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Invariant Model of Boltzmann Statistical Mechanics: and Generalized Thermodynamics.DE (en Inglés)
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Reseña del libro "Invariant Model of Boltzmann Statistical Mechanics: and Generalized Thermodynamics.DE (en Inglés)"
In this book, the author presents a universal scale-invariant model of Boltzmann statistical mechanics valid across diverse scales of space and time from cosmic to photonic. Since classical thermodynamics is based on statistical mechanics, the same degree of universality could therefore be attributed to the science of thermodynamics. Thus, thermodynamics as the mother of all sciences is a natural candidate for theoretical description of all physical phenomena, i.e., theory of everything (T.O.E.). The scale-invariant model of Boltzmann statistical mechanics and invariant forms of conservation equations are described in Chapter 1. In chapter 2, the modified zeroth law of thermodynamics is presented by identifying physical space as Huygens compressible ether, leading to stochastic definitions of Planck and Boltzmann constants. Thus, dimension of absolute temperature (degrees kelvin) is identified as a length (meters) associated with Wien wavelength of thermal oscillations.
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