M. ATES¸ *, A. C¸ ILINGIR*, T. SU¨ LU¨ N*, E. SU¨ NBU¨ LOG˘ LU† & E. BOZDAG˘ †
*Department of Removable Prosthodontics, Istanbul University, Istanbul, Turkey, †Faculty of Mechanical Engineering Istanbul Technical University, Istanbul, Turkey
SUMMARY The fracture of acrylic resin dentures is an
unresolved problem in removable prosthodontics
despite many efforts to determine its cause. Unfavourable
occlusion could be playing an important
role in the fracture of the denture. The aim of this
study was to investigate the effect of occlusal
contact localization on the stress distribution in
complete maxillary denture bases utilizing twodimensional
finite element analysis. The results of
this study have shown that maximum compressive
stresses in a complete maxillary denture under
functional masticatory forces concentrates always
on the artificial tooth/denture base junction irrespective
to the occlusal contact localization. Tensile
stresses were observed in areas toward the midline,
although the midline itself usually had lower
stresses. Shifting the occlusal contacts to a more
buccal localization resulted in an increase of the
calculated stresses. As a conclusion, it can be
speculated that the buccal placement of the occlusal
contacts may play a role in the fatigue fracture
of the complete maxillary denture.
KEYWORDS: artificial teeth, complete maxillary denture,
finite element analysis, fracture, occlusal contacts
Accepted for publication 25 October 2005
Introduction
One of the most common problems seen in prosthetic
dentistry is the fracture of the acrylic complete dentures
under functional masticatory forces. It is well known
that an edentulous patient can only exert occlusal
forces at a level of 15–25% of a dentate patients and an
acrylic complete denture has a tensile strength of
48–62 MPa, a compressive strength of 75 MPa and an
elastic modulus of 3792 MPa. As a consequence the
denture should not be fractured under functional
masticatory forces (1). However, lack of integrity is a
frequently noted problem for both upper and lower full
dentures in the United States. In fact, over 15% of
upper and 9% of lower full dentures had problems with
fractures and missing/chipped teeth (2). It has been also
reported that 0Æ78 million denture repairs are carried
out annually in UK (3). Darbar et al. have shown that
the most common types of fracture are debonding/
fracture of denture teeth (33%) in both complete and
partial dentures followed by the midline fractures of
complete dentures (29%) (4).
Reasons for the fracture of the denture teeth are:
poor laboratory technique, the use of porcelain teeth,
and the increase in stress concentration at the tooth/
denture base interface, heavy or uneven masticatory
forces, unbalanced occlusion and patient related habits
(1, 4–7). Moreover; sharp notches, diastema and maxillary
tori are additional causes for midline fractures of
upper dentures (8–13).
It is important to note that fractures are more
frequently seen in upper single dentures (12). It is mostly
difficult to establish a harmonious occlusion in a maxillary
complete denture opposing natural dentition. The
reason for this are: (i) the mandibular teeth may be
malpositioned and may have assumed positions that
present excessively steep cuspal inclinations, (ii) the
bucco-lingual width of the natural teeth may be too
ª 2006 Blackwell Publishing Ltd doi: 10.1111/j.1365-2842.2006.01603.x
Journal of Oral Rehabilitation 2006 33; 509–513
wide. Failure to alter these conditions will often prevent
to achieve a favourable occlusion (8). Ellinger et al.
recommended recontouring the natural teeth to obtain
an occlusal plane that is suitable for a maxillary denture
(14). They stated that the most common error in single
denture construction is failure to modify the occlusal
plane. Several techniques for making single dentures
have been described up to date (15, 16). Regardless of the
technique, if attention is not paid to detail, fracture and
failure of the denture may occur.
Fractures in dentures result mainly from flexural
fatigue, which occurs after repeated flexing of the
denture base. This type of failure can be explained by
the development of microscopic cracks in areas of stress
concentration (12). Many methods of experimental
stress analysis such as; brittle coating (17), photoelastic
models (6), strain gauges (18), holography (19) and finite
element modelling (7, 11) have been used to examine
the stress distribution in complete maxillary dentures. It
has been shown that the stress concentrates in the
anterior palatal areas of maxillary dentures rather than
the posterior regions (18). Moreover in a three-dimensional
photoelastic stress analysis study, Craig et al. have
shown that the maximum stresses are developed in areas
right beneath the artificial porcelain teeth (6). In a finite
element analysis (FEA) study, Darbar et al. have stated
that the critical area of peak stress concentration is at the
beginning of the palatal aspect of tooth/denture base
interface (7). It has been also suggested that changes in
the loading conditions or modification of the occlusal
scheme will alter the pattern of stress distribution (5).
