The aim of study was to assess the stress around 10/13/15-mm implants in the mandibular area with a 15-mm cantilevered acrylic-resin–coated prostheses following the application force, using the photoelasticity method. Three photoelastic mandibular models were created containing 10-, 13-, and 15-mm implants in length and 3.75 mm in diameter. The implants had bore internal hex connections and were placed parallel to the intermental region. Abutments with 1-mm high cuffs were placed over the implants, and a single cobalt/chrome metallic prosthesis with a 15-mm cantilever, coated with thermoplastic acrylic resin, was placed on top. Loads of 1.0 and 3.0 bars were applied, and the images were photographed and assessed by photoelasticity method. The greatest stress levels were observed for the 10-mm implants. The stress pattern was the same regardless of implant length; only the magnitude of the stress along the implant body revealed changes. Increased implant length played a role in reducing stress on the investigated area of the model, and the 15-mm implants exhibited the best performance in regard to stress distribution. The highest stress levels were found in the implants closest to the cantilever and the central implant. The longest implants were more favorable in regard to the stress distribution on the peri-implant support structures in the 15-mm cantilevered prosthesis under loads.

According to the classic protocol,1  a 2-stage surgery is needed for implant placement in fully edentulous mandibles. During the first stage, 4 to 6 titanium implants with 3.75-mm diameters are placed in the anterior portion of the mandible between the mental foramen. A healing period of 4 to 6 months is recommended before the second surgical stage, during which a fixed total prosthesis holding stock teeth using a metallic superstructure and a 15- to 20-mm cantilever are placed.2  Importantly, this prosthesis is exposed to axial and tangential occlusal forces that are distributed around the implants as a function of the geometry of the prosthetic component.36  Although this type of prosthesis has been used for several years and its results are predictable,79  the issue of stress induction must always be considered in this type of rehabilitation because is known that larger cantilevers may overload the implants, leading to risk of failure.10,11  This way, an increase in implant length may improve the stress distribution to surrounding tissues1113 ; therefore, the null hypothesis is that the stress distribution is the same with 10/13/15-mm implants as with a 15-mm cantilever prostheses. The aim of the present study was to assess whether or not the stress around 10/13/15-mm implants in the mandibular area with a 15-mm cantilevered acrylic resin coated protocol-type prostheses, following application of force, is different according to implant length when using the photoelasticity method.

Test specimens

The photoelastic resin Araldite (Araltec Produtos Quimicos, Guarulhos, São Paulo, Brazil) was used to develop the test specimens.

Photoelastic skull

A photoelastic skull served as a model to simulate the mandible using Novox resin—a Novox Base, alcohol polymer, and Novox Activador mix of organic components (Talladium International, Lleida, Spain), used to create prototype test specimens and subsequently conduct photoelastic assays.

Loading device

A pneumatic device for load application was used to successively apply 1.0 and 3.0 bar pressures on the photoelastic model from the mandible toward the maxilla. A piston with an area of 4.42 cm2 transmitted the pressures. The ratio of pressure to applied force as a function of the 4.42 cm2-piston area is described in the Table.

Table

The ratio of pressure to force in the employed device

The ratio of pressure to force in the employed device
The ratio of pressure to force in the employed device

Implants selection and placement

The test specimens were comprised of three photoelastic models, including 5 implants each. The implants had 3.75-mm diameters, internal hexagons, a uniform length of 10, 13, or 15 mm for each model, and a cobalt/chrome metallic superstructure coated with thermoplastic acrylic resin to simulate a screw-retained prosthesis. Implants were placed between the mental foramen in all three models.

Bite registration

A wax base plate with a plane of orientation was created on the duplicate resin mandible to fixate the mandible relative to the maxilla; this was produced using plaster and fixated to the upper arm of a semi-adjustable articulator. The vertical dimension of occlusion was calculated from the vertical maxillary-mandibular distance using a Willis gauge. Once the maxillomandibular record was taken between the upper arch and the plaster mandible using the plane of orientation, the mandible was fixated to the lower arm of the articulator. The next stage consisted of mounting the ready-made Art Plus A3, U36, and U85 acrylic teeth following the position of the upper teeth and the previously established vertical dimension. Occlusal adjustment was performed using occlusal marking film (AccuFilm, Parkell, Edgewood, NY) to achieve the most simultaneous and bilateral contacts.

Surgical guide

The tooth-mounted plate was produced using silicon (ZetaLabor, Zermack, Italy) and used to create a surgical guide made of transparent acrylic resin. The sites selected for implant placement were marked on the surgical guide using the Brånemark system implant distribution as reference.

Master model

Using this technique, the master model simulated an edentulous mandible with five intermental Micro Unit implant analogs (Conexão Sistema de Prótese, São Paulo, Brazil).

Superstructure and infrastructure

Five ready-made plastic cylinders without an anti-rotation device for the Micro Unit abutments (Conexão Sistema) were used to wax the superstructure. The infrastructure was waxed within the vestibular-lingual and occlusal-gingival boundaries using the 15-mm distal extension or cantilever from the posterior implants so that the length of the implant sufficed for an occlusal support up to the level of the first maxillary molars.

