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  • Controlling the release of mechanical energy stored in a spring.

    Don Ross

    Member

    Updated: Oct 27, 2024
    Views: 1.2K
    How would you control the release of mechanical energy stored in a spring. Stored in the box. How can every drop of that preciously acquired, hard earned highly charge energy be squeezed out of a mega spring to be turned into a rotating shaft? How?
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  • Shashank Moghe

    Member • Jan 14, 2015

    Nice question, we should look at the "Intelligent Design" in the automotive field that already exists - flywheel. We shall use a rack and pinion arrangement inline with the axis of the spring, which decompresses to impart its store PE into the flywheel that rotates (Rotational Energy/KE). When we want to control the rate of energy release from the spring, we stop the decompression. At the instant the decompression stops, the rack and pinion need to be decoupled using a clutch so that the flywheel rotates independently. The shaft and the flywheel can be connected- both have rotational energy.

    The main question is how do we control the rate of decompression. Well, I think the weight of the flywheel must dictate the rate of decompression. As the rack and pinion linkage will ultimately have to overcome the inertia of the flywheel (and the frictional forces involved, again directly proportional to the weight of the flywheel). The heavier the flywheel, the slower the decompression.
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  • Don Ross

    Member • Jan 14, 2015

    I need to digest that. Very good
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  • Don Ross

    Member • Jan 14, 2015

    Question: A flywheel say 36" in dia x8"thick,say 300# spinning a 10,000 rpms on floating bearings. How long will it keep spinning before descending in a self depleting rate? How much energy is stored. A very important question.Detroit knows.
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  • Shashank Moghe

    Member • Jan 14, 2015

    K.E of flywheel = (1/4) (mass of flywheel+ mass of connected shaft) (radius of flywheel^2) ((2*pi*rpm/60)^2) = Energy loss due to rotational friction = (coefficient of kinetic friction*mass of shaft*9.81*pi*diameter of shaft*rpm/60)*t

    We calculate for 't'. This is energy conservation, neglecting air resistance to the motion of the flywheel. I had to use some internet to get some of the formulae. I am not as good at remembering them as I thought I was.

    *I neglected the change in moment of Inertia due to the shaft connected to the flywheel, since I would not know what radius of gyration to use then.
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  • Don Ross

    Member • Jan 14, 2015

    I need a energy storage means to deliver enough energy to power a 1000 watt cooking stove for 3 hours a day. It needs to be of a weight that can be dragged by a healthy person to a recharging station. I read and hear of so much "we can do this, We can do that" I want to just do it. I will keep hammering at it until it's built.
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