Time of Death Calculator

Forensic tool to estimate postmortem interval using algor mortis and rigor mortis methods

Forensic Time of Death Estimation

°F

Core body temperature measured rectally

°F

Temperature of surroundings where body was found

Algor Mortis Estimation

4.8 hours
Estimated time since death
4.8 hours
Precise calculation
T-factor: 0.75
Based on ambient temperature

Formula: Time = (98.6°F - Body Temperature) ÷ T-factor

Calculation: (98.6 - 95.0) ÷ 0.75 = 4.8 hours

T-factor: 0.75 (above freezing)

⚖️ Forensic Analysis Notes

Accuracy Limitations: These calculations provide estimates only. Multiple factors affect decomposition rates.
Environmental Factors: Humidity, air circulation, clothing, and body composition significantly impact results.
Professional Use: Results should be correlated with other forensic evidence and scene investigation findings.

Postmortem Changes Timeline

0-1h

Pallor Mortis

Skin becomes pale due to cessation of blood circulation

0-24h

Algor Mortis

Body temperature decreases to match ambient temperature

2-36h

Rigor Mortis

Muscle stiffening due to ATP depletion and actin-myosin binding

2-6h

Livor Mortis

Blood pooling causes dark discoloration in dependent areas

24h+

Decomposition

Bacterial action leads to tissue breakdown and putrefaction

Rigor Mortis Reference

WarmthFlexibilityTime
WarmFlexible< 2h
WarmStiff2-8h
ColdStiff8-36h
ColdFlexible> 36h

Temperature Factors

Above Freezing (≥32°F/0°C)

T-factor = 0.75

Normal cooling rate

Below Freezing (<32°F/0°C)

T-factor = 1.5

Accelerated cooling

Note: Factors like clothing, body mass, and air circulation significantly affect cooling rates

Forensic Investigation Tips

🔍

Document ambient temperature at scene immediately

🌡️

Use rectal temperature for most accurate body temperature

📝

Test rigor mortis in multiple joints systematically

🧪

Correlate with other forensic evidence and witness statements

⚠️

Consider environmental factors that affect decomposition

Understanding Postmortem Interval Estimation

Algor Mortis Method

Algor mortis refers to the cooling of the body after death. The body temperature typically decreases at a predictable rate until it reaches ambient temperature. This method uses the temperature difference to estimate time since death.

Factors Affecting Body Cooling:

  • Ambient temperature and humidity
  • Air circulation and wind
  • Body size, composition, and clothing
  • Surface contact (concrete vs. carpet)

Rigor Mortis Method

Rigor mortis is the postmortem stiffening of muscles due to ATP depletion and the formation of permanent actin-myosin cross-bridges. The progression follows a predictable timeline that can help estimate time since death.

Rigor Mortis Progression:

  • Begins 2-6 hours after death
  • Starts in facial muscles, progresses to limbs
  • Maximum stiffness at 12-24 hours
  • Disappears 24-48 hours after death

Formula: Time = (98.6°F - Body Temp) ÷ T-factor
T-factor: 1.5 (below freezing) or 0.75 (above freezing)

⚖️ Important Legal & Medical Disclaimer

FOR EDUCATIONAL PURPOSES ONLY: This calculator provides estimates for educational and training purposes only. Time of death calculations are complex forensic procedures that must be performed by qualified forensic pathologists and medical examiners. Results should never be used as the sole basis for legal determinations, criminal investigations, or court proceedings. Multiple factors including environmental conditions, body characteristics, and scene circumstances significantly affect actual postmortem changes. Always consult with certified forensic professionals, pathologists, and legal authorities for official forensic analysis and testimony. The accuracy of these calculations cannot be guaranteed and should not replace professional forensic investigation methods.