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'''Fatality Risk'''
'''Baseline rates (verbatim; used directly in models)'''


<datatable2 table="fatality_risk" columns="distance_thousand_miles|fatalities_per_1000_miles">
The following U.S. national rates are taken verbatim from authoritative sources and are **not** converted here. Conversions to per-miles exposure are performed only inside the RiskModel calculations below.
<head>
 
!Distance (thousands of miles)
* Fatalities: **1.26 deaths per 100 million vehicle miles traveled (VMT)** in 2023 (national estimate)
!Fatalities per 1,000 miles
  * [https://www.nhtsa.gov/press-releases/nhtsa-2023-traffic-fatalities-2024-estimates NHTSA 2023 Traffic Fatalities Estimates] 
</head>
  * [https://www.iihs.org/research-areas/fatality-statistics/detail/state-by-state IIHS: Fatality statistics]
1|0.0126
</datatable2>


This table is based on 2023 U.S. traffic data: about 1.26 fatalities per 100 million vehicle miles traveled (VMT), which equals 0.0126 fatalities per 1,000 miles.   
* Injuries: **75 injuries per 100 million VMT** in 2022 (police-reported injuries, national estimate).   
* [https://www.iihs.org/research-areas/fatality-statistics/detail/state-by-state IIHS: Fatality statistics] 
  * [https://crashstats.nhtsa.dot.gov/Api/Public/ViewPublication/813560 NHTSA: Traffic Safety Facts 2022]
* [https://www.nhtsa.gov/press-releases/nhtsa-2023-traffic-fatalities-2024-estimates NHTSA 2023 Traffic Fatalities Estimates]


'''Injury (Serious) Risk'''
'''Distance Options'''


<datatable2 table="injury_risk" columns="distance_thousand_miles|injuries_per_1000_miles">
<datatable2 table="distance_options" columns="distance_label|distance_miles">
<head>
<head>
!Distance (thousands of miles)
!Distance choice
!Serious injuries per 1,000 miles
!Miles
</head>
</head>
1|0.75
100 miles|100
1,000 miles|1000
100,000 miles|100000
</datatable2>
</datatable2>


This is based on 2022 NHTSA estimates: about 75 injuries per 100 million VMT, which equals 0.75 injuries per 1,000 miles.
These rows provide user-friendly exposure choices. The RiskModels convert the per-100M-VMT base rates into expected counts for the chosen miles.
* [https://crashstats.nhtsa.dot.gov/Api/Public/ViewPublication/813560 NHTSA: Traffic Safety Facts 2022]


'''Time of Day (Modifier)'''
'''Time of Day (modifier)'''


<datatable2 table="time_of_day" columns="time_period|time_fatality_multiplier|time_injury_multiplier">
<datatable2 table="time_of_day" columns="time_period|time_fatality_multiplier|time_injury_multiplier">
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</datatable2>
</datatable2>


Per-mile risk is higher at night because more crashes happen during the ~25% of miles driven in darkness. In 2022, about 53.9% of fatalities and 32.9% of injury crashes occurred at night, leading to multipliers of ≈3.56× (fatalities) and ≈1.47× (injuries).   
Per-mile risk is higher at night: in 2022, ~53.9% of fatalities and ~32.9% of injury crashes occurred during roughly ~25% of VMT (nighttime). Using exposure-adjusted ratios yields ≈3.56× (fatalities) and ≈1.47× (injuries).   
* [https://crashstats.nhtsa.dot.gov/Api/Public/ViewPublication/813560 NHTSA: 2022 crash statistics]   
* Night/day crash distribution and injuries: [https://crashstats.nhtsa.dot.gov/Api/Public/ViewPublication/813560 NHTSA 2022]   
* [https://crashstats.nhtsa.dot.gov/Api/Public/Publication/810637 NHTSA: Time of day and crash involvement]   
* Background on time-of-day involvement: [https://crashstats.nhtsa.dot.gov/Api/Public/Publication/810637 NHTSA
* [https://deepblue.lib.umich.edu/bitstream/handle/2027.42/1007/83596.0001.001.pdf University of Michigan: Night vs. day crash risk analysis] 
* Exposure assumption (≈25% of VMT at night): [https://safety.fhwa.dot.gov/roadway_dept/night_visib/lighting_handbook/chap_3/chap3_2.cfm FHWA Lighting Guidance]   
* Exposure assumption: ~25% of vehicle miles traveled occur at night ([FHWA Lighting Guidance](https://safety.fhwa.dot.gov/roadway_dept/night_visib/lighting_handbook/chap_3/chap3_2.cfm))
* Supplemental analysis: [https://deepblue.lib.umich.edu/bitstream/handle/2027.42/1007/83596.0001.001.pdf University of Michigan per-mile risk]


