• Author: Pohl, M.U.E.
  • DOI: https://doi.org/10.5281/zenodo.18841750
  • Published: 2026-03-02
  • Cite as: Pohl, M. U. E. (2026). Quantization and Singularities in the Macrocosm: Insights from the Panvitalistic Theory (PVT). Zenodo. https://doi.org/10.5281/zenodo.18841751
  • Abstract: This paper demonstrates that quantization and singularities are geometric consequences of rational 6D volume comparisons, not fundamental quantum properties. Using the Earth-satellite system as macroscopic analog to the Bohr atom, we show discrete orbits, quantum jumps and the unification of and under PVT dimensions ( , , , ). Extending to nested rotating shells (crust vs.\ core with different angular velocities), multiple discrete energy levels emerge, exactly mirroring atomic shells. Singularities dissolve into finite angular boundaries.

This paper demonstrates that quantization and singularities are geometric consequences of rational 6D volume comparisons, not fundamental quantum properties. Using the Earth-satellite system as macroscopic analog to the Bohr atom, we show discrete orbits, quantum jumps and the unification of  and  under PVT dimensions (, , , ). Extending to nested rotating shells (crust vs.\ core with different angular velocities), multiple discrete energy levels emerge, exactly mirroring atomic shells. Singularities dissolve into finite angular boundaries.