In this study, the effect of the bucco-lingual localization
of the occlusal contacts on the stress distribution in
upper denture base plate was investigated using a twodimensional
FEA.
Materials and methods
The FEA model reproduced a frontal section of edentulous
maxillary bone, mucosa, denture base and artificial
teeth. The contour of the denture was obtained
from a demonstration model of a maxillary complete
denture, which was sliced through the mesio-palatal
cusps of first molars. External contours were digitized in
AutoCAD 2000* and then transferred to finite element
program†. The geometric model was meshed with
eight-node quadrilateral plane strain elements via a
personal computer. The model was assumed to behave
like a slice on the symmetry axis of the denture, thus
enabling two-dimensional analysis with plane-strain
elements (Strain in direction of the slice normal is
forced to be zero). The FEA model of maxillary residual
ridge, mucosa, denture base and artificial teeth was
divided into 4444 elements and 13752 nodes (Fig. 1).
Several elements have been let to take place throughthickness
of thin parts such as the soft tissue to capture
the transverse stress distribution correctly. In the
absence of information concerning the precise material
properties of bone, like other materials of the model,
the bone has been assumed to be isotropic, homogeneous
and linearly elastic. The materials and their
properties used in the model are shown in Table 1.
These values were determined from the reports using
the FEA model of human jaws (20–22). The denture
base and artificial teeth were assumed to be acrylic
resin. The properties of cortical bone were set for the
bony structure. For representing the sutura palatina
media, two different modulus of elasticity were generated
(Table 1). An element-size sensitivity check has
Fig. 1. The FEA model divided into quadrilateral elements and
nodes.
Table 1. Materials’ properties used in the FEA analysis
Elasticity modulus (MPa) Poisson ratio
Bone 13 500 0Æ30
Mucosa 0Æ98/5* 0Æ30
Denture base 1960 0Æ30
Artificial teeth 2940 0Æ30
*0Æ98 is the first model and 5 is hard sutura palatina.
*Autodesk Inc., San Rafael, CA, USA.
†Ansys 8.0, ANSYS Inc., Canonsburg, PA, USA.
510 M. A T E S¸ et al.
ª 2006 Blackwell Publishing Ltd, Journal of Oral Rehabilitation 33; 509–513
been performed and the mesh represented here has
been found to be stable.
Chewing force for a single complete denture was
assumed to be 100 N. Three different loading points
were selected on the occlusal surface of the first molar:
buccal cusp, central fossa and palatinal cusp (Fig. 2).
Each loading point was loaded unilaterally and bilaterally
thus a sum of six analysis were performed. Another
set of six analysis, with different modulus of elasticity
for sutura palatina media, were also performed. All
lines of the outer contour of maxillary bone were
restrained in all directions. During post-processing,
nodes attached to the polished surface of the denture
base and the teeth-denture base interface were selected
for generating a path where the results of the finite
element stress analysis have been evaluated accordingly
(Fig. 3).
Results
The calculated von Mises stress values at three different
loading positions by unilateral and bilateral loading are
shown in Fig. 4a,b. The stress intensity increased
accordingly as the loading point moved to the buccal
side irrespective to the loading condition. According to
von Mises stress values obtained on the working side
for unilateral loading and on both sides for bilateral
loading from all three loading positions, maximum
stresses concentrate always at the teeth denture base
interface followed by the palatal incline of the base. But
signs of concentrated principal stresses at the artificial
teeth denture base interface and the palatal incline of
denture base were different. Stress values at the palatal
incline of the denture base were positive (tensile)
according to principal stress r1, whereas the values of
principal stress r2 were near to zero indicating the state
of stress to be two dimensional and values of principal
Fig. 2. Three types of the loading point on the occlusal plane. This
figure showed the occlusal table part at the right side of the model.
