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ETERNAL ENGINE WITH MAGNETIC MANAGERS
ELEMENTS

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The review describes the principles and operation of the device, created and patented by Michael Smerechanskim (France). The principle of operation of such engines provides a gravitational significant net power (e.g., in the form of electric power) without using fuel.

Perpetual motion magnetic control elements

Fig. 1

The main advantages of these energy sources are their absolute environmental safety, but also a wide area of ​​application (from the Autonomous provide light and heat individual houses and villages to ensure complete energy factories).

There is also the possibility of full electricity supply in remote areas, where difficult to centralized power supply, and it is necessary to use a stand-alone power plants. In addition to the advantages of these engines will definitely include the possibility of improving them and available for construction execution. The movement takes place in the structure by the difference in ejection forces acting on opposite branches (shoulders) moving elements. The difference is achieved through purposeful managed or organized force changes in the volume of the working mechanisms of the body float.

device Description

This mechanical device demonstrates the possibility of generating energy on the basis of the action of buoyancy (Archimedes' principle) on a body immersed in a fluid. This invention can be attributed to devices that allow mechanical means of producing energy by using variable volume elements under the action of gravity and the force of Archimedes. Displacement elements varies depending on secondary parameters (mass location). The device consists of two wheels (1) and (2) (see. Fig. 1) and the variable volume elements that are immersed into the liquid and fixed by means of the chain links (8), forming the difference (.F) between forces Archimedes ( F1) and (F2). Thus, the chain is set in motion whose direction is shown by arrows (9) and the wheel (1) and (2) beginning to rotate. The entire device is immersed in the liquid vertically.

sectional view of the float element

Fig. 2

Changing the volume of elements depends on the mass distribution within the device. Under the influence of gravity will change the mass of the volume elements, and the buoyancy will cause rotation of the wheels (1) and (2) in accordance with the position of the elements relative to the axes of the wheels (see. Fig. 1). Additional images of sections of float elements are shown in Fig. 2 - 5.

When the coup magnetic float changes the position control of the magnetic element relative to the stator (the stator takes place at the turn of 180 °). Under the action of forces of opposite direction is a change of the working volume. The movable magnetic rotor is supported in a certain standing position due to external floats.

The method of calculating the engine with the masses

The device employs gas springs (gas cylinders, which are filled with pressurized nitrogen). By the principle of action of these springs are identical parts used in cars to open and support the rear of the appliance door. Assume that the lower axle of the wheel is at a depth of 5.5 m (meaning the distance between the axes of the upper and lower wheels, as the depth at which is the upper shaft and the entire engine, has no essential significance). Gas springs is necessary to choose, based on the difference between the depths of the wheel axles. Assume that the upper wheel axle is at a depth of 3 m. The water pressure at that depth is about 0.3 kg / cm. If the mass of the weight is 100 kg, the area of ​​the piston is 100 kg x 8 (coefficient.) = 800 cm 2. Add 10 kg of weight to overcome the friction. Thus, the working masses of weight is 110 kg. Float piston area is 800 cm 2 pressure on the piston at a depth of 3 m is 800 x 0.3 = 240 kg. The piston presses on the lever at its end transmitting power equal to 240: 2 = 120 kg. Thus, at the end of the lever, i.e. on the gas springs, we obtain 120 kg (Figure 1, point B), weight% weight add 110 kg, from 120 + 110 = 230 kg directed vertically downwards. Thus, it is necessary to choose the gas springs (in the example of 2) by force of 115 kg each. Mass moving downward by the weight (gravity) and the pressure from the piston "compress" gas springs, while the potential energy is accumulated in the compressed springs of the pushing force. The path (length) is equal to the mass movement of 50 cm, therefore the piston stroke length is 25 cm, where: piston area is 800sm 2 x 25 cm = 20,000 cm / cubic meters, equivalent to 20 liters. This work will occur between points A and B (Fig. 1). The volume of the element is reduced by 20 liters. When the same element from which we started our example, during the movement (dipping) would be at (or nearly at) the lower wheel axis on the left side (Figure 1, point D) at a depth of 8.5 m (5 5 m + 3 m = 8.5 m), the piston will act on the water pressure (about 0.85 kg / cm2). Thus, the water pressure on the piston will make 680 kg (800 cm2 piston area = 0.85 x 680 kg). Thus the float, bypassing the lower wheel, unfold 180 °. In order to counter that pressure in every spring there are 110 kg (weight by weight) + 115 kg where: 115h2 + 110 = 340 kg, directed vertically downward. Since the middle of the lever pushes the piston, it will be a force equal 340h2 = 680 kg. Thus, with both sides acting force, equal in magnitude. In this case, the upper right plunger falls below a depth of 3 m (increase of water pressure), and the lower left, he falls just above (reduced water pressure). By increasing the weight of 5 kg or below 10 (between points C and D, Fig. 1) by the weight of the mass and the spring forces the piston will move downwards, increasing the volume on the same element 20 liters. Of course, the energy necessary to separate slow speed rotation mechanism in order to reduce friction losses in the water (it is known that the friction loss while moving in the water is proportional to speed).

