Abstract
In the present report, we examine whether or not there are similar and different characteristics between biological molecular particles and non-living ones such as quark and leptons. While the Newton, Schrodinger, and Boltzmann equations and elementary particle theories describe only a narrow range of scales, the present statistic-fluid dynamic theory having only one arbitrary constant synthetically reveals masses as well as frequencies of various particles of quarks, leptons, W–Z bosons, Higgs boson, plank mass, hadrons, atoms, biological molecules, liquid droplets, living cells, biological organs, and stars. This is possible because each flexible particle is commonly generated by a mode in which a larger particle breaks up into two smaller ones through a gourd shape (gourdron) with two lumps rather than strings. These masses and frequencies dominated by the super-magic numbers, including the asymmetrically golden and symmetrically yamato ratios, can be derived by a quasi-stability principle weaker than neutral stability. The primordial mechanism underlying various types of symmetry breaking and the natural four forces including gravity is also revealed by this theory.
Similar content being viewed by others
References
Walser H (2001) The golden section, 2nd edn. The Mathematical Association of America, the publisher B.G. Teubner Stuttgart
El-Wakil MM (1971) Nuclear heat transport. DoubunShoin, Tokyo
Naitoh K (1999) Cyto-fluid dynamic theory. Oil Gas Sci Technol 54:205
Naitoh K (2001) Cyto-fluid dynamic theory. Jpn J Ind Appl Math 18–1:75
Henley EM, Garcia A (2007) Subatomic physics. World Sci
Prigogine I, Kondepudi D (1999) Thermodynamique. Odile Jacob, France (also in Prigogine I (1945) Etude Thermodynamique des phenomenes irreversible. Bull Acad R Blg Cl Sci 31:600–606)
Aizawa H, Bianco IH, Hamaoka T, Miyashita T, Uemura O, Concha ML, Russell C, Wilson SW, Okamoto H (2005) Laterotopic representation of left-right information onto the dorso-ventral axis of a zebrafish midbrain target nucleus. Curr Biol 15(8):238–243
Naitoh K (2008) Stochastic determinism. Artif Life Robotics 13:10–17
Naitoh K (2010) Onto-biology. Artif Life Robotics 15:117–127
Naitoh K, Hashimoto K, Inoue (2010) Topo-embryology: DNA evolution from ring to string brings the multi-cellar system. In: Proceedings of 6th WCB, Singapore, pp 1163–1168
Naitoh K (2012) Spatiotemporal structure: common to subatomic systems, biological processes, and economic cycles. J Phys Conf Ser 344:1–18
Nakamura T et al (2009) Halo structure of the island of inversion nucleus 31Ne. Phys Rev Lett 103:262501
Miley GH, Patterson JA (1996) Nuclear transmutations in thin-film nickel coatings undergoing electrolysis. J New Energy 1–3:5–30
Nambu Y, Lasinio J (1961) Dynamical model of elementary particles based on an analogy with superconductivity I. Phys Rev 122:345–358
Hirschfelder JO, Curtiss CF, Bird RB (1964) Molecular theory of gases and liquids. John Willey, New York
Kennard EH (1927) Zur Quantenmechanikeinfacher Bewegungstypen. Zeitschriftfür Physik 44(4–5):326
Landau ED, Lifshitz EM (1981) Quantum mechanics, 3rd edn. Butterworth-Heinemann Elsevier, Oxford
Naitoh K, Shimiya H (2011) Stochastic determinism capturing the transition point from laminar flow to turbulence. Jpn J Ind Appl Math 28(1):3–14
Naitoh K (2012) Hyper-gourd theory. J Artif Life Robotics 17:275–286
Naitoh K (2011) Quasi-stability theory: explaining the inevitability of the magic numbers at various stages from subatomic to biological. In: Proceeding of the 15th Nordic and Baltic conference on biomedical engineering and biophysics, IFMBE proceedings vol. 34, Denmark, pp 211–214
Naitoh K (2011) The inevitability of biological molecules connected by covalent and hydrogen bonds. In: Proceeding of the European IFMBE conference, IFMBE proceedings vol. 37, pp 251–254
Lamb H (1945) Hydrodynamics, 6th edn. Dover, New York
Tatsumi T (1982) Fluid dynamics. Baifukan, Tokyo
Landau ED, Lifshitz EM (2004) Fluid mechanics, 2nd edn. Butterworth-Heinemann Elsevier, Oxford
Naitoh K (1998) Macroscopic kinetic equation for a genetic algorithm. Jpn J Ind Appl Math 15–1:87
Naitoh K (2011) Morphogenic economics. Jpn J Ind Appl Math 28:15–26
Naitoh K, Kuwahara K (1992) Large eddy simulation and direct simulation of compressible turbulence and combusting flows in engines based on the BI-SCALES method. Fluid Dyn Res 10:299–325
Naitoh K (2012) Quasi-stability. In: Proceedings of 17th international conference on cold fusion
Naitoh K (2012) Quasi-stability. Soryushiron Kenkyu YITP-W-11-25, pp 276–294
List of largest known stars. http://en.wikipedia.org/wiki/List_of_largest_known_stars. Accessed 06 Nov 2013
Naitoh K (2013) Gourd theory: rather than string and hyper-symmetry theories. In: Proceedings of JSST2013 international conference on simulation technology, Tokyo
Acknowledgments
This article presents part of the outcome of research conducted under a Waseda University grant for special research projects (2010B-155).
Author information
Authors and Affiliations
Corresponding author
About this article
Cite this article
Naitoh, K. Gourdron theory: revealing synthetically the masses for biological molecular particles of DNA and proteins and abiological particles of quarks and leptons. Artif Life Robotics 18, 133–143 (2013). https://doi.org/10.1007/s10015-013-0117-x
Received:
Accepted:
Published:
Issue Date:
DOI: https://doi.org/10.1007/s10015-013-0117-x