Derivation of the Schwarzchild Solution from a Scalar Model of Spherical Quantum Waves
| Scientific Paper | |
|---|---|
| Title | Derivation of the Schwarzchild Solution from a Scalar Model of Spherical Quantum Waves |
| Author(s) | Michael Harney |
| Keywords | Waves, Quantum Theory, time dilation |
| Published | 2008 |
| Journal | Galilean Electrodynamics |
| Volume | 19 |
| Number | S3 |
| Pages | 54-56 |
Abstract
It is shown that if space is modeled as an elastic medium that propagates spherical, scalar quantum-waves, then the ratio of the square of the wave velocity to c2 reveals the same results as the familiar time dilation formula that is produced from the Schwarzchild G44 component. The Schwarzchild radius derived from the scalar-wave model is shown to be equal to the radius of the universe, implying that there are no gravitational singularities present within the radius of the Universe.