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ARUP; ISBN: 978-0-9562121-5-3 - CMBBE 2012 - Cardiff University

ARUP; ISBN: 978-0-9562121-5-3 - CMBBE 2012 - Cardiff University

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of stress arising in the rods of the fixator, calculated by means of FE analyses and<br />

validated in an experimental model by means of strain gauges technique.<br />

Moreover, in order to find out if the standard prescriptions are representative of the in<br />

vivo mechanical loading condition, the fixator has been virtually mounted in a FE model<br />

of the lumbar tract of the spine (L2-L4 tract) that has been loaded with force and<br />

moments that arise during everyday activities: also in this case, differences between<br />

standards and in vivo situations have been pointed out by comparing the state of stress<br />

calculated in the rods.<br />

3. MATERIAL AND METHODS<br />

3.1 FE simulation of the ISO and ASTM procedure<br />

Two FE models of the two different experimental setups suggested by ISO and ASTM<br />

standards have been constructed (S1= ISO model, S2=ASTM model, see Figure 1). In<br />

order to do so, firstly a model of a prototype of STL spinal fixator (2B1 srl, Milan, Italy)<br />

has been built as a STP file from the manufacturer’s design using Rhinoceros 4.0<br />

Evaluation CAD program (McNeel and Associates, Indianapolis, IN, USA). The fixator<br />

is composed by six poliaxial pedicle screws and two cylindrical bars: both the screws<br />

and the bars are made of Ti6Al4V alloy, modeled as a linear elastic isotropic material<br />

(Young modulus=110GPa, Poisson ratio=0.3). The screws and the bars have been<br />

considered as perfectly tied, neglecting any relative motion and meshed using 4-nodes<br />

tetrahedral element.<br />

S1<br />

S2<br />

Figure 1: standards set-ups (left), FE models (centre), experimental validation (right).<br />

The model of the fixator was then inserted into the Polyethylene (PE) blocks that<br />

replicate vertebras in the configuration according to standards: blocks of the same<br />

geometry of those reported in the standards were built in the FE model and the PE has<br />

been modeled as a linear elastic isotropic material (Young modulus=1.05GPa, Poisson<br />

ratio=0.4, meshed with 4-nodes tetrahedral element).<br />

ISO standard prescribes to use an anterior support by interposing three steel springs of<br />

controlled stiffness (375 N/mm each) between each couple of vertebras: such springs

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