Measurements can be made by relating RRR to psychological (time perception), biological (circadian rhythms), or physical (quantum/microsystem synchronization) phenomena.
6.c Model Extensions: Superposition and Multi-Modal Resonance
This model can be developed into a superposition of waves:
R(tr,)=i=1naicos(i(trt0)i()+i) R(t_r, \psi) = \sum_{i=1}^n a_i \cos\big( \omega_i (t_r - t_0) \phi_i(\psi) + \theta_i \big)R(tr,)=i=1naicos(i(trt0)i()+i)
where ai,i,i,ia_i, \omega_i, \phi_i, \theta_iai,i,i,i are the amplitude, frequency, consciousness modulation, and phase of each resonance mode that can represent various dimensions of relative time and consciousness.
Yes! Here is a schematic simulation design and description for a time-aware system based on the resonance model we have created. This simulation is conceptual and can be developed in a numerical programming language such as Python, Matlab, or Wolfram Mathematica.
6.d Schematic Simulation of Time-Aware System
Purpose of Simulation
Visualizing the resonance dynamics between relative time trt_r, absolute time t0t_0, and the state of consciousness (tr)\psi(t_r).
Observing how changes in consciousness affect the synchronization of time relative to absolute time.
Describes the phenomena of fragmentation (resonance disintegration) and integration (resonance alignment) according to the postulates that have been formulated.
