The Elastic Limit of Space and the Quantum Condition
Znidarsic (new), Frank
Quantum Theory / Particle Physics
December 23, 2012
the quantum condition, Planck constant, hydrogen atom, zero point, uncertainty,
The quantum condition describes the angular momentum of a quantum system. This angular momentum is a multiple of Planck’s constant. Max Planck, Niels Bohr, and Albert Einstein sought a classical explanation for the quantum condition. Ernest Rutherford also looked for a classical solution, gave up, and began his work with the nucleus. It has now been over one hundred years since a classical solution was sought. Science has moved on and it is now assumed that there is no causative explanation for the quantum condition. There currently is no causative classical explanation for the cause of spin, for the duality of particles and waves, for the existence of zero point energy, or for the origin of uncertainty. It is believed that these phenomena exist only within the realm of the quantum. According to this philosophy the everyday classical realm is only a subset of this mysterious quantum realm.
A causative classical explanation for the quantum condition was found. The quantum condition emerges as an effect of a classical limit in elasticity. The introduction of an elastic limit provides a new understanding of the mysterious quantum realm. According to Znidarsic’s philosophy the properties of the quantum realm are special condition within the laws of Newtonian mechanics.