Physics education research, electronic materials, and the musings of Christopher Moore, Ph.D.

Astro · 2010-07-01 20:27:26

...../

Last edited by Astro (2010-08-01 05:20:25)

Astro · 2010-07-01 20:41:25

I'm changing all this.

Last edited by Astro (2010-07-10 01:19:26)

Astro · 2010-07-02 11:13:41

The Re-Formalism

In order to have Einsteins stress-energy on a particle, i believe it should be reformulated as a Local Innert condition, innert also in the notion that mass must have a gravitational charge, a measure itself of the entirity of the kinetic energy of system $1/2Mv^2$ . The stress-energy is a vacuum-related scenario/phenom, and so it leads me to my next set of axioms, which will come later on.

The idea that we have a local stress energy on a particle in a field which is the same as the presence of a gravitational charge has been seen in light from equations of acceleration and inertial mass. Next we will be looking at other innert qualities, such as particles always being on the move. The hypothesis will be simple - The local stress energy is what causes a charge but the global stress on the object disturbs it via the Uncertainty Principle.

Astro · 2010-07-03 20:05:35

Just to Note: The $Q$ in the Tachyonic Field Equation is simply a symbol that represents what class its in - because it has a negative energy, it can be seen in light of stating: $Q \in \mathbf{C}_M$ where $\mathbf{C}_M$ is the complex manifold describing the negative energy solution.

Last edited by Astro (2010-07-03 20:06:50)

Physics education research, electronic materials, and the musings of Christopher Moore, Ph.D.

#1 2010-07-01 20:27:26

Using the Permitivitty and Permeability Equations to derive a T-Field

#2 2010-07-01 20:41:25

Re: Using the Permitivitty and Permeability Equations to derive a T-Field

#3 2010-07-02 11:13:41

Re: Using the Permitivitty and Permeability Equations to derive a T-Field

#4 2010-07-03 20:05:35

Re: Using the Permitivitty and Permeability Equations to derive a T-Field

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