Summary of the essence and principles of operation of the device.
Hyrodrive: Instead of Introduction.
Before you argue about the fundamental law of conservation of mechanical impulse, which is applicable only for inertial reference systems, and its immutability closed for inertial reference systems - answer the question: Where in the cart flywheel system performed Newton's first law? After that you can argue about this inertial system.
Allows you to:
Get cheap access to resources beyond the Earth. (Simply take than dig) Create highly mobile transport and combat aircraft are not available to any of the modern air defense systems.
Principle of operation:
Transformation and redistribution of energy within the system (for example - the cart with a gun and a flywheel). Further modernization of the concept will be used instead of guns and projectile electromagnetic interaction. Conversion of electrical energy into mechanical motion. Summary: Using electromagnetic energy instead of fuel. Cheapness. Ease of fabrication. Experiment with a cart and a flywheel
Experiment with a cart and a flywheel
The first case.
If the inside of a closed box fire the gun (spring, to cut off the powder gases and other associated with it), then for the first time box with a gun fly in one direction, the bullet will fly to another. Total momentum of the system does not change, as this system applicable laws inertial systems , in particular - the law of conservation of momentum. The next time Memento bullet hits the opposite wall from the gun . Pulses bullets and boxes with a gun and summarized all movement ceases. Box made movement, bullet too. The center of mass of the system was not changed. System speed will eventually be equal to:
The anisotropic Impulse Systems
The second case.
Establish flywheel inside the box. After shot from a gun a bullet gets into a point on its circumference. It’s not central shot. As a result of this interaction bullet ceased uniform and rectilinear motion and began to move around the circumference of the flywheel (stuck in it)
Speed of the system in this case is:
Mathematical model of the Hyrodrive
Here are the documents with the detailing calculation of problem and the calculation of the forces which act at the moment when the bullet will strike the edge of the flywheel and the beginning of the rotation. The calculation is given for two cases: the central and non-central kick.
The first term.
There is flywheel of mass M. He is resting in an absolute vacuum. No external forces. It misses the bullet of mass m, which is moving with speed v before hitting. Non-central shot. (see pic. 1) As a result of impact of the bullet starts to rotate the flywheel with some angular velocity w. Need to find a linear speed of the flywheel with a bullet. (Change impulse)
The second term.
There is flywheel mass M. He is resting in an absolute vacuum. No external forces. It misses the bullet of mass m, which is moving with speed v before hitting. Central kick. (see pic. 2) As a result of impact of the bullet flywheel does not start rotating. Need to find a linear speed of the flywheel with a bullet. (Change impulse)