The change in the volume of elements depends on the distribution of masses inside the device. Under the influence of gravity, the masses will change the volume of the elements, and the Archimedes force will cause the wheels (1) and (2) to rotate in accordance with the location of the elements in relation to the axes of the wheels (see Fig. 1). Additional images of sections of float elements are shown in Fig. 2 - 5.
When the magnetic float is turned over, the position of the control magnetic element relative to the stator changes (the stator rotates by 180°). Under the action of the opposite direction of forces, a change in the working volume occurs. The movable magnetic rotor is maintained in a certain constant position by external floats.
Method for calculating the engine with masses
The device uses gas springs (gas cylinders that are filled with nitrogen under pressure). In principle, these springs are identical to the parts used in cars to open and support the rear door of the car. Let us assume that the lower axle of the wheel is at a depth of 5.5 m (meaning the distance between the axles of the upper and lower wheels, since the depth at which the upper axle and the entire engine are located does not matter much). Gas springs must be selected based on the difference in the depths of the axles of the wheels. Let us assume that the axle of the upper wheel is at a depth of 3 m. The water pressure at this depth is approximately 0.3 kg/cm. If the weight of the mass is 100 kg, then the piston area will be 100 kg x 8 (coefficient) = 800 cm 2. Add 10 kg of weight to overcome friction. Thus, the working weight of the mass will be 110 kg. The area of the float piston is 800 cm2. The pressure on the piston at a depth of 3 m is 800 x 0.3 = 240 kg. The piston presses on the lever, transferring to its end a force equal to 240: 2 = 120 kg. Thus, at the end of the lever, that is, on gas springs, we get 120 kg (Fig. 1, point B), we add the weight of the mass % 110 kg, from which 120 + 110 = 230 kg, directed vertically downwards. Thus, it is necessary to select gas springs (there are 2 in the example) with a force of 115 kg each. The mass, moving downwards under the action of weight (gravitational force) and pressure from the piston, will “compress” the gas springs, while the potential energy will accumulate in the compressed springs in the form of a pushing force. The path (length) of mass movement is 50 cm, therefore, the piston stroke is 25 cm, from where: the piston area is 800 cm 2 x 25 cm = 20,000 cm / cu, which equals 20 liters. This work will take place between points A and B (Fig. 1). The volume of the element will decrease by 20 liters. When the same element with which we started our example, in the process of moving (immersion) will be at the level (or almost at the level) of the axle of the lower wheel on the left side (Fig. 1, point D) at a depth of 8.5 m (5, 5 m + 3 m = 8.5 m), the water pressure will act on the piston (approximately 0.85 kg/cm2). Thus, the water pressure on the piston will be 680 kg (piston area 800 cm2 x 0.85 = 680 kg). In this case, the float, bypassing the lower wheel, will turn 180 °. In order to resist this pressure, each spring has 110 kg (mass weight) + 115 kg, from which: 115x2 + 110 = 340 kg directed vertically downwards. Given that the middle of the lever pushes the piston, a force equal to 340x2 = 680 kg will act on it. Thus, forces act from both sides, identical in size. In this case, at the top right, the piston will drop slightly below a depth of 3 m (water pressure will increase), and at the bottom left, it will drop a little higher (water pressure will decrease). With an increase in mass by 5 or 10 kg below (between points C and D, Fig. 1), under the influence of the weight of the mass and the force of the springs, the piston will move down, increasing the volume of the element by the same 20 liters. Of course, in order to release energy, it is necessary to slow down the rotation speed of the mechanism in order to reduce friction losses in water (it is known that friction losses when moving in water are proportional to the speed of movement). 1) under the influence of the weight of the mass and the force of the springs, the piston will move down, increasing the volume of the element by the same 20 liters
accordingly to your numbers , top right 3m bottom left 8.5m , the only thing i think you will find ,is slight air compression , just my opinion:
1.gif
click to see animation
Its all relative.