywheel. Or mass and speed. I hear this logic all the time when guys think putting bigger tires or higher geared trans will speed up their cars top end. You simply cant get any more power out than what you put in. |
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#23
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Badger, you're spot on, but I was taking a pot shot at the true intent of the OP question. Wasn't bothering with details until some OP feedback. When that comes, we may, twixt us, have a real answer for him. Which is kinda depressing, because as this thread continues, I find more & more to think about that I haven't in years.
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#24
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Actually I'm wondering more about transmissions than flywheels. Another way to phrase the question might be: can you get an infinite gear ratio with a finite number of gears (and no electrical motors)?
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#25
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OK. That's a different game. Gonna go have a smoke & think about that.
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#26
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The answer is no. Apart from maybe exotic things like black holes, there isn't anything physical/real that scales from finite to infinite. Infinite isn't a synonym for 'very large'.
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#27
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I don't know. That's what I would have said about an infinite number of gear ratios, until I heard about CVT.
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#28
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No you are confusing an infinite number of ratios with an infinite range of ratios. A theoretical perfect CVT is infinitely variable within its maximum and minimum ratios, but does not have an infinite range.
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#29
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You can't have something that is real, starts with a measurable value, then increases to infinity. There is no numeric amount you can add to X to increase it to infinity.
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#30
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How about conductivity of a superconductor?
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#31
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'Infinite conductivity' doesn't mean anything.
A superconductor has zero resistance, or I suppose you could say it's 100% conductive. |
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#32
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I don't think that infinite and ratio belong in the same sentence. Several false asumptions in the OP need to be addressed as they are the basis for the question.
If you were to attach air nozzles to a spinning flywheel that would spin it using thrust the flywheel could never attain the speed of the air comming out of the nozzles, the more nozzles you added the closer it would get or the lighter you made the flywheel the faster it would go but no combination would bring it to the speed of the air comming out of the nozzles, or blowing across blades regardless of pitch on the blades. |
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#33
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What you say is true for a Pelton Wheel turbine - where the vanes have a cup on the end, and the jets squirt into the cups in the same plane as that of rotation. |
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#34
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Actually, you can overspin a black hole: the location of the horizon is determined by the ratio of the BH's mass to its angular momentum; eventually, when the angular momentum gets too large, there won't be any horizon anymore, leaving you instead with a naked singularity. Though maybe that'll still work as a flywheel...
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#35
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So I don't think asking whether a physical thing can go to infinity is meaningless or ridiculous. I mean, for instance, the answer to 'how fast can a shadow move?' is "it's only limited by how strong your light source is and how big a thing you have to cast a shadow on" which can be summarized as 'Infinitely fast'. |
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#36
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#37
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You say infinite conductivity doesn't mean anything, yet zero resistance does? In any case, that proves you can start from a finite conductivity reach infinity. So I'll just ask: can I get a gear ratio of 1:0 or 1:epsilon, epsilon arbitrarily small?
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#38
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#39
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There, did I save us both some time? |
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#40
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Not really, because the question here is not "is there any such thing as a valid concept of infinity?", but rather: "can I actually make or design something with an attribute that is infinite, by just making that attribute bigger or something?"
Last edited by Mangetout; 08-22-2012 at 07:41 AM. |
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