Postmortem Body Cooling: Algor Mortis Explained
How the Body Cools After Death
Algor mortis (postmortem cooling) is the predictable decline in body temperature toward ambient temperature. It is used in forensic pathology to estimate the postmortem interval (PMI).
Typical Cooling Pattern
- Initial plateau (0.5–1 hour): Temperature may remain stable or even rise slightly due to residual metabolic heat.
- Linear phase (~1–12 hours): Core temperature drops ~1–1.5°C (1.8–2.7°F) per hour under average conditions.
- Asymptotic approach: Cooling slows as body nears ambient temperature; complete equilibration takes 18–24+ hours.
Key Variables Affecting Rate
| Factor | Effect on Cooling |
|---|---|
| Ambient temperature | Lower ambient → faster cooling; higher → slower |
| Body mass/composition | Higher BMI, more insulation → slower cooling |
| Clothing/wrapping | Insulates → slows cooling significantly |
| Air movement/wind | Convection accelerates cooling |
| Surface contact | Conductive surfaces (metal, wet ground) accelerate cooling |
| Age/health | Cachexia, low muscle mass → faster cooling |
| Cause of death | Sepsis, hyperthermia → elevated starting temp; hypothermia → lower |
Measurement & Formulas
- Core temperature measured rectally, hepatic, or via abdominal probe
- Common formula (simplified):
PMI (hours) ≈ (37°C – measured core temp) / k, where k = cooling constant (typically 0.8–1.2°C/h adjusted for conditions) - More accurate: Henssge nomogram or finite-element models incorporating all variables
Limitations
- Only reliable in first 12–18 hours
- Highly variable; provides estimate, not exact time
- Must be combined with rigor mortis, livor mortis, entomology, scene context
Algor mortis is a valuable forensic tool when applied with awareness of its many confounders.
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