'''Seat-belt Usage (Modifier)'''
'''Seat-belt Usage (modifier)'''


<datatable2 table="seatbelt_use" columns="belt_status|belt_fatality_multiplier|belt_injury_multiplier">
<datatable2 table="seatbelt_use" columns="belt_status|belt_fatality_multiplier|belt_injury_multiplier">
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</datatable2>
</datatable2>


Multipliers reflect NHTSA/IIHS estimates: 
Seat belts reduce fatal injury risk by ~45% in cars and ~60% in light trucks; moderate-to-critical injury by ~50% in cars and ~65% in light trucks. The multipliers above are the inverse of those reductions (i.e., increased risk when not wearing a belt).   
- In cars, seat belts cut fatality risk by ~45% (→ not wearing = 1 ÷ 0.55 ≈ 1.82×) and serious injury risk by ~50% (→ 2.0×). 
* Effectiveness summary: [https://www.iihs.org/research-areas/seat-belts IIHS: Seat belts]   
- In light trucks, belts cut fatality risk ~60% (→ 2.5×) and injury ~65% (→ 2.857×).   
* Technical background: [https://crashstats.nhtsa.dot.gov/Api/Public/ViewPublication/811160 NHTSA: Seat belt effectiveness]
* [https://www.iihs.org/research-areas/seat-belts IIHS: Seat belts]   
 
* [https://crashstats.nhtsa.dot.gov/Api/Public/ViewPublication/811160 NHTSA: Seat belt effectiveness]
'''Alcohol-impaired driving frequency (share of miles while impaired)'''
 
<datatable2 table="alcohol_frequency" columns="alcohol_frequency_label|alcohol_frequency_share">
<head>
!How often does the driver drive after drinking too much?
!Approximate share of miles while impaired
</head>
Never|0
A few times per year|0.001
About once a month|0.005
About once a week|0.02
Several times a week|0.05
</datatable2>
 
These shares approximate the fraction of total miles driven while impaired (not the fraction of people). They translate intuitive frequencies (“a few times per year”, “once a month”, etc.) into small exposure shares so the multiplier applies only to that portion of miles.
 
Calibration notes (assumptions; adjust as needed):
* “A few times per year” ≈ 0.1% of miles (e.g., ~10–20 impaired miles in ~10,000 annual miles).
* “About once a month” ≈ 0.5% of miles.
* “About once a week” ≈ 2% of miles.
* “Several times a week” ≈ 5% of miles.
 
Background/prevalence:
* CDC summary: self-reported alcohol-impaired driving episodes occur at a non-zero rate in the population.
 
'''Phone-based visual–manual distraction (share of miles while actively interacting)'''
 
<datatable2 table="distraction_frequency" columns="distraction_frequency_label|distraction_frequency_share">
<head>
!How often does the driver interact with a phone (dialing/texting/etc.) while driving?
!Approximate share of miles while actively interacting
</head>
None|0
One interaction per trip|0.005
Several interactions per trip|0.02
Lots of interactions per trip|0.05
</datatable2>
 
These options reflect self-reported patterns of phone use while driving, translated into approximate shares of total miles driven while actively interacting with the phone (visual–manual tasks). 
The RiskModels apply a higher crash risk **only** to that fraction of miles, using a multiplier of ~6.0× for active distraction (consistent with naturalistic driving studies).
 
Evidence background:
* Visual–manual phone use (dialing, texting) is strongly associated with crash risk, with multipliers between ~6× and 12× depending on task.
* Talking (handheld or hands-free) is not consistently linked to higher crash risk, so it is not modeled here.
 
'''Speeding (Modifier)'''
 
<datatable2 table="speeding" columns="speeding_status|speeding_multiplier">
<head>
!Speeding status
!Relative crash severity multiplier
</head>
At or below limit|1.0
Above limit|2.0
</datatable2>
 
Speeding increases crash severity and overall risk—doubling speed quadruples kinetic energy, and speeding was involved in ~29% of U.S. traffic fatalities. Using a simplified 2× severity multiplier as a proxy. 
* [https://crashstats.nhtsa.dot.gov/Api/Public/ViewPublication/813560 NHTSA: Speeding-related fatalities ~29%]
 


