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Discrete states of continuous electrically charged matter

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    0358390 - ÚJF 2012 RIV PL eng J - Journal Article
    Šimáně, Čestmír
    Discrete states of continuous electrically charged matter.
    The Old and New Concepts of Physics. -, č. 3 (2008), s. 499-512. ISSN 1733-8026
    Institutional research plan: CEZ:AV0Z10480505
    Keywords : Euler equation
    Subject RIV: BG - Nuclear, Atomic and Molecular Physics, Colliders

    By introducing in the Euler equation non mechanical (mesic) force densities equal to the products of corresponding potentials and gradient of the matter density, and supposing that the ss has a diffusion character, the equation of continuity with internal sources (both positive and negative) is obtained. These sources are proportional to the algebraical sum of electrostatic, kinetic and proper energy densities, the constant of proportionality being the inverse value of the diffusion constant D = ħ/2m, taken with negative sign. The stationary state is obtained if the solution of the continuity equation holds in any point of the object, which is possible only for discrete values of the constant E with dimension of energy, entering in the equation of continuity.
    Permanent Link: http://hdl.handle.net/11104/0196452

     
     
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