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The maximum stress generated in this region was 0.58 MPa with principal stress showing a compressive stress of −0.21 MPa in case of RME model.
The fundamental objective of this work is to define a mathematical model to calculate the maximum stress generated on the clamp by the tightening forces.
In case of the I-RME, the maximum stress generated was of 1.38 MPa and a tensile principle stress contour of 0.86 MPa (Fig. 9IA, IB and Table 2).
The maximum stress generated in the RME was 0.72 and 4.26 MPa in implant-supported RME on the medial aspect of the suture (Fig. 8IA, IB and Table 2).
In parametric design studies, where stability is not a concern, the strength of a structure is often considered as the primary design criterion, and consequently the optimal (best) structural design is often chosen as the one that minimises the maximum stress generated.
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The maximum stresses generated in the I-RME (6.98 MPa) remained high in case of pterygo-maxillary suture as compared to the plain RME model (3.87 MPa).
The formation of cracks in the oxide was considered to be related to the maximum thermal stress generated in the cladding during quench.
Figure 7 Maximum principal stresses generated in labial technique (lingual view).
Figure 10 Maximum principal stresses generated in lingual technique (labial view).
Figure 6 Maximum principal stresses generated in labial technique (labial view).
Figure 11 Maximum principal stresses generated in lingual technique (lingual view).
Related(15)
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