Fig. 3. A path was generated by selecting nodes attached to the
polished surface of the denture base and the teeth-denture base
interface.
The stress distribution in the finite element model
with a hard sutura palatina was similar to the first
model, but the stress values on the midline were
higher. The stress values of the finite element model
with hard sutura palatina were 18 000, 24 600 and
31 100 Pa and the values of the first model were 4000,
19 400 and 32 600 Pa for loading from the palatinal
cusp, central fossa and buccal cusp respectively.
In each of the 12 analysis, stress values at the midline
of the denture base were quiet low.
Discussion
The results of this study have shown that maximum
stresses in a complete maxillary denture under functional
masticatory forces concentrates always on the
buccal aspect of the artificial tooth/denture base junction
irrespective to the occlusal contact localization.
This result is in accordance with three dimensional
photoelastic stress analysis study of Craig et al. (6). They
concluded that the stresses in the bases were compressive
with maximum values in areas beneath the
artificial porcelain teeth. It is commonly agreed that
the stress at the teeth/denture base interface causes
fracture. For that reason, this result obtained in this
study also coincided well with the clinical finding that
most common types of fractures are debonding/fracture
of denture teeth in complete dentures (4).
However, as the stresses in this region are always
compressive and the values are too low to cause
fracture, it makes sense to conclude that not only the
fatigue stresses but also factors concerning laboratory
procedures should also be considered to be responsible
for the crack phenomenon.
In the present study, it has also been revealed that
shifting the occlusal contacts to a more buccal localization
resulted in an increase of the calculated stresses in
the buccal aspect of the tooth denture base junction but
a decrease in the palatinal aspect. In a FEA study,
Nishigawa et al. investigated the effect of the buccolingual
position of the artificial posterior teeth on the
denture supporting bone (22). As a result, they have
concluded that the stress observed at the buccal side of
the alveolar bone crest increased when the masticatory
forces applied from a more buccal loading point.
However they did not analyse the stress concentration
within the denture base, as the maxillary model was
not representing the correct shape of a complete
maxillary denture.
Prombonas and Vlissidis compared the effect of the
position of artificial teeth on the stress in the
complete maxillary denture by using two strain
gauges placed onto the midline of the intaglio surface
of the denture base (18). They reported that the outer
Stress (Pa) Stress (Pa) Stress (Pa)
Principle stress values of bilateral loading condition. (a)
Principle stress r1, (b) principle stress r2 and (c) principle stress r3.
TDB, tooth denture base interface; PI, palatal incline; ML, midline.
512 M. A T E S¸ et al.
ª 2006 Blackwell Publishing Ltd, Journal of Oral Rehabilitation 33; 509–513
placement of the posterior teeth resulted in an
increased principal stresses of the anterior stress field
and a decrease of the principal stresses in the
posterior stress field. Furthermore they suggested that
the midline fractures of the maxillary complete
denture start always from the anterior stress field.
The result of our study was not confirmed by these
findings. The findings of the present study revealed
that, the equivalent stresses toward the midline and
in the midline itself increased as the occlusal contacts
shifted to the buccal side.
In our study higher tensile stresses were observed in
areas near the midline, although the midline itself
usually had lower stresses. This finding is in accordance
with the results of the three dimensional photoelastic
analysis study of Craig et al. (6). Contrary to our
expectations stress distribution did not change by
increasing the elastic modulus of the mucosa over
the sutura palatina, but the stress values became
higher.
Within the limitation of this study, higher stresses
were observed in the buccal aspect of the artificial
tooth/denture base junction (compressive) and toward
the midline (tensile) irrespective to the occlusal contact
localization. Shifting the occlusal contacts to a more
buccal localization resulted in an increase of the
calculated stresses. As a conclusion, it can be speculated
that the buccal placement of the occlusal contacts may
play a role in the fatigue fracture of the complete
maxillary denture.
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Correspondence: Altug˘ C¸ ilingir, Research Assistant med dent Department
of Removable Prosthodontics, Istanbul University, Istanbul,
Turkey.
E-mail: caaltug@yahoo.com
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Pdf this article we can understand that they affect premature contacts on dentures and how it affects the patient harmful
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