sectional view of the float element

Figure 3

sectional view of the float element

Figure 4

sectional view of the float element

Figure 5

The method of calculating the engine with the masses

The device employs gas springs (gas cylinders, which are filled with pressurized nitrogen).

By the principle of action of these springs are identical parts used in cars to open and support the rear of the appliance door. Assume that the lower axle of the wheel is at a depth of 5.5 m (meaning the distance between the axes of the upper and lower wheels, as the depth at which is the upper shaft and the entire engine, has no essential significance). Gas springs is necessary to choose, based on the difference between the depths of the wheel axles. Assume that the upper wheel axle is at a depth of 3 m. The water pressure at that depth is about 0.3 kg / cm. If the mass of the weight is 100 kg, the area of ​​the piston is 100 kg x 8 (coefficient.) = 800 cm 2. Add 10 kg of weight to overcome the friction. Thus, the working masses of weight is 110 kg. Float piston area is 800 cm 2 pressure on the piston at a depth of 3 m is 800 x 0.3 = 240 kg. The piston presses on the lever at its end transmitting power equal to 240: 2 = 120 kg. Thus, at the end of the lever, i.e. on the gas springs, we obtain 120 kg (Figure 1, point B), weight% weight add 110 kg, from 120 + 110 = 230 kg directed vertically downwards. Thus, it is necessary to choose the gas springs (in the example of 2) by force of 115 kg each. Mass moving downward by the weight (gravity) and the pressure from the piston "compress" gas springs, while the potential energy is accumulated in the compressed springs of the pushing force. The path (length) is equal to the mass movement of 50 cm, therefore the piston stroke length is 25 cm, where: piston area is 800sm 2 x 25 cm = 20,000 cm / cubic meters, equivalent to 20 liters. This work will occur between points A and B (Fig. 1). The volume of the element is reduced by 20 liters. When the same element from which we started our example, during the movement (dipping) would be at (or nearly at) the lower wheel axis on the left side (Figure 1, point D) at a depth of 8.5 m (5 5 m + 3 m = 8.5 m), the piston will act on the water pressure (about 0.85 kg / cm2). Thus, the water pressure on the piston will make 680 kg (800 cm2 piston area = 0.85 x 680 kg). Thus the float, bypassing the lower wheel, unfold 180 °. In order to counter that pressure in every spring there are 110 kg (weight by weight) + 115 kg where: 115h2 + 110 = 340 kg, directed vertically downward. Since the middle of the lever pushes the piston, it will be a force equal 340h2 = 680 kg. Thus, with both sides acting force, equal in magnitude. In this case, the upper right plunger falls below a depth of 3 m (increase of water pressure), and the lower left, he falls just above (reduced water pressure). By increasing the weight of 5 kg or below 10 (between points C and D, Fig. 1) by the weight of the mass and the spring forces the piston will move downwards, increasing the volume on the same element 20 liters. Of course, the energy necessary to separate slow speed rotation mechanism in order to reduce friction losses in the water (it is known that the friction loss while moving in the water is proportional to speed).

Test models of the engine

In order to test this principle of perpetual motion was made by the inventor of the motor model. Fig. 6 presents a model of perpetual motion with the magnetic control elements. The working model was fabricated by a simplified scheme m.

Model Tests showed the fundamental possibility of receiving eternal movement m. There was a steady rotation of this mechanism, despite the rather primitive m made model. According to M. Smerechanskogo, he was convinced that the law of conservation of energy, not "works" if there is no complete picture of the nature and interaction of external electromagnetic, gravitational or other valid fields and particle flows at the current matter or the working environment. Therefore, the law must be "close" at least in its modern broad understanding of energy. Perhaps offer a different wording: "Any force (or force) can be used for energy production", or in other words, "You can use any force, potential mvklyuchaya force fields, to perform useful work." mBolee information can be found on the site http://ingenrw.narod.ru/Andv1/Opi2_1.shtmll .

Test model of perpetual motion

Fig. Figure 6 model

Review based on a patent №2830575, France
Author: M. Smerechansky
http://monsite.wanadoo.fr /
Publication date 13.06.2004gg