Atomic Clock Telemetry
● RUNNING
Clock A (Lower)
0 m
0.000000000 s
Proper Time Factor dτ/dt: 1.000000000
Clock B (Higher)
1.8 m
0.000000000 s
Proper Time Factor dτ/dt: 1.000000000
Celestial & Simulation Physics
Celestial Body Mass
1.00 M⊕
Body Radius
6,371 km
Simulation Time Warp
1,000,000x
General Relativity Metric
In a static, spherically symmetric mass distribution, Schwarzschild spacetime metric component $g_{00}$ determines proper time interval $\tau$ relative to coordinate time $t$:
dτ/dt = √(1 - 2GM / (r · c²))
Because gravity drops off with radial distance $r$, higher altitude clocks sit at weaker gravitational potentials and tick faster relative to lower clocks.