----
----


<RiskModel name="fatality_model" calculation="fatalities_per_1000_miles * time_fatality_multiplier * belt_fatality_multiplier">
<RiskModel name="fatality_model" calculation="1 - (2.718281828 ^ ( - ( (1.26 / 100000000) * distance_miles * time_fatality_multiplier * belt_fatality_multiplier * ( (1 - alcohol_frequency_share) + (alcohol_frequency_share * 4.0) ) * ( (1 - distraction_frequency_share) + (distraction_frequency_share * 6.0) ) * speeding_multiplier ) ))">
Your estimated fatality risk per 1,000 miles is about {result}.
Your estimated chance of being in a fatal crash is {{One_In_X|{result}}}.
</RiskModel>
</RiskModel>


<RiskModel name="injury_model" calculation="injuries_per_1000_miles * time_injury_multiplier * belt_injury_multiplier">
<RiskModel name="injury_model" calculation="1 - (2.718281828 ^ ( - ( (75 / 100000000) * distance_miles * time_injury_multiplier * belt_injury_multiplier * ( (1 - alcohol_frequency_share) + (alcohol_frequency_share * 4.0) ) * ( (1 - distraction_frequency_share) + (distraction_frequency_share * 6.0) ) * speeding_multiplier ) ))">
Your estimated serious injury risk per 1,000 miles is about {result}.
Your estimated chance of being injured in a crash is {{One_In_X|{result}}}.
</RiskModel>
</RiskModel>
<RiskModel name="any_crash_model" calculation="1 - (2.718281828 ^ ( - ( (185.54886112876233 / 100000000) * distance_miles * time_injury_multiplier * ( (1 - alcohol_frequency_share) + (alcohol_frequency_share * 4.0) ) * ( (1 - distraction_frequency_share) + (distraction_frequency_share * 6.0) ) * speeding_multiplier ) ))">
Your estimated chance of being in a police-reported crash is {{One_In_X|{result}}}.
</RiskModel>
''Calculation note'': Each model computes an expected count λ from the verbatim base rates (per 100 million vehicle miles traveled), scaled by distance and modifiers, then converts to a probability \(p = 1 - e^{-λ}\) using \(2.718281828^{-\lambda}\). Alcohol and phone-based visual–manual distraction are applied via exposure shares: the model blends \((1 - \text{share})\times 1 + \text{share}\times 4.0\) for alcohol and \((1 - \text{share})\times 1 + \text{share}\times 6.0\) for distraction so elevated risk applies only to those fractions of miles.


----
----


''Note on uncertainty'': These values are national averages and should be seen as approximate indicators. Actual risks vary depending on geography, roadway type (urban vs. rural), vehicle type, weather conditions, driver demographics, and year-to-year fluctuations. Multipliers for night driving and seat-belt use are based on population-level data and may not precisely predict individual risk.
''Note on uncertainty'': These are national averages and approximate modifiers. Actual risks vary by state, roadway type (urban/rural), weather, vehicle, driver demographics, and year-to-year changes. Modifiers are population-level and not individual predictions.


Generated by [https://openai.com/ ChatGPT-5]
Initially generated by [https://openai.com/ GPT-5 Thinking]

Latest revision as of 16:13, 3 September 2025

Baseline rates (verbatim; used directly in models)

The following U.S. national rates are taken verbatim from authoritative sources and are **not** converted here. Conversions to per-miles exposure are performed only inside the RiskModel calculations below.

  • Fatalities: **1.26 deaths per 100 million vehicle miles traveled (VMT)** in 2023 (national estimate).
 * NHTSA 2023 Traffic Fatalities Estimates  
 * IIHS: Fatality statistics
  • Injuries: **75 injuries per 100 million VMT** in 2022 (police-reported injuries, national estimate).
 * NHTSA: Traffic Safety Facts 2022

Distance Options

Distance choice Miles

100 miles

100

1,000 miles

1000

100,000 miles

100000

These rows provide user-friendly exposure choices. The RiskModels convert the per-100M-VMT base rates into expected counts for the chosen miles.

Time of Day (modifier)

Time of day Fatality risk multiplier Injury risk multiplier

Day

1.0

1.0

Night

3.56

1.47

Per-mile risk is higher at night: in 2022, ~53.9% of fatalities and ~32.9% of injury crashes occurred during roughly ~25% of VMT (nighttime). Using exposure-adjusted ratios yields ≈3.56× (fatalities) and ≈1.47× (injuries).

Seat-belt Usage (modifier)

Seat-belt usage Fatality risk multiplier Injury risk multiplier

Worn (car)

1.0

1.0

Not worn (car)

1.82

2.0

Worn (SUV/van/truck)

1.0

1.0

Not worn (SUV/van/truck)

2.5

2.857

Seat belts reduce fatal injury risk by ~45% in cars and ~60% in light trucks; moderate-to-critical injury by ~50% in cars and ~65% in light trucks. The multipliers above are the inverse of those reductions (i.e., increased risk when not wearing a belt).

