Göttingen 2025 – wissenschaftliches Programm
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MP: Fachverband Theoretische und Mathematische Grundlagen der Physik
MP 8: Waves, Relativity and Quantization
MP 8.4: Vortrag
Mittwoch, 2. April 2025, 17:15–17:35, ZHG002
The missing link between quantum theory, general relativity and string theory: c m day / rEarth′s equator2 = 2/π — •Helmut Christian Schmidt — LMU, Munich, www.physics-beyond-standard-model.com
Quantum theory, general relativity and string theory are mathematically correct, but not complete. What can a person see? This can only be explained by a thought experiment. The light beam in the Michelson interferometer rotates in the same way as a Foucault pendulum. The experiment is only finished when one rotation is complete. The laboratory table for normalizing m and s rotates once a day, while a pendulum on the north pole indicates the sidereal time. Assuming a number chain for particles, we get: The spin corresponds to the apse line and is always orthogonal to the largest neighboring object and gives the gravity. For the system of Earth and photon, the pivot point of the angular momentum is the earth’s surface. This gives √π/2 c m day= rEarth equator (NN 489 m) Normalizing to electron, the energy of an electron is: Ee= gfreq π + 1 − gpot/π. An algorithm is derived from a Christoffel symbol and similar to a lattice gauge calculation, even without the four interaction constants. It provides exact rest masses for neutrons, protons, muons, tauons, quarks u, d, and pions. The theory can be applied to the inner planetary system and the cosmos and explains quantum entanglement and the hierarchy problem.
mNeutron/me=(2π)4+(2π)3+(2π)2−(2π)1−1−(2π)−1+2(2π)−2+2(2π)−4−2(2π)−6+6(2π )−8=1838.6836611
If c m day / rEarth′s equator2 = 2/π is assumed to be true, there are a number of consequences: Formulas for action, energy and centers of gravity can be summarized in a single line by polynomial P(2π) . Eneutron/Ee = P(2π) is representative of all neutral objects, with the shortest formula consisting of 10 summands (3x3+1). The orbital periods result from 3 spatial dimensions 23 =8 as polynomial P(8). For example, for the system of observer, earth and bound moon, the orbital period of the moon is month = 1/2 (82−8−1−3/8) = 27.3 days. Further precise calculations for orbits and orbital periods in the solar system are given. It is important that the information from 2 real objects is also combined and stored in the cerebral network using the same algorithm as Eneutron/Ee = P(2π) in virtual objects at a common point in time. This would explain the anthropic principle from theoretical physics.
h, GN and c5 result in a common constant:
h GN c5 s8/m10 √π4 − π2 − π−1 − π−3 = 0.999991
This leads to an estimate for H0 and the wavelength of the CMBR. The polynomials P(2π) give rise to new questions in physics, especially regarding Hilbert’s 6th problem.
www.researchgate.net/publication/383976153
Keywords: hierarchy problem; physics beyond the standard model; elementary particle physics; inner planetary system; proton mass