Time Since Death

Abstract

The present paper is part of a study investigating the application of the Finite-Element-Method to temperature-based death time determination. Part I introduced a three-dimensional Finite-Element model of the human body containing different tissue compartments with different thermal tissue properties. The initial temperature distribution is modelled inhomogeneously with a gradient between core and shell. Boundary conditions such as heat loss by convection or radiation as well as heat gain by supravital energy production or irradiation can be modelled. One model parameter, the decrease rate of the supravital energy production, was calibrated using the empirical model by Marshall and Hoare. Validation was successful using the Marshall and Hoare model as well for standard cooling situations....

Abstract

The determination of the time since death which often repr esents the presumed time of an offence plays an important role in medico-legal practice. In the early postmortem phase analyses of postmortem cooling provide the most accurate estimates. Empirical models of postmortem cooling are methodically restricted to standard conditions while heat flow models can in principle be applied to any complex cooling situations. The main problem having so far prevented heat flow models from being used in practice was the difficulty of solving the heat transfer equation for complex geometrical, initial and boundary conditions. This problem is now overcome by using the Finite-Element-Method as a numerical procedure. The study presents a three-dimensional Finite-Element-Model of the human body containing various tissue compartments with different thermal tissue properties. The initial temperature field is modelled inhomogeneously with a temperature gradient between body core and shell. Heat loss by conduction, convection and radiation as well as heat...