Quantum Gravity Observables Workbench

Planck Scale Simulator
$\Delta t_{LIV} = \pm \frac{1+n}{2 H_0} \frac{E^n}{M_{QG}^n} \int_0^z \frac{(1+z')^n}{\sqrt{\Omega_m(1+z')^3 + \Omega_\Lambda}} dz'$ Suppression: 1.47e-19
Delay Gradient ($\Delta t / \Delta E$)
0.85 ms/GeV
Per-GeV photon lag rate
Max Photon Delay ($\Delta t_{max}$)
26.35 ms
At $E_{max} = 31.0$ GeV vs radio
Planck Ratio ($M_{QG}/M_{Pl}$)
1.20
Sub-luminal quantum dispersion
Detection Status
Sub-Planckian Delay
Window bounded by Fermi LAT
Cosmological LIV Photon Arrival Time vs Energy Interactive Spectral Dispersion Track
Observed / Modeled Multi-Channel Photon Event Bins 4 Standard Canonical Energy Channels
Channel ID Photon Energy ($E_\gamma$) Calculated LIV Delay ($\Delta t$) Simulated Arrival Delay ($\Delta t + \xi$) LIV Observable Status
Enjoy this tool? Build your own with Super