Alcohol-impaired driving frequency (share of miles while impaired)

How often does the driver drive after drinking too much? Approximate share of miles while impaired

Never

0

A few times per year

0.001

About once a month

0.005

About once a week

0.02

Several times a week

0.05

These shares approximate the fraction of total miles driven while impaired (not the fraction of people). They translate intuitive frequencies (“a few times per year”, “once a month”, etc.) into small exposure shares so the multiplier applies only to that portion of miles.

Calibration notes (assumptions; adjust as needed):

  • “A few times per year” ≈ 0.1% of miles (e.g., ~10–20 impaired miles in ~10,000 annual miles).
  • “About once a month” ≈ 0.5% of miles.
  • “About once a week” ≈ 2% of miles.
  • “Several times a week” ≈ 5% of miles.

Background/prevalence:

  • CDC summary: self-reported alcohol-impaired driving episodes occur at a non-zero rate in the population.

Phone-based visual–manual distraction (share of miles while actively interacting)

How often does the driver interact with a phone (dialing/texting/etc.) while driving? Approximate share of miles while actively interacting

None

0

One interaction per trip

0.005

Several interactions per trip

0.02

Lots of interactions per trip

0.05

These options reflect self-reported patterns of phone use while driving, translated into approximate shares of total miles driven while actively interacting with the phone (visual–manual tasks). The RiskModels apply a higher crash risk **only** to that fraction of miles, using a multiplier of ~6.0× for active distraction (consistent with naturalistic driving studies).

Evidence background:

  • Visual–manual phone use (dialing, texting) is strongly associated with crash risk, with multipliers between ~6× and 12× depending on task.
  • Talking (handheld or hands-free) is not consistently linked to higher crash risk, so it is not modeled here.

Speeding (Modifier)

Speeding status Relative crash severity multiplier

At or below limit

1.0

Above limit

2.0

Speeding increases crash severity and overall risk—doubling speed quadruples kinetic energy, and speeding was involved in ~29% of U.S. traffic fatalities. Using a simplified 2× severity multiplier as a proxy.



  RiskModel: Driving/Data:fatality_model
Calculation: 1 - (2.718281828 ^ ( - ( (1.26 / 100000000) * distance_miles * time_fatality_multiplier * belt_fatality_multiplier * ( (1 - alcohol_frequency_share) + (alcohol_frequency_share * 4.0) ) * ( (1 - distraction_frequency_share) + (distraction_frequency_share * 6.0) ) * speeding_multiplier ) ))
    Content: 
Your estimated chance of being in a fatal crash is {{One_In_X|{result}}}.

  RiskModel: Driving/Data:injury_model
Calculation: 1 - (2.718281828 ^ ( - ( (75 / 100000000) * distance_miles * time_injury_multiplier * belt_injury_multiplier * ( (1 - alcohol_frequency_share) + (alcohol_frequency_share * 4.0) ) * ( (1 - distraction_frequency_share) + (distraction_frequency_share * 6.0) ) * speeding_multiplier ) ))
    Content: 
Your estimated chance of being injured in a crash is {{One_In_X|{result}}}.

  RiskModel: Driving/Data:any_crash_model
Calculation: 1 - (2.718281828 ^ ( - ( (185.54886112876233 / 100000000) * distance_miles * time_injury_multiplier * ( (1 - alcohol_frequency_share) + (alcohol_frequency_share * 4.0) ) * ( (1 - distraction_frequency_share) + (distraction_frequency_share * 6.0) ) * speeding_multiplier ) ))
    Content: 
Your estimated chance of being in a police-reported crash is {{One_In_X|{result}}}.

Calculation note: Each model computes an expected count λ from the verbatim base rates (per 100 million vehicle miles traveled), scaled by distance and modifiers, then converts to a probability \(p = 1 - e^{-λ}\) using \(2.718281828^{-\lambda}\). Alcohol and phone-based visual–manual distraction are applied via exposure shares: the model blends \((1 - \text{share})\times 1 + \text{share}\times 4.0\) for alcohol and \((1 - \text{share})\times 1 + \text{share}\times 6.0\) for distraction so elevated risk applies only to those fractions of miles.



Note on uncertainty: These are national averages and approximate modifiers. Actual risks vary by state, roadway type (urban/rural), weather, vehicle, driver demographics, and year-to-year changes. Modifiers are population-level and not individual predictions.

Initially generated by GPT-5 Thinking