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
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.
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.
In fact it is like the helix is the length of the signal, but I think it is relatively to another object, here maybe it is possible to have a sin(x)*exp(-x) function for the voltage on L3 and a length like log(x) in L4, and the difference could be the length of an helix:
V1=10v dc, before t=0 V1=10 and after t=0 it is always 10 V2=1 V dc heavyside function
I choose L3 and C to have a resonant circuit, the length of the sinus is an helix.
I don't need to use the transformer with an alternative voltage for V1. I can have a continuous dc voltage for V1. V2 is a heaviside step of voltage. For L4 the current is like a log function but for L3 it is an helix because there is the capacitor. I need to integrate the current to have an helix, so i need to add components.
To have an helix i need to use the electric field and the magnetic field and it is very small in a conductor. So with a particle accelerator like a cyclotron i can have the 2 fields and the helix exists. Need only to apply the mechanical device to that device.