Tuesday, October 26, 2010

Burkhard Heim's Particle Structure Theory



This thread is for the purpose of discussing a Theory by Burkhard Heim, published in the Journal of Scientific Exploration in 1992. [vol. 6, no.3, pp. 217-231]
Authors: T. Auerbach, I. von Ludwiger

Also related would be the nature of mass, gravity, and the nature of dimensions.


To start, here is the link to the paper.

The introduction:

The present article provides an overview of Burkhard Heim´s unified field theory of elementary particles and their internal structures (heim,1984,1989; v.Ludwiger, 1981). Various old and new concepts enter into the theory, including cosmology, quantum field theory, organizing processes similar to Sheldrake’s morphogenetic fields (Sheldrake, 1985), and the existence of a smallest area in a 6-dimensional world. The main results of Heim’s theory are formulas for the masses of elementary particles. Results turn out to be in very good agreement with measured values.

This report is written with the aim of describing the basic architecture of Heim´s theory in mainly non-technical terms for the benefit of the average JSE reader with a scientific background, who is not necessarily a physicist. For this reason the terminology of field theory is often replaced by less specific but more readily comprehensible expressions. In an Appendix selected topics are discussed in more technical terms for the benefit of physicists.

The abstact:

Heim´s Theory is defined in a 6-dimensional world, in 2 dimensions of which events take place that organize processes in the 3 dimensions of our experience. A very small natural constant, called a “metron“, is derived, representing the smallest area that can exist in nature. This lead to the conclusion that space must be composed of a 6-dimensional geometric lattice of very small cells bounded on all sides by metrons. The existence of metrons requires our usual infinitesimal calculus to be replaced by one of finite areas. The unperturbed lattice represents empty vacuum. Local deformations of the lattice indicate of something other than empty space. If the deformation is of the right form and complexity it acquires the property of mass and inertia. Elementary particles are complex dynamical systems of locally confined interacting lattice distortions. Thus the theory geometricizes the world by viewing it as a huge assemblage of very small deformations of a 6-dimensional lattice in vacuum. The theory also has significant consequences for cosmology. width="640" height="385">
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