Graviton amusement ride as generator?

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SUMMARY

The discussion centers on the feasibility of using the Graviton amusement ride's spinning mechanism for power generation through piezoelectric principles. It explores the potential energy produced by pressure compression in a rotating ring, specifically a 1-meter-wide ring with a circumference of approximately 22 meters and steel plates weighing 75 kg each. The conversation also addresses the flywheel properties of a toroidal or disk structure in space, confirming that minimal energy is required to maintain rotation due to the conservation of rotational energy, while noting that piezoelectric devices only generate voltage during deformation, making them unsuitable for continuous power generation.

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  • Understanding of piezoelectric principles and their applications
  • Knowledge of rotational dynamics and conservation of energy
  • Familiarity with the physical properties of materials, specifically steel
  • Basic concepts of orbital mechanics and frictionless environments
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  • Research the efficiency of piezoelectric materials for energy harvesting
  • Explore the dynamics of flywheel energy storage systems
  • Investigate the design and engineering of amusement park rides for energy applications
  • Study the effects of mass and rotation on energy conservation in orbital mechanics
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Engineers, physicists, and energy researchers interested in innovative power generation methods, as well as amusement park designers exploring energy-efficient ride concepts.

shintashi
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Hi, I was thinking about the graviton ride at amusement parks - the one that sort of simulates the feeling of gravity by spinning. I was wondering if the pressure between two objects (such as your head and the surface when spinning around) is potentially useful in terms of power generation, via piezoelectric principles?

I'm not saying this would necessarily be a perpetual motion machine, but I am wondering how much power could be produced by a rotating ring by pressure compression... for purposes of this experiment, assume a ring 1 meter wide with a circumference of ~22 meters and a diameter of about 7 meters, with each "plate" of 1x1 meters being about 75 kg each (steel plates 1 cm thick).

I'm also curious if anyone knows the flywheel properties of a toroid or disk in space - do these things ever slow down and stop, or is minimal power required to keep a hypothetical orbital satellite ring spinning? Would someone's walking around in such a ring slow it down?
 
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How much energy would you have to use to spin the ring?

In space, with no friction, it does not require any force or energy to keep a ring spinning once it is already spinning- rotational energy is conserved. Yes, a person walking, in the direction of spin, will slow the ring slightly, but not much. Presumably, in the long run, as many people will be walking one way as the other.
 
A piezoelectric device creates a voltage when deformed, but as soon as you attach a load to it, the voltage goes away. In other words, it does not continuously generate energy, only while it is in the act of being deformed. This makes it good for damping oscillations, but beyond that, it can't generate any useable power.
 

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