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Kiss, Zoltan J QUANTUM ENGINE eBook

QUANTUM ENGINE

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Imprint: Trafford Publishing

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In Quantum Engine, Zoltan J. Kiss builds upon the revolutionary ideas he introduced in his previous books, Energy Balance of Relativity and Quantum Energy and Mass Balance, and provides a blueprint for solving Earth's energy crisis. In this, his third book, Kiss takes the discussion of quantum energy and mass-energy balance to its logical conclusion-the quantum engine. Kiss's calculations prove that acceleration generates electricity. This energy comes from the transformation of blue-shift energy into electron flow. The quantum impact of Earth's gravitation on the speeding particles results in the generation of an electron surplus, a source of electricity. Kiss's groundbreaking original research demonstrates that this mass-energy balance approach is the key to unlocking Earth's energy future. The transformation of mass into energy and the retransformation of energy into mass can produce a limitless supply of energy via the quantum engine-our future source of energy.

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Title of eBook: QUANTUM ENGINE
Release Date: 03-30-2011
Publisher: Trafford Publishing

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Parent title QUANTUM ENGINE
Encrypted (DRM) Yes
SKU 9781426957833
File size 2531
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QUANTUM ENGINE


Chapter One

SUMMARY of Book 1 and Book 2

Energy Balance of Relativity and Quantum Energy and Mass Balance

Part 1 Time relations of systems of reference in motion

1.1 Motion with constant speed

In order to characterise the motion with v=const, we have to take a universal event and assess the impact of the motion on the description of the event. This universal event is a light beam across a system of reference in motion with v=const.

Two systems of reference are taken: SORto is supposed to be a stationary one, SORtv is supposed to be in motion with speed v=const relative to SORto in direction, parallel with increasing axis yo. The speed of SORtv in direction, parallel to xo is zero. Both are understood as three-dimensional systems. For the simplicity of the projection we picture only two coordinates of the systems. They are respectively xo-yo and x-y.

The light signal enters SORtv at the spot, marked by e(1) at y, and crosses the system of reference not changing its direction. This direction is a straight line, parallel with axis xo, as observed within SORto. While the light beam crosses the systems, SORtv moves upward in direction yo with speed v=const and makes a path of Δyo within SORto. As the result of this motion, axis x(1) moves upward and takes position x(2). This means that the spot of the access o

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