Member

For most situations Space Density theory will have the same observable results as spacetime theory, but in this paper an example will be presented that will show an observable difference. Thus the more correct theory can be proved through a similar experiment.

Observational Physics is a new theory which goes back and corrects the errors that were originally made in special and general relativity, to create a working unified theory. Observational Physics is based upon the concepts that the universe is composed of energy of four different forms, time is constant, distance is relative, Space exists as a fourth form of energy, and rather than relative states, there are observed states of which the only true state is that which an object would see itself. To date, this theory has been correct for all macro calculations and it predicts that all black holes will have a true gravitational force of 2.0E8 m/s² at its horizon. With Observational Physics, gravity can be calculated without a gravitational constant. It is anticipated that Observational Physics will also hold true on a quantum level as it is studied further.

By using the Space Constant Equation it is possible to accurately calculate the gravitational force of any celestial body and the "fudge factor" of the gravitational constant is able to be discarded forever. This article expands upon the underlying principles outline by Siepmann JP, Journal of Theoretics, Vol. 1 No. 1, The Laws of Space and Observation and demonstrates the usage of the Space Constant Equation.

The Laws of Space and Observation unify the concepts of time, distance, matter, energy, gravity, and Space. The previously overlooked yet unifying factor is the concept that "Space" really exists as an entity unto itself. The Relative Space Density and Relative Space Warp equations as herein presented allows us to mathematically calculate an object?s gravity, mass, size, Space density, and more from a distant viewing site.

The Laws of Space and Observation state that time is nonrelative. The current methods of interval measurement do not measure true time but rather a periodic occurrence interval which would be relative to the observer. True (nonrelative) time can only be measured by using a constant, such as the objective speed of light. The interval it takes the speed of light to travel a preset distance in the observer's own space and will always be constant and not subject to relativity as the ratio of dobj (objective distance) to cobj (objective velocity of light) will always be constant to any observer. Such a device as conceived and outlined herein shall be referred to as a "light clock."