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  4. Bolt, nut, spring and rotation to destroy the energy
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Bolt, nut, spring and rotation to destroy the energy

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Offline Bored chemist

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Re: Ellipse + rotation + force to create the energy
« Reply #20 on: 10/02/2019 13:42:37 »
Quote from: LB7 on 10/02/2019 13:39:38
I don't believe in the principle of least action,
Reality does.
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Offline LB7 (OP)

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Re: 2 spheres (same center) to create the energy
« Reply #21 on: 18/02/2019 21:30:02 »
no, I can't use the centrifugal force, i need to let free the axes, all axes, the spheres must be symetrical like that the centrifugal force is cancel by itself.
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Offline Bored chemist

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Re: Increase velocity of a fluid with a bolt and a nut without any energy
« Reply #22 on: 19/02/2019 18:31:22 »
What causes the gas to flow?
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Re: Increase velocity of a fluid with a bolt without any energy
« Reply #23 on: 19/02/2019 21:14:14 »
" support rotates at w,"

Why?


Also,
Do you realise that the gas will have viscosity and drag ?
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Offline Bored chemist

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Re: Increase velocity of a fluid with a bolt without any energy
« Reply #24 on: 19/02/2019 21:41:47 »
Quote from: LB7 on 19/02/2019 21:31:21
but the gas can't give any torque on the support to slow down it.
Yes it does.
Did you not understand what I said about viscosity?
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Offline LB7 (OP)

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Re: Increase velocity of a fluid with a bolt without any energy
« Reply #25 on: 20/02/2019 08:49:56 »
At least in theory, i can imagine the chocs between the helix and the fluid at the perpendicular of the arm. There are only 2 lines on the helix that could accelerate the gas and accelerate the bolt. I will do the calculation even for the full helix because i think the axial accelerations are cancel by the radial, but it rest the down acceleration.
« Last Edit: 20/02/2019 08:54:55 by LB7 »
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Re: Increase velocity of a fluid with a bolt without any energy
« Reply #26 on: 20/02/2019 15:26:04 »
It works only if the shape of the gas is perfect, the mass in the center at a dot and a perfect sphere for the shape. I suppose the wall of the helix perfect, i mean a line in the side view, mathematical walls not physical walls composed of atoms. Like that i have the 2 directions in the same time, i move of Rwt in horizontal and I move in tan(30)Rwt in vertical. I don't use the trajectory of a fixed dot on the helix because the fixed dot move in horizontal of Rwt only. The sphere that envelopp the mass can rotate because there is no mass, and it will, i don't follow the fixed dot on the helix. Like that I have the movment in horizontal and the movment in vertical. And it could explain why in the elementary particle the mass is in the center with the envelopp of a sphere. I can build a bigger device to extract the energy:a sphere and an axe in the center.
« Last Edit: 20/02/2019 15:52:49 by LB7 »
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Re: Increase velocity of a fluid with a bolt without any energy
« Reply #27 on: 20/02/2019 19:00:46 »
Quote from: LB7 on 19/02/2019 21:52:23
Helium could be used, the viscosity is low I think.
"low" is not the same as zero.
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Re: Increase velocity of a fluid with a bolt without any energy
« Reply #28 on: 20/02/2019 19:41:15 »
Quote from: LB7 on 20/02/2019 19:19:21
But I don't know how to calculate it. I
That seems to be just one item on a long list.
Why can't you get to grips with the fact that your idea doesn't work?
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Re: Increase velocity of a fluid with a bolt without any energy
« Reply #29 on: 21/02/2019 08:35:49 »
I don't need a gas in rotation. I need the bolt in rotation around A1, and i need to let the bolt free around its axis A2, at start the bolt don't rotate around A2. I don't need the gas in rotation, the problem with the gas is friction. With ideal gas, no mass, no friction but a volume for each particle i have the flow too, but i can't use the mass to extract the energy but the flow by the velocity. It is like a pump which could be closed to itself, i add in the loop tube a turbine to extract the energy
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Re: Bolt, nut, friction and rotation to destroy the energy
« Reply #30 on: 24/02/2019 17:12:29 »
It is easy to realize there is a problem in the sum of energy if you compare the same device with only one difference:

1/ The nut is fixed on the support: the sum of energy is constant, at start the sum of energy lost by the support due to the nut is RFwt

2/ The nut can rotate around A2, I give the forces F1, F2 and F3 to the nut, at start, the sum of energy lost by the support due to the nut is (√3/2)RFwt

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Offline alancalverd

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Re: Bolt, nut, friction and rotation to destroy the energy
« Reply #31 on: 24/02/2019 18:23:19 »
You can't destroy energy.
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Re: Bolt, nut, spring and rotation to destroy the energy
« Reply #32 on: 26/02/2019 14:27:30 »
Arf, no the sum of energy is 0, the vertical force on the bolt gives 0.375.

It is crazy, it seems it is impossible !!
« Last Edit: 26/02/2019 15:11:41 by LB7 »
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