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On the Uncertainty Relations That Would Be Used in the New Description of the Big Bang According to the Hypothesis of Primary Particles

DOI: 10.4236/jhepgc.2022.84068, PP. 978-982

Keywords: Flat Space and Time, Quantum of Speed, Reduced Planck’s Constant, Spherically Symmetric Case

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Abstract:

In this paper, we have determined the structure of the uncertainty relations obtained on the basis of the dimensions that describe the very origin of the Big Bang—in accordance with our Hypothesis of Primary Particles, and with the logically introduced, smallest increment of speed that can exist, the “speed quantum”. This approach allowed us to theoretically move the margin for the description of this singularity to values smaller than the Planck time and the Planck length; hence, we also introduced a new constant in the uncertainty relations, which corresponds to the reduced Planck constant. We expect that such a result for the initial singularity itself will enable a more detailed study of the Big Bang, while opening new areas of study in physics.

References

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