Abstract

The first finite element (FE) validation of a complete avian cranium was performed on an extant palaeognath, the ostrich (Struthio camelus). Ex-vivo strains were collected from the cranial bone and rhamphotheca. These experimental strains were then compared to convergence tested, specimen-specific finite element (FE) models. The FE models contained segmented cortical and trabecular bone, sutures and the keratinous rhamphotheca as identified from micro-CT scan data. Each of these individual materials was assigned isotropic material properties either from the literature or from nanoindentation, and the FE models compared to the ex-vivo results. The FE models generally replicate the location of peak strains and reflect the correct mode of deformation in the rostral region. The models are too stiff in regions of experimentally recorded high strain and too elastic in regions of low experimentally recorded low strain. The mode of deformation in the low strain neurocranial region is not replicated by the FE models, and although the models replicate strain orientations to within 10° in some regions, in most regions the correlation is not strong. Cranial sutures, as has previously been found in other taxa, are important for modifying both strain magnitude and strain patterns across the entire skull, but especially between opposing the sutural junctions. Experimentally, we find that the strains on the surface of the rhamphotheca are much lower than those found on nearby bone. The FE models produce much higher principal strains despite similar strain ratios across the entirety of the rhamphotheca. This study emphasises the importance of attempting to validate FE models, modelling sutures and rhamphothecae in birds, and shows that whilst location of peak strain and patterns of deformation can be modelled, replicating experimental data in digital models of avian crania remains problematic.

Highlights

  • The finite element (FE) method is widely used in biology and palaeontology as a tool for ascertaining stress, strains, and deformation in biological structures

  • As expected from the loads applied and bending observed by eye during the experiments, principal strains are highest in the premaxilla (G5), nasals (G7) and lacrimals (G8 and G9), and lowest in the braincase regions (G10–13), despite the latter area being closer to the applied muscle loading

  • Strain ratio is a measure of the experimental strain The maximum (Emax) divided by the absolute value of Emin and is useful as it removes the effects of strain magnitudes

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Summary

Introduction

The finite element (FE) method is widely used in biology and palaeontology as a tool for ascertaining stress, strains, and deformation in biological structures. The method involves defining a complex object as a large number of geometrically simple shapes (elements). These elements are connected by nodes at their. The output of the model is dependent on the input parameters, such as material properties, geometry, and loading; inaccuracies in these input parameters will be compounded in the output, and as such may give results that are a poor reflection of how the structure behaves in reality. Material properties in biological structures are highly complex. For example, has heterogeneous mechanical properties and is anisotropic depending on the location being examined (Peterson & Dechow, 2003; Wang & Dechow, 2006; Dechow, Wang & Peterson, 2010; Zapata et al, 2010; Soons et al, 2012a)

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