Hyper-Energy Theory

Section files are now available for the forthcoming paper:

On the classical hyper-energy field equations governing all aspects of big bang cosmology.
(Styled for Phys. Rev. D15)

INTRODUCTION: (Last updated February 23, 2005)

The present crisis in fundamental science.

In his 1998 book, What Remains to be Discovered, [1] Sir John Maddox, past editor of Nature for 23 years, calls attention to “the present crisis in fundamental science" which stems from the 65 year old incompatibility of general relativity theory with quantum theory, and the related 40 year old problem of big bang cosmology (BBC). According to Maddox, this crisis has been calling, with increasing clarity and anxiety, for “a new physics, regulated by principles not yet imagined”, [1, p. 21] that will introduce itself in the following three ways: [1, pp. 98-120]
  1. By the readily quantizable description of gravity which it provides.
  2. By the deeper understanding of space, time, and matter, which it provides in doing so, the need for which is “now self evident.”
  3. By its intrinsic suitability for modeling all aspects of big bang cosmology.
But Maddox carefully distinguishes between the possibility of merely discovering such a new physics, which could eventually lead to a mathematically well formulated theory of everything (TOE), and the less likely possibility of discovering a fully formulated (TOE). [1, p.21] This belief is supported by Steven Weinberg's perception of the quest for fundamental theorists, which he stated in his 1986 Dirac Memorial Lecture on “The Final Laws of Physics.” Namely:

...“To look for a simple set of physical principles, which have about them the greatest sense of inevitability, and from which everything we know about physics can, in principle, be derived,” not discounting the prediction of his colleague John Wheeler; that, “when we eventually know the final laws of physics, it will surprise us that they weren't obvious from the beginning.” [2]

Matching milestones of the new physics that is systematically derived in this paper.

In this paper I take pains to first delineate a driving energy principle which has about it the greatest sense of inevitability, and from which I systematically derive the general mathematical qualifications of a system of classical hyper-dimensional field equations which appear to be suitable for addressing all aspects of big bang cosmology. The inevitability of this driving energy principle stems from the fact that it is merely a consolidation of two energy principles which were unveiled, separately, by two of the world’s most productive fundamental theorists, about 100 and 140 years ago, respectively: I am referring to:
  1. Albert Einstein’s celebrated 1905 unification of field-particle energy and mass; which endowed energy with a previously unappreciated substantiveness, ubiquity, and fluidity.

  2. James Clerk Maxwell’s overlooked 1865 energy theory of space and gravity; which revealed that the “attractive” interaction of electrically neutral matter results naturally from a mass induced decrease of a relatively enormous energy density, e/o, that characterizes and delimits the physical space of this universe.
  3. [4-5]
Maxwell left the mathematical development of his space-energy theory of gravity (as I call it) to future theorists, saying: It may therefore be encouraging to note that, with the depth, breadth, and precision of today’s knowledge and tools of thought, an embryonic view of the final laws of physics is systematically derived by simply following the physical implications of Maxwell’s e/o-continuum, concordant with the modern understanding that all subatomic field-particles are characterized by a unifying substantive energy, called mass-energy. Which means, following the physical implications of a Substantive Space-Energy (SSE) postulate, which states that:

Contrary to the empty-space paradigm which has prevailed for the last century; effectively asserting that eo = 0, the expanding and superficially empty  space of this universe is actually a distribution of an explosively created substantive energy, called substantive space-energy (SSE), whose density, eo, is greater than the largest possible 3-volume density of substantive matter-energy.


From this SSE postulate I proceed to systematically derive:
  1. In Sections (II and III): A deeper and more practical Lorentz invariant understanding of what is meant by space, time, matter, and particle inertia, covering special relativity completely and giving an intuitively gratifying fluid dynamic structure to Maxwell's qualitative gravity theory.
  2. In Sections (IV and V), by utilizing the (1 + 3)-dimensional tensor mathematics of general relativity: A readily quantizable fluid-energy description of gravity that covers a crucial part of general relativity theory. Thereby revealing that the physics of substantive energy, no less than the physics of electromagnetism, can be mathematically formulated by borrowing whatever is needed from the now 350 year mature nonlinear field theory of compressible fluid dynamics. With regard to the desired greatest sense of inevibility, this has two things to commend it:

  3. In Sections (VI thru IX), by extrapolation to (1 + p > 3)-dimensions: A fluid hyper-energy physics which appears to be intrinsically well suited for modeling all aspects of big bang cosmology, thereby provisionally vindicating Einstein's belief in a classical TOE.
  4. In Section X: The strong possibility that the field-particle system is conditionally open to a permanent form of vibrational hyper-dimensional energy, called hyper-energy, which is physically coupled to our rich energy-space and field-particles as a literal hyperflow of an ordering field that can be realistically interpreted as field-particle or mass-energy time. Raising the question, can this new found physical flow of time be tapped to create revolutionary forms of low pollution power and propulsion?
  5. Overall: A 30 year upgrade to my original 24 page disclosure. [3]
_________________________
[1] Sir John Maddox, What Remains to be Discovered, (The Free Press, 1998), pp. 98-120.
[2] Steven Weinberg, "Towards the final laws of physics," in Elementary Particles and the Laws of Physics, The 1986 Dirac Memorial Lectures, (Cambridge University Press, 1987,8,9), pp. 63,4.
[3] R. E. Var, "On a New Mathematical Framework for Fundamental Theoretical Physics," Foundations of Physics, Vol. 5, No. 3, Sept. 1975, pp. 407-431.
[4] Cyril Domb, "James Clerk Maxwell---100 years later," Nature, Vol. 282, November 1979. p. 239.
[5] James Clerk Maxwell, "A Dynamical Theory of the Electromagnetic Field," Phil. Trans. 155, 1865, pp. 459-512, p. 492-3.
[6] D. V. Skobel’tsyn, Editor, “Quantum Field Theory and Hydrodynamics,” (Vol. 29 of the Trudy Proceedings of the P. N. Lebedev Physics Institute. English Translation by Consultants Bureau, New York, 1967).
[7] The Executive Committee of the Division of Fluid Dynamics, American Physical Society, and the American Institute of Physics Education and Manpower Office, in R. J. Emrich, et. al., "Teaching of Physics of Fluids in U.S. Colleges and Universities", Am. J. Phys., Vol. (36), No. (10), October 1968.

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In Sections I through XI, three increasingly comprehensive, classical gauge-field theories (GFT1-3) are derived and shown to:
File Download Options (for the currently available Abstract through Section VI)

The following file options are provided to accommodate the different user download capabilities and preferences. Right Click to Download PDF and/or Zipped PDF files. Left Click to view PDF files.

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The Abstract to Section VI PDF 2392 HyperEnergy_A_VI.pdf
ZIP 1076 HyperEnergy_A_VI_PDF.zip
The Abstract to Section III PDF 1567 HyperEnergy_A_III.pdf
ZIP 650 HyperEnergy_A_III_PDF.zip
Sections IV to VI PDF 674 HyperEnergy_IV_VI.pdf
ZIP 322 HyperEnergy_IV_VI_PDF.zip


The remaining sections (VII thru XI) describing qualitative applications of Hyper-energy Theory to:
are Company/(HyperSpace Solutions) Proprietory.

Contact Information:

Robert E. Var, President
HyperSpace Solutions
130 Sheffield Road
Waltham, MA
02451-2323
(781) 891-4136
RvarSpace@alum.mit.edu

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