Procedures

The superstructure was created from molten cobalt/chrome (StarloyC, DeguDent Dentsply, Hanau-Wolfgang, Germany), sectioned, returned to the master model to which it was first joined using DuraLay resin (DuraLay Reliance Manufacturing Co, Chicago, Ill), and welded to achieve a better adaption quality. After welding, the superstructure was again screwed to the mandible that was placed in the articulator and joined to the surgical guide using DuraLay resin. Once the structure was joined to the surgical guide, the position of the implants was transferred to the Novox resin mandible. After transferring the implants to the mandible, the free ends of the infrastructure were measured using a caliper and then cut using a carborundum disc to adjust the arms to 15 mm. At this time, the superstructure was ready for the application of 1 layer of the Vipi-Tone light-pink opacifying agent (Vipi Indústria, Comércio, Exportação e Importação de Produtos Odontológicos Ltda, Pirassununga, São Paulo, Brazil).

Once the structure was opacified, the tooth-mounted plate was fixated to it, and the acrylic coating was applied. The coated superstructure was coupled to the resin mandible, and the occlusal adjustment of the prosthesis screwed to the mandible was performed to achieve the most simultaneous and bilateral contacts with the maxilla of the photoelastic skull. The next stage involved the production of the mandible/prosthesis set using Dow Corning reproduction silicon (D'Altomare Química, São Paulo, Brazil) to elaborate the photoelastic models. The Araldite GY279BR photoelastic resin (Araltec Produtos Químicos Ltda, Hunstman, Guarulhos, São Paulo, Brazil) was used to create the photoelastic model. Three photoelastic models were developed differing only by the length of the implants (Figure 1a through c). For the purpose of standardization, the prosthetic structure of the test specimens was 15 mm long, which reduced the occlusal platform along the vestibular-lingual direction and relieved occlusion.

Figure 1.

(a) Photoelastic mandible with 10-mm implants (MD 10). (b) Photoelastic mandible with 13-mm implants (MD 13). (c) Photoelastic mandible with 15-mm implants (MD 15).

Figure 1.

(a) Photoelastic mandible with 10-mm implants (MD 10). (b) Photoelastic mandible with 13-mm implants (MD 13). (c) Photoelastic mandible with 15-mm implants (MD 15).

Close modal

An important condition for the success and maintenance of osseointegration is achieving the most passive fit of the prosthesis as possible over the implants.18  To minimize distortion, maladjustment, and stress in the photoelastic model, the implants were placed in the resin mandible only after the prosthesis was built. Another relevant factor is the manner in which the model was supported on the platform, given that this support transmits the load to the set composed of mandible, implants, prosthetic abutments, and the cantilevered prosthesis. Therefore, in addition to ensuring that the base was well affixed to the model, the support stabilized the entire experimental set to keep the direction of the load constant as obtained during occlusal adjustment.

Occlusal Adjustment

Occlusal adjustment was performed such that the occlusal contacts were able to transmit the axial load in a simultaneous and bilateral manner, thereby achieving stability and balance.

Photoelastic Analysis

A circular polariscope was used in the experiments. To improve image sharpness, the models and the device used for load application were immersed together in a tank containing pure mineral oil, which allowed for a better visualization of the (color) isoclinic fringes. Thus, a photographic light reflector and a light diffuser were coupled to the polariscope. The full set was designated as a photoelastic stress meter.

Photography

A photoelastic analysis was performed to investigate the effect of stress, which was recorded using photographs. Frontal photographs were acquired from all 3 photoelastic models to analyze the results prior to load application.

To facilitate the interpretation of the results, Figure 2 illustrates the assays performed with Models 10, 13, and 15 (MD10, MD13, and MD15, respectively) without the application of pressure, as well as with 1.0- and 3.0-bar pressures. The implants in the photographs were numbered from 1 to 5, left to right. The MD15 model exhibited fewer fringes around the 15-mm implants, denoting less stress compared with the MD10 and MD13 models. The stress distribution pattern along the implants was constant throughout the experiment, regardless of their length. However, changes were found with regard to stress intensity, which decreased as the length of the implants increased. When the load was increased from 1.0 to 3.0 bars, stress increased in both the mesial and distal faces of the cervical portion of the most distal implants, as well as in the middle and apical thirds of the right distal implant. Right and left photographs were taken of the models when a 3.0-bar load was applied (Figure 3). The 10-mm implants exhibited stress with many fringes around them, and the 15 mm implants exhibited less stress around them. The stress distribution pattern was the same across all investigated implant lengths, whereas only the magnitude of stress along the implant body changed.

Figure 2.

Frontal photographs of the photoelastic models across all three implant lengths and load levels: (a) MD 10 = pressure 0; (b) MD 10 = pressure 1; (c) MD 10 = pressure 3; (d) MD 13 = pressure 0; (e) MD 13 = pressure 1; (f) MD 10 = pressure 3; (g) MD 15 = pressure 0; (h) MD 15 = pressure 1; (i) MD 15 = pressure 3.

Figure 2.

Frontal photographs of the photoelastic models across all three implant lengths and load levels: (a) MD 10 = pressure 0; (b) MD 10 = pressure 1; (c) MD 10 = pressure 3; (d) MD 13 = pressure 0; (