CST Time-Machine Simulator

Two bobbing rings • Orbiting particles • Photon streams • 4 live clocks
Destination Control
Status: STABLE
UTC Cosmic Clock
Current Local Time
Destination Time
Δt (Difference)
White = stable equilibrium • Red = traveling • Rings bob faster in transit; particles & photons accelerate
How This Time Machine Model Works — Clocks, Equilibrium & Equations

Clocks used (always live):

  • UTC Cosmic Clock — Universal reference for synchronization.
  • Current Local Clock — Your device’s local time.
  • Destination Clock — Target local date/time you dial.
  • Δt Clock — Signed difference from now → destination, which smoothly goes to zero during travel.

Equilibrium condition (visual demo): The machine holds a stable field when thermal, rotation, and phase terms are small. During travel, energy rises and the beam glows red; upon arrival, it returns to white, indicating equilibrium.

Key relations (illustrative):

  • Δt = t_dest − t_now
  • LOD(Δt) ≈ 24 h + (1.7 ms / 100 yr) × (Δt / yr) (tidal friction trend → future days slightly longer)
  • rotFactor(Δt) = 24 h / LOD(Δt)
  • ω_⊕(Δt) = 2π / (86400 s · rotFactor)
  • P ∝ |Δt| · (1 + |rotFactor−1|·k) (more offset → more power to maintain the bubble)

Cosmic motion notes: For geologic-scale jumps, you must account for Earth’s rotation change (LOD) and long-term orbital/axial effects. In this demo, the rings’ bob and intensity encode that: larger |Δt| → faster bobbing and brighter beam. Historically, tidal friction slows Earth’s rotation; orbital period changes are smaller but can be modeled if desired.

Interpretation: If the destination is far, |Δt| is large → the simulator shows higher field activity (faster bob, photons, particles). When you press Travel, Δt converges toward zero, the beam transitions red→white, and the rings/particles return to stable rates, indicating synchronized arrival.