Explaining the Nature of the Mass m of Submicroparticles and the Phenomenon of Mass Variation with Velocity V in Ether



Abstract Views
219

Downloads
215

Citations

Share

##plugins.themes.bootstrap3.article.sidebar##

Submitted Jan 27, 2021
Published Feb 5, 2021
10.24018/ejphysics.2021.3.1.48

Abstract viewed = 219 times

Table of Contents

##plugins.themes.bootstrap3.article.main##

A brief history of mass nature is presented, including formulas for mass variation with velocity V. A new mass hypothesis (MH), on the nature of mass m is presented. Accordingly, the mass m0 of submicroparticle (SMP), is given by the kinetic energy accumulated inside the SMP, by the vortices/vibrations of groups of ether (ETH) cells, constituting the submicroparticles (SSMP). These SSMPs will also create the inertial force (FI) of the SMP, due to the opposition manifested by ETH, toward any accelerated movement of SMP. A new explanation of mass m increase, with V is proposed, admitting the existence of ether in the form of our model, HM16. The entrainment of the surrounding ETH of SMP, takes place, with speed VETH, which stores the EETH energy. The spatial variation of VETH around the SMP, was analysed using the method of potential motions, for a cylinder, moving in water-like fluid, or in ETH, resulting a spectrum of the lines of current ψ, indicating the size of VETH, rapidly decreasing with distance r. So resulted the kinetic energy EETH stored by the movement of the outer ETH, which provides the supplementary mass ms. The case of SMP which acquires velocity V, approaching c, was analysed. Then, a phase change (PC) will take place, through which the SMP, transforms into photons (PHs), when movements of the ETH from the outside including energy EETH is transferred into PH photons, having velocity c, representing ETH’s property.

Keywords: General Physics adapted to Ether; Mass intrinsic nature and inertia; Mass variation of submicroparticles with velocity; SRT and GR substitution by Ether; Submicroparticles aproaching c speed in Ether becoming photons

References

  1. Has, I., Miclaus, S., Has, A. (2008). Analysis of a possible correlation between electrical and gravitational forces. Physics Essays, 21, 303-312.
     Google Scholar
  2. Has, I., Miclaus, S., Has, A. (2010). An initial model of ether describing electromagnetic phenomena including gravity. Physics Essays, 30, 45-56.
     Google Scholar
  3. Has, I., Miclaus, S. Has, A. (2015). A theoretical confirmation of the gravitation new origin having a dipolar electrical nature with Coulomb Law corrected. American Journal of Modern Physics, 4(3), 97-108.
     Google Scholar
  4. Einstein, A. (2005). Zur Elektrodynamik bwegter Korper. Ann. Phy. IV, 17, 891.
     Google Scholar
  5. Has, I. (2000). The analysis of an alternative light path in Michelson’s experiment. Romanian Reports in Physics, 52, 775-789.
     Google Scholar
  6. Has, I., Miclaus, S., Has, A. (2010). An alternative light path analysis in Michelson’s experiment. Physics Essays, 23, 248-257.
     Google Scholar
  7. Has, I., Has, A. (2000). Light paths analysis in classic interferometer conditions. Balkan Phys. Lett., (proc. Suppl. BPL-4), 67-70.
     Google Scholar
  8. Has, I., Miclaus, S., Has, A. (2014). A reanalysis of the theory of interferometer experiment demonstrating that Michelson’s analysis contains an error, including the boat model analysis, so readmitting the ether presence. Optics, 3(4), 24-32. http://www.sciencepublishinggroup.com/j/optics.
     Google Scholar
  9. Has, I., Miclaus, S., Has, A. (2018). a reanalysis of the two swimmers problem, as frequent model of Michelson’s interferometric experiment demonstrating that transversal path is not an isosceles but a right triangle and the race will end in a tie. Journal of Applied Mathematics and Physics, 6(4),1507-1521. www.scirp.org/journal/jamp.
     Google Scholar
  10. Has, I., Miclaus, S., Has, A. (2019). Reanalysis of Michelson’s interferometric experiment in relation to the two swimmers. Journal of Physics, Conference Series, 1251(012020), 1-24. doi:10.1088/1742-6596/1251/1/012020. https://iopscience.iop.org/article/10.1088/1742-6596/1251/1/012020.
     Google Scholar
  11. Barbulescu, N. (1979). The physical basis for Einstein’s relativity (in Romanian). Ed. St. & Enc.: Bucharest, p. 59.
     Google Scholar
  12. Has, I., Miclaus, S., Has, A. (2018). An analysis of the origin of the interaction force between electric charges including justification of the lnr term in the completed Coulomb’s law in HM16 ether. Journal of Modern Physics, 10(9), 1090-1125. www.scirp.org/journal/jmp.
     Google Scholar
  13. Has, I., Miclaus, S., Has, A. (2018). Analysis of electrical dipoles interaction forces as a function of the distance and of the form of electrical force. Journal of Applied Mathematics and Physics, 6(9),1886-1895. www.scirp.org/journal/jamp.
     Google Scholar
  14. Has, I., Miclaus, S. Has, A. (2020). New properties of HM16 Ether, with submicroparticles as self-functional cells interacting through percussion forces establishing nature of electrical charges, including gravitation. Journal of Modern Physics, 11(6), 803-854. www.scirp.org/journal/jmp.
     Google Scholar
  15. Mateescu, C. (1961). Hydraulics (in Romanian). Ed. Didact. & Pedagog., Bucharest, p. 198, 201, 202.
     Google Scholar
  16. Has, I. (2020). Identification of Michelson’s errors in his 1881/87 experiments and their analysis. Research & Reviews Journal of Pure and Applied Physics, 8(4), 1-15. https://www.rroij.com/open-access/identification-of-michelsons-errors-in-his-188187-experimentsand-their-reanalysis.pdf.
     Google Scholar