Integrated photonic continuous-variable quantum key distribution simulator with Gaussian-modulated coherent states, realistic hardware modeling, and finite-size security analysis
GMCS State Preparation
Gaussian Modulation
Fiber: 0.2 dB/km
Excess Noise: ξ
Homodyne/Heterodyne
Coherent Detection
Holevo bound χ_BE
Parameter estimation penalty
K = β·I_AB - χ_BE
Explore CV-QKD system design with our interactive simulators and analyzers
Calculate secret key rates with adjustable channel parameters, modulation variance, and reconciliation efficiency.
Launch ToolPIC loss budget analysis with grating couplers, waveguides, splitters, and LO routing losses.
Launch ToolChannel noise, excess noise sensitivity, and shot noise unit (SNU) characterization.
Launch ToolQuantum efficiency, electronic noise, and detector bandwidth effects on key rate.
Launch ToolKey rate vs distance curves with metropolitan and long-haul deployment scenarios.
Launch ToolFinite-size security analysis with composable security bounds and attack models.
Launch Toolβ: reconciliation efficiency, I_AB: mutual information, χ_BE: Holevo bound
V_A: modulation variance, χ_tot: total noise
Total transmission including all loss sources
Channel-added noise plus excess noise ξ
| Distance | Key Rate (bits/symbol) | Throughput @ 16 GBaud | Use Case |
|---|---|---|---|
| 10 km | ~0.15 | 2,400 Mbps | Data Center |
| 25 km | ~0.089 | 1,424 Mbps | Metropolitan |
| 50 km | ~0.024 | 384 Mbps | City-Wide |
| 80 km | ~0.003 | 48 Mbps | Long-Haul |
* Standard config: β=0.95, V_A=4 SNU, ξ=0.01 SNU, η_det=0.6, fiber loss=0.2 dB/km
1 dB PIC loss ≈ 5% detector quantum efficiency loss in effective key rate.
0.005 SNU excess noise change roughly halves achievable transmission distance.
Squeezing benefit limited to <2 dB due to losses in integrated photonic systems.