Einsteins Mass to Energy Equation and the V wave - Page 1

Summary

This is a brief introduction.

Einstein based his equation upon the EXTERNAL FORCES acting on a body. I resolve his equations to mine acting with INTERNAL FORCES for a particle!

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Initially I believed that the distortion of space had more to do with the mass to energy equations used by both Einstein and myself as both theories deal with the distortion of space. I have come to the conclusion that a more subtle process takes place and the fundamental difference in my taking the internal mass to energy transformation compared to Einstein's external mass to energy process can be fully resolved here.

Introduction
Einstein derived his Mass to Energy equations from Newton’s equations of velocity and acceleration. I am taking a completely different approach that fixes this transformation process as a totally internal operation.
I have previously introduced the V and W waves as being responsible for the Mass to Energy transformation process but not had a means of showing mathematically how such a force could arise. I have however described this transformation as acting out from the particle core’s centre and then returning continually. The Error Function is the means I will use to establish a process that is exponential in nature.
I am using the paper “AM375a: The Error Function erf Notes” by Mikko Karttunen. Web: www.softsimu.org November 25, 2007. I trust he will allow me to reproduce large parts of his paper for study purposes here.
Deriving the Error Function as a Mass to Energy Exchange
I am not treating this function, here, as actually, describing error. The error function (see figure 1 – plots of erf[x]) is useful to me, as I will show, in that it:
* Uses an exponential form.
* Integrates the equation allowing for mass and energy to be summed without interruption.
* Has a complimentary form. This allows for mass to counter-balance energy. That is when mass increases then energy decreases and vice versa.
* Has a polar form and so can be used to describe the cross section of a particle.

continued on page 2 > CLICK HERE