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Calcimator

Catastrophe Model Loss Calculator

Estimate catastrophe losses including expected annual loss, probable maximum loss, and exceedance probabilities.

Inputs

$
$

Results

Expected Annual Loss

$5,000,000.00

≈ 12 average U.S. homes

Probable Maximum Loss

$133,113,883.00

≈ 317 average U.S. homes

Annual Exceedance Prob (%)1%
Occurrence Exceedance Prob (%)1.15%
Cat Load (%)1.4%
How to Use This Calculator
  1. Enter the insured value (total exposure) in dollars.
  2. Set the modeled annual exceedance probability (e.g., 1% for a 1-in-100 event).
  3. Input the expected loss ratio at the selected return period.
  4. Review the modeled probable maximum loss (PML) at the selected return period.
  5. Use PML estimates to set catastrophe reinsurance attachment points and limits.

How the result changes with Total Insured Value

Total Insured ValueExpected Annual LossProbable Maximum Loss
$10,000,000,000.00$100,000,000.00$2,662,277,660.00
$35,000,000,000.00$350,000,000.00$9,317,971,811.00
$65,000,000,000.00$650,000,000.00$17,304,804,791.00
$90,000,000,000.00$900,000,000.00$23,960,498,942.00

What each input means

Total Insured Value
Total insured value of the portfolio exposed to catastrophe risk
Return Period (years)
Return period for PML calculation (e.g., 100-year event)
Area Hazard Level
Geographic hazard exposure level (hurricane, earthquake, flood zones)
Deductible (%)
Percentage deductible applied to losses
Reinstatement Premium
Additional premium for reinstating coverage after a loss

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Total Insured Value = 500000000, Return Period (years) = 100, Area Hazard Level = 3, Deductible (%) = 5 = 5 input(s) provided
  2. Calculate Expected Annual Loss
    Expected Annual Loss
    5000000 = $5,000,000
  3. Calculate Probable Maximum Loss
    Probable Maximum Loss
    133113883 = $133,113,883
  4. Calculate Annual Exceedance Prob
    Annual Exceedance Prob
    1 = 1%
  5. Calculate Occurrence Exceedance Prob
    Occurrence Exceedance Prob
    1.15 = 1.15%

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