Objective:
Polymerization contraction stress (PCS) is determined, among others, by the
configuration of restoration. The configuration factor (C-factor) is often used
to predict the trend of PCS. A higher PCS is commonly believed to be associated
with a higher C-factor, or vice versa. This work was designed to find out if such
connection can be generalized and, if not, why.
Methods:
A flowable composite (FC) was placed in a cavity formed by an aluminum ring bond
to a pliable surface. A strain gage was attached to the ring to measure its
shrinkage caused by the contraction of curing composite. Circular inserts of
different materials (glass, a hybrid composite, and the FC) and sizes were positioned
at the center of cavity to adjust the volume of FC. This varied its C-factor,
calculated by dividing the area bonded to the ring and insert by the unbonded
area between the two. The FC was irradiated with a halogen curing unit for 30s at
500 mW/cm2. The measured
strain was converted to PCS based on the configuration and stiffness of the
ring material.
Results:
Measured PCS (MPa) *
Insert material | Modulus GPa | C-factor | 0.65 | 1.8 | 2.7 | 10 | 20 | None | - | > 20** | | | | | Glass | 70 | | | 19.7 (1.8) a) | 17.4 (1.3) a) | | Hybrid | 15 | | 13.9 (1.0) b) | | | 8.0 (0.5) c) | FC | 3 | | 13.6 (1.0) b) | | | 7.9 (1.6) c) |
* Numbers
with different superscripts are statistically different (p<0.05).
**
The PCS exceeded the bond strength that debonding occurred.
The
results show that, in these cases, a restoration with a higher C-factor could produce
a lower PCS, which contradicts the prediction from the C-factor. They also suggest
that, in addition to the C-factor, the size and modulus of substrates (ring and
insert) affect the magnitude of PCS as well.
Conclusion:
The C-factor approach may fail to correctly predict the PCS when the compliance
of substrate makes a significant contribution.
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