Quantized-Elastic Spacetime Model: Time-Entropy Mapping & Mass-Gravity Duality

Physical simulation application of this quantized elastic space model

If a computer model of the universe is developed with this framework, the first and second laws of thermodynamics and Principle of least action would be the main factors to drive the simulation, treating entropy as a dynamical coordinate for spontaneous system evolution’s simulation. The mathematical simplicity of our model reflects a deeper truth: the universe itself operates on fundamental rules that generate complexity through iteration. If the nonlinear and asymmetric elastic modulus between SEQ is modeled, such a computer-based physical simulation could further embed General Relativity and QCD, evolving into a more comprehensive physical simulation framework.

  • Home Page
  • Introduction
  • 1.Basic sets of the model
  • 2.Time-space transformations Mapping
  • 3.Time-Entropy Mapping
  • 4.Analysis of Action
  • 5.Local time , the proper time and relative time
  • 6.Basic physical quantities in this model
  • 7.Phenomenological consistency checks
  • 8. A prediction of a difference in the magnetic moments of the positron and electron
  • 9. Gravitational Interaction and General Relativity
  • 10.1 SU(3) as the Origin of Mass Derivation
  • 10.2-10.5 Mass, Gravity, SU(3) and Higgs field in Quantum Field Theory
  • 10.6 The essence of mass
  • 10.7 The role of the Higgs Field: Symmetry Breaking and "Locking" Mechanism
  • 10.8. Qcd-Gravity duality | quantum gravity mechanism
  • 10.9 Kinetic Energy from Nuclear reaction as Release of Mass-Space Elastic Energy Storage
  • 11. Thoughts on the 3D Spatial Arrangement Matrix of Microscopic Particles
  • 12.Space Elastic Response Frequency
  • Time dilation in Relativity
  • Physical simulation application of this quantized elastic space model
  • Multiplicative Entropy | Analytic Quantum Thermodynamics
  • Cosmic Expansion Mechanism | Analysis of Future Trends in Cosmic Expansion
  • Full-text available on Zenodo