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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

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

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For the implant/bone interaction assessment the strain intensity distributions in the<br />

buccolingual cross sections for all analyzed cases are shown in Fig. 4. The strain<br />

intensities range typically from 0.0001 to 0.004.<br />

4. DISCUSION<br />

The dental implant displacement results reveal that lower BVF models (1 st and 3 rd<br />

cases) allow more limited movement than the higher BVF models (2 nd and 4 th cases). It<br />

is caused by the stronger cortical bone in the region of the implant neck in the first and<br />

third cases. In these cases the implant is connected to the cortical bone in the alveolar<br />

process via three threads and the rest of the screw is in contact with the trabeculae only<br />

locally. On the contrary, higher BVF models have denser trabecular architecture and<br />

weaker cortical bone in the implant neck region; in addition the cortical bone is<br />

relatively porous in this region. In these cases the implant is not so rigidly fixed in the<br />

cortical bone as in the previous cases. This fact allows a larger implant movement.<br />

Moreover, the implant is in a larger contact with the trabecular architecture which has a<br />

positive impact on the implant primary stability. The implant primary stability is not<br />

guaranteed in the lower BVF cases because of the local-only connections. If these<br />

connections failed it would lead to complete failure of the implant anchorage. Besides,<br />

the cortical bone in the implant neck region can face to another problem: This region is<br />

located on the gingiva-implant interface which is highly prone to infection. Therefore<br />

the primary stability of the implant is highly required.<br />

The bone layer around the implant surface modeled in 3 rd and 4 th cases allows lower<br />

displacements than the corresponding models without this layer. The reason is that this<br />

layer increases the stiffness of the implant anchorage.<br />

The average coronoapical displacement (3.6±0.6 µm) corresponds to the lower level of<br />

commonly accepted experimental values of the implant displacements which range from<br />

4 µm to 27 µm [4]. The comparison with these experimental values is helpful also since<br />

there are very limited possibilities of the model validation. The agreement with these<br />

values shows that the model is valid from the implant movement point of view.<br />

Strain intensity results confirm the significant differences between the models with the<br />

lower and the higher bone density. In case of the model with BVF=0.149 the higher<br />

strain intensity occur in the neck region, i.e. in the region of the implant-to-cortical-bone<br />

connection. In this case a special attention must be paid to the loading because if the<br />

strain intensity exceeds certain limit a tissue necrosis will occur which will result in<br />

problems with the primary stability. In addition, the cancellous bone in the lower part of<br />

the implant might worsen even more because of too uneven strain distribution (and<br />

therefore bone remodeling) focused mainly on the cortical bone. In this case, the dental<br />

implant would be finally anchored in the cortical bone only and the cancellous bone<br />

density would more decrease. This is not an ideal state and it should be avoided. In<br />

case of the model with BVF=0.377 the strain intensity is distributed more evenly along<br />

the implant. According to the limits introduced by Frost the bone is slightly overstrained<br />

which causes higher activity of bone cells (osteoclasts). The bone will increase in the<br />

bone density, therefore the condition for osseointegration will be better. The bone layer<br />

around the implant surface (3 rd and 4 th cases) causes lower strain intensity than in the<br />

models without this layer. Besides, the strain intensity is distributed more evenly than in

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