Differential Space-Time Duration (General Relativity) on the Disease Appearance at 4th Dimensional Spacetime

Chin C

Department of Emergency Medicine, Semin Hospital, Daegu, South Korea

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Abstract

The instant appearance of tumors or blood clots after injection of the microchip-graphene substances can be explained through the differential Space-Time duration of General relativity on each patient. This injection can evoke quantum fluctuations near a gravitational wave inside the body by pair production under room temperature atmosphere. This process results from the curvature of spacetime and a virtual pair-production happens just at the event horizon.

Key Words

Tumors; General Relativity; Injection; Peak; Dimensional Spacetime

Introduction

The peak at the binding energy of about 285 eV corresponds to the sp2 carbon atoms in graphene monolayer. About 100 eV is needed to make a pair production of boson particles. Fermion needs lesser Fermi energy to make a pair production on the semiconductor crystals.

Quantum superposition is a fundamental principle of quantum mechanics that states that linear combinations of solutions to the Schrödinger equation are also solutions of the Schrödinger equation. This follows from the fact that the Schrödinger equation is a linear differential equation in time and position. The theory of quantum mechanics postulates that a wave equation completely determines the state of a quantum system at the differential space-time duration (General relativity) on the disease appearance at individual patients [1-5].

Discussion

Superposition is the ability of a quantum system to be in multiple states at the same time until it is measured. The Bardeen–Cooper–Schrieffer (BCS) ground state is a superposition of different numbers of Cooper-paired electrons, not a superposition of different numbers of total electrons. The unpaired electrons are still there in the material, just not paired. To be consistent with spin statistics theorem, the wave function of the system must be antisymmetrized for fermions and symmetrized for bosons [6]. As a result of this symmetrization and antisymmetrization, it is indeed true that the expected value of the distance between particles is increased for fermions and reduced for bosons. The particles are indistinguishable, not only in their intrinsec properties, but are also sufficiently close for their wave function to overlap. As a latercommer after the bosonic graphene pair production, massive or massless fermion superposition forms the microchip [7].

Injection on the same time (Greenwich Mean Time, GMT 00:00) at different places on earth Injection on the same space (Trafalgar Square, London, United Kingdom) at different times in line.

Figure 1: Differential Space-Time duration (General relativity) of disease-appearance at each place.

Figure 2: Differential Space-Time duration (General relativity) of disease-appearance at  each time.

Figure 3: Geometry of a black hole binary. We present two corresponding panels for the low-hard state (LHS) and for the high-soft state (HSS).

Conclusion

Graphene stored at low temperature, induce the bosonic pair annihilation as symmetrized state, under the room temperature atmosphere and microchips make the fermionic pair production as a symmetrized state. This bosonic and fermionic quantum superposition evokes various diseases at the various timeline on the various patients.

References

  1. Hawking SW (1971) Gravitational radiation from colliding black holes. Phys Rev Lett 26:1344.
  2. Bekenstein JD (1973) Black holes and entropy. Phys Rev D 7: 2333.
  3. Hawking SW (1975) Particle creation by black holes. Commun Math Phys 43: 199-200.
  4. Isabella Gierz., Christian Riedl., Ulrich Starke., Christian R. Ast., Klaus Kern (2008). Atomic Hole Doping of Graphene. Nano Lett 8: 4603-4607.
  5. Pieter Kok., W.J. Munro., Kae Nemoto., TC Ralph., Jonathan P. Dowling, et al. (2007) Linear optical quantum computing with photonic qubits. Rev.  Mod.  Phys 79: 135-174.
  6. Shufen Wang., Chao Wang., Xiang Ji (2017) Towards understanding the salt-intercalation exfoliation of graphite into graphene.  RSC Adv 7: 522527-52260.
  7. Keun Su Kim., Andrew L Walter., Luca Moreschini., Thomas Seyller., Karsten Horn., et al. (2013) Coexisting massive and massless Dirac fermions in symmetry-broken bilayer graphene. Nature Materials 12: 887-892.
Editorial Information

Article Type

Case Studies

Publication history

Received date: December 22, 2024
Accepted date: January 04, 2025
Published date: January 10, 2025

Copyright

©2025 Chin C. This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.

Citation

Chin C (2025) Differential Space-Time Duration (General Relativity) on the Disease Appearance at 4th Dimensional Spacetime. OSP Journal of Case Reports 7: JCR-7-174

Corresponding author

Chur Chin

Department of Emergency Medicine, Semin Hospital, Daegu, South Korea. nuestrodios@nate.com

Figure 1: Differential Space-Time duration (General relativity) of disease-appearance at each place.

Figure 2: Differential Space-Time duration (General relativity) of disease-appearance at  each time.

Figure 3: Geometry of a black hole binary. We present two corresponding panels for the low-hard state (LHS) and for the high-soft state (HSS).