2009arXiv (Cornell University)Open access

Quasi-Classical dynamical determination of the Basic Planck Units and fine structure constant

Vladan Panković, D. Kapor

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Abstract

In this work all basic Planck units (Planck mass, Planck length, Planck time and Planck electrical charge) and some derived Planck units (Planck force and Planck energy) are exactly determined by solution of a simple system of quasi-classical (Bohr-Sommerfeld) quantum dynamical equations. Also we determine approximately, but with high accuracy, fine structure constant using typical quasi classical methods in a crystal lattice structure.

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In this work all basic Planck units (Planck mass, Planck length, Planck time and Planck electrical charge) and some derived Planck units (Planck force and Planck energy) are exactly determined by solution of a simple system of quasi-classical (Bohr-Sommerfeld) quantum dynamical equations. Also we determine approximately, but with high accuracy, fine structure constant using typical quasi classical methods in a crystal lattice structure.

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Available abstract

In this work all basic Planck units (Planck mass, Planck length, Planck time and Planck electrical charge) and some derived Planck units (Planck force and Planck energy) are exactly determined by solution of a simple system of quasi-classical (Bohr-Sommerfeld) quantum dynamical equations. Also we determine approximately, but with high accuracy, fine structure constant using typical quasi classical methods in a crystal lattice structure.

Key concepts: Planck, Planck length, Planck mass, Planck energy, Planck time, Planck constant, Physics, Bohr model

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