Forensics & History Calculators

11 free calculators for forensic pathology, archaeological dating, forensic anthropology, and historical science. Instant results, no signup required.

🕵 Time of Death (Henssge) Estimate post-mortem interval using Henssge's double-exponential body cooling model. Forensics & History 👁 Vitreous Potassium PMI Estimate time of death from temperature-independent potassium leakage in the eye. Forensics & History 🍷 Blood Alcohol (Watson) Calculate BAC accurately using Watson's Total Body Water adaptation of Widmark. Forensics & History 🦴 Bone Stature Estimation Estimate living height from skeletal long bone measurements using Trotter-Gleser. Forensics & History 🦷 Molar Wear Age Determine age at death from molar wear gradients using Miles' method. Forensics & History 🏛 Artifact Similarity Calculate cultural similarity between archaeological sites from artifact frequencies. Forensics & History 🔬 Obsidian Hydration Dating Date obsidian artifacts by measuring atmospheric water absorption rim thickness. Forensics & History 🪙 Ancient Currency Converter Convert ancient Greek and Roman currency to raw silver bullion weight. Forensics & History 🍞 Assize of Bread Simulate the medieval English law that scaled bread weight inversely with grain prices. Forensics & History 🧬 Amino Acid Dating Date fossils beyond carbon-14 limits by measuring amino acid racemization. Forensics & History 📅 Mayan Calendar Converter Convert Mayan Long Count dates to Gregorian dates using the GMT correlation. Forensics & History

Forensic Science and Archaeological Dating Calculators

These calculators bring the quantitative methods of forensic pathology, physical anthropology, and archaeological science to anyone curious about how scientists reconstruct the past - whether that is estimating when a person died, how old a stone tool is, or what ancient Greek coins were worth in silver. Every calculation is done in your browser using peer-reviewed formulas from published scientific literature.

Forensic Pathology: Estimating Time of Death

Forensic pathologists rely on two primary physical methods to estimate the post-mortem interval. The Henssge time of death calculator models body cooling as a double-exponential process, accounting for body weight, ambient temperature, and environmental factors like immersion or heavy clothing. The vitreous potassium PMI calculator takes a completely different approach: after death, potassium leaks from cells in the vitreous humor of the eye at a rate that is largely temperature-independent, making it a valuable cross-check against the temperature-based Henssge method. Using both calculators together and comparing the resulting time windows is the same approach forensic experts use to narrow the post-mortem interval in real investigations.

Forensic Anthropology: Reading the Skeleton

When a skeleton is recovered, forensic anthropologists can often reconstruct key biological details of the individual. The bone stature estimation calculator applies the Trotter-Gleser regression equations to estimate living height from the measured length of long bones - femur, tibia, fibula, humerus, radius, or ulna - with separate equations for male and female skeletons and adjustments for ancestry. The molar wear age calculator uses Miles' method to estimate age at death from the degree of wear on the molar teeth, exploiting the fact that tooth surfaces wear at a predictable rate over a lifetime of chewing. Together with the blood alcohol calculator using Watson's more accurate Total Body Water method, these tools cover key quantitative methods in forensic biological analysis.

Archaeological Dating Techniques

Archaeologists have developed several independent dating methods that can reach back thousands or millions of years beyond the range of radiocarbon dating. The amino acid dating calculator applies racemization kinetics to estimate the age of fossils and sediments from a measured D/L amino acid ratio - useful for material between roughly 1,000 and several million years old. The obsidian hydration dating calculator solves the diffusion equation relating rim thickness and effective hydration temperature to provide age estimates for obsidian tools and debris. For comparative site analysis, the artifact similarity calculator computes the Brainerd-Robinson coefficient to quantify cultural similarity between two sites based on their ceramic or artifact type frequencies - a foundational technique in seriation studies.

Historical Economics and Ancient Calendars

the ancient world requires understanding its economies. The ancient currency converter translates Greek and Roman denominations to their raw silver bullion weight, providing a material basis for comparing ancient prices and wages across time and geography. The Assize of Bread calculator simulates the medieval English price-control regulation that set bread loaf weight as an inverse function of grain prices - an elegant early example of consumer protection law that operated in England from 1266 to 1863. For calendar studies, the Mayan calendar converter translates Long Count dates using the established GMT correlation constant, placing ancient Maya inscriptions and astronomical records onto the Gregorian calendar.

Educational Use and Accuracy

All formulas used in these calculators are drawn from peer-reviewed publications in forensic science, physical anthropology, and archaeology. Each calculator is designed for education and research exploration - understanding how the methods work, checking published examples, and exploring hypothetical scenarios. Forensic determinations in legal or investigative contexts require trained professionals who integrate multiple lines of evidence and account for a wide range of complicating factors. No calculation on this site should be used as standalone evidentiary input in any formal proceeding.

Frequently Asked Questions

How do forensic scientists estimate time of death?

Forensic pathologists use multiple independent methods to estimate the post-mortem interval (PMI). The most common is Henssge's nomogram, which models body cooling using a double-exponential equation incorporating body weight, ambient temperature, and whether the body is clothed or submerged. A second temperature-independent method measures potassium leakage from the vitreous humor of the eye. Our Henssge time of death calculator and vitreous potassium PMI calculator each implement one of these methods.

What is amino acid dating?

Amino acid dating (racemization dating) is a technique used to date fossils and sediments beyond the range of radiocarbon dating. Living organisms contain only L-amino acids; after death, these gradually convert to D-amino acids at a known temperature-dependent rate. The D/L ratio can be measured and converted to an age estimate. Our amino acid dating calculator solves the racemization kinetics equation to estimate age from a measured D/L ratio.

How does blood alcohol calculation work?

Blood alcohol concentration (BAC) is most accurately calculated using Watson's Total Body Water method, which estimates the volume of body water based on age, sex, height, and weight - more accurate than the original Widmark formula because it accounts for body composition differences. BAC is then calculated by dividing the absorbed alcohol (grams) by the total body water volume. Our blood alcohol calculator uses the Watson adaptation and also applies an elimination rate to estimate BAC at any time after drinking.

What is obsidian hydration dating?

Obsidian hydration dating exploits the fact that freshly exposed obsidian absorbs water from the atmosphere at a measurable rate. When an obsidian tool is flaked, a fresh surface is exposed and a hydration rim begins to form. The thickness of this rim grows predictably with time and temperature. Our obsidian hydration dating calculator solves the diffusion equation relating rim thickness, temperature, and time to estimate when the tool was made.

Are these forensic calculators accurate?

These calculators implement peer-reviewed scientific formulas from forensic pathology, physical anthropology, and archaeological journals - Henssge's double-exponential model, Trotter-Gleser regression equations, Miles' molar wear method, and standard amino acid kinetics. Results should be treated as estimates with ranges of uncertainty, not definitive answers. Forensic determinations in real investigations require trained experts integrating multiple lines of evidence. These tools are designed for education and research - not evidentiary use. All calculations run in your browser and no data is transmitted to any server.