PlumeSmartEPA Regulatory Air Dispersion Modeling
Air Modeling GuideCovers AERMOD 24142 & 26135 — every excerpt version-stamped · current NAAQS

Validation — multipathway risk assessment

The multipathway (human-health) risk engine is validated differently from the dispersion model. AERMOD has an official EPA test-case suite; the risk calculations do not. Their correctness rests on two foundations instead: the toxicity and chemical-fate data are EPA's own, and every computed number is recomputed independently from its governing equation and must agree with the engine to machine precision.

Result: every checked calculation reproduces its HHRAP / IRIS equation exactly

An independent test recomputes the engine's results from first principles — the same EPA data, none of the engine's code — and requires agreement to a relative tolerance of 10⁻⁹. Every checked calculation matches.

The data is EPA's own — not ours

Nothing in the toxicity or fate/transport chain is a value we invented:

  • Dose-response values — chronic and acute inhalation toxicity come from EPA's FERA dose-response tables (Table 1, prioritized chronic values, dated 2021-09-29; Table 2, acute values, dated 2021-08-31): 242 chronic and 81 acute chemicals.
  • Oral toxicity gaps — where FERA is blank, filled from the EPA HHRAP Hazardous Waste Companion Database (65 oral reference doses, 42 oral cancer slope factors).
  • Chemical fate and transport — Henry's law constants, soil and organic-carbon partition coefficients, diffusivities, and plant/animal/fish biotransfer factors come from the same HHRAP companion database the guidance itself distributes.
  • Target organs — from EPA IRIS and the CalEPA OEHHA chronic REL summary, for the organ-segregated hazard index (HHRAP §7.3.2).

A blank or zero in the EPA source is treated as no value (the endpoint is not assessed), never as zero risk — a conservative choice that cannot silently under-report.

The acceptance criterion

A validated calculation means: the engine's result equals an independent recomputation of the governing HHRAP or IRIS equation, using the EPA data above, to a relative tolerance of 10⁻⁹ — identical in every significant figure that matters. The checks below all meet this bar.

The checked calculations

Inhalation cancer risk — risk = concentration × IUR (HHRAP §7; EPA IRIS)

ChemicalConcentration (µg/m³)EPA IUR (per µg/m³)Recomputed riskEngineMatch
Benzene3.77.8 × 10⁻⁶2.886 × 10⁻⁵2.886 × 10⁻⁵✓
Formaldehyde1.21.3 × 10⁻⁵1.560 × 10⁻⁵1.560 × 10⁻⁵✓
Naphthalene0.83.4 × 10⁻⁵2.720 × 10⁻⁵2.720 × 10⁻⁵✓

Cumulative cancer risk — risks add across chemicals (HHRAP §7)

MixtureRecomputed Σ riskEngineMatch
Benzene @ 2.0 + Formaldehyde @ 5.0 µg/m³8.060 × 10⁻⁵8.060 × 10⁻⁵✓

Hazard quotient / index — HQ = concentration ÷ RfC, HI = Σ HQ by organ (HHRAP §7)

ChemicalConcentration (µg/m³)EPA RfC (µg/m³)Recomputed HQEngineMatch
Benzene12.0300.40000.4000✓
Toluene40.050000.00800.0080✓

Soil concentration — the HHRAP §5 deposition-to-soil chain

EquationWhat it givesRecomputedEngineMatch
HHRAP Eq. 5-1ESoil concentration at time tD8.2028 × 10⁻²8.2028 × 10⁻²✓
HHRAP Eq. 5-1CCarcinogen average over the exposure window4.7282 × 10⁻²4.7282 × 10⁻²✓
HHRAP Eq. 5-1BNo-loss limit (ks → 0): Cs = Ds·tD1.2600 × 10⁻¹1.2600 × 10⁻¹✓

(Soil figures use Ds = 0.0042, ks = 0.031 yr⁻¹, tD = 30 yr — representative values; the equation, not the inputs, is what is being checked.)

Why this is the right bar

A dispersion model can be checked against a reference model's output. A risk engine's arithmetic is checked against its own governing equations — which is stronger, because it verifies the definition itself, not just consistency with another implementation. Each check above hand-calculates the cited HHRAP or IRIS relation and requires the engine to match it; a change that departed from the guidance would fail the test rather than ship.

Scope is always on the record

Every assessment records which endpoints it computed. A run scoped to a subset of screens is labeled as such on the results page and in the exported dossier, so a screening-level run can never be mistaken for a complete assessment.