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Wildfire Study → Question 7

Can They Actually Get Out?

Q4 tells you when to pull the trigger. Q7 asks whether the roads can handle it. Four of sixteen communities cannot evacuate even with perfect warning. The bottleneck isn't the algorithm — it's the infrastructure.

Key Numbers

The Capacity Constraint

4 of 16
Communities can't evacuate
0 rescued
By contraflow
−2.45 h
Paradise margin
−10.35 h
Broomfield margin

Margin = available warning time minus total evacuation time (clearance + 1-hour mobilization delay). Negative means the fire arrives before everyone is out, even with a perfect MC-informed trigger.

All 16 Communities

Evacuation Margin by Community

Positive margin (green) means the community clears before fire arrival. Negative margin (red) means people are still on the road when the fire hits. Sorted worst to best.

Evacuation Margin (hours) — Sorted by Margin
Contraflow Sensitivity

Which Communities Flip?

Contraflow (reversing inbound lanes for outbound traffic) doubles road capacity. None of the four failing communities flip with contraflow alone — Paradise, Centerville, Indian Falls, and Broomfield all remain stuck. The deficits are too large for a capacity doubling to close. These communities need phased evacuation or shelter-in-place plans.

Margin: Baseline vs. Contraflow (4 failing communities)

Contraflow factor: 2.0x capacity. Mobilization delay: 60 min (baseline). Even the best-case scenario (contraflow + 30-min mobilization) cannot rescue any of these four.

Finding
Four of sixteen communities cannot evacuate even with MC-informed triggers. Broomfield (−10.35h margin), Paradise (−2.45h), Centerville (−1.05h), and Indian Falls (−0.02h) all run out of time before clearing. Contraflow rescues none — the deficits are too large for a capacity doubling to close. Windsor, which previously could not evacuate, now clears with the updated trigger timing. The Camp Fire model matches reality: 85 people died in gridlock because the road couldn't handle 26,682 people in the available window.

Q4 assumed infinite road capacity — everyone who's told to leave, leaves. Q7 drops that assumption. For four communities with limited egress, an earlier trigger doesn't help if the roads can't handle the load. These places need shelter-in-place plans, not better forecasts.

The answer is yes or no, not 2.45 vs. 2.31 hours. A traffic microsimulation would refine Paradise's margin from −2.45h to maybe −2.31h. Same answer: they can't make it. A simple throughput model (population / road capacity) gets the binary right, validated against NIST Camp Fire data. When the question is pass/fail, precision past the decimal point is wasted effort.

Broomfield is the extreme case. With 74,112 people and only 2,400 veh/hr (baseline, 3 roads), clearance takes 12.35 hours. Even with a trigger at hour 40 and fire arrival at hour 42 (P10), the margin is −10.35 hours. Contraflow helps but cannot close a 10-hour gap. This community needs phased evacuation or shelter-in-place — not a better forecast.

External Validation

Reality Check: Paradise Gridlock

NIST TN 2252 documented the Camp Fire evacuation in 2,600+ observations. Our model predicts Paradise cannot evacuate. What actually happened?

Model vs. NIST-Documented Reality
Metric Our Model Actual (NIST TN 2252)
Paradise can evacuate? No (−2.45h) 85 deaths
Road bottleneck? Yes (limited capacity) Skyway: ~1,200 cars/hr
Contraflow helps? Still fails (−1.23h) One-way conversion planned; fire blocked roads
All roads available? Not modeled All 5 arteries blocked at least once
Gridlock duration Not modeled 4–5 hours
Shelter-in-place needed? Yes (model says can’t clear) 31 refuge areas, 1,200+ civilians sheltered

NIST confirms the finding. Our throughput model says Paradise can’t clear in the available window. What actually happened: Skyway gridlocked within 30 minutes, 40,000 people spent 4–5 hours escaping, 1,200 had to shelter in place, and 85 died. The death pattern maps to both failure modes: 83% died at home (compliance, Q8) and 10% died in vehicles (road capacity, Q7). A traffic microsimulation would give tighter clearance estimates. It wouldn't change the conclusion: this community cannot evacuate fast enough.

Model: vehicles = population / 2.5 persons. Road capacity: 800 vph (small/1 road), 1,600 vph (medium/2 roads), 2,400 vph (large/3 roads). Mobilization delay: 60 min. Margin = (MC P10 arrival − MC trigger) − total evacuation time. Reality data: NIST TN 2252 (Maranghides et al. 2023), PBS Frontline (2019).