I know this breaks Newtonian physics. Just playing a little with numbers here, using MT design system (we all know quite flawed about power and efficiency), and assuming earth gravity and vacuum (to avoid friction and Archimedes Law derived lift):
If you put a low power TL12 grav plate for 1 ton thrust to a weight for a total of 900 kg you have 0.11 g (1.08 m/s2 ) acceleration to lift it, needing 4.3” to lift it 20 m. At 20 m the grav plate is turned of, gravity stopping it in about 0.4”, having reached a height of 0.29 m more.
As to use this grav plate you need 0.02 Mw, total energy use for those 4.3” will be 86000 Joules.
By lifting those 900 kg to 20.29 m height, its potential energy will raise 900 kg x 20.29 m x 9.8 m/s2 = 178958 Joules. If you then leave it to fall to produce energy, if your conversion efficiency is 50%, you obtain 88200 Joules of energy, ending with a net 1279 Joules of energy win. As fall will take about 1.44”, total time for the cycle will be about 6.2”, so giving a net win of about 200 Watts (and raising if efficiency is over 50%). See also that lifting it to greater heights will improve efficiency too.
And at TL13, power needed for this same 1 ton of lift is halved to 0.01 Mw, so your energy win would be 44279 Joules, and net power production of about 7141 Watts at 50% efficiency.
Could this way a power plant based on this perpetual movement be built, by using several such items in parallel and batteries for the lift time power?
If you put a low power TL12 grav plate for 1 ton thrust to a weight for a total of 900 kg you have 0.11 g (1.08 m/s2 ) acceleration to lift it, needing 4.3” to lift it 20 m. At 20 m the grav plate is turned of, gravity stopping it in about 0.4”, having reached a height of 0.29 m more.
As to use this grav plate you need 0.02 Mw, total energy use for those 4.3” will be 86000 Joules.
By lifting those 900 kg to 20.29 m height, its potential energy will raise 900 kg x 20.29 m x 9.8 m/s2 = 178958 Joules. If you then leave it to fall to produce energy, if your conversion efficiency is 50%, you obtain 88200 Joules of energy, ending with a net 1279 Joules of energy win. As fall will take about 1.44”, total time for the cycle will be about 6.2”, so giving a net win of about 200 Watts (and raising if efficiency is over 50%). See also that lifting it to greater heights will improve efficiency too.
And at TL13, power needed for this same 1 ton of lift is halved to 0.01 Mw, so your energy win would be 44279 Joules, and net power production of about 7141 Watts at 50% efficiency.
Could this way a power plant based on this perpetual movement be built, by using several such items in parallel and batteries for the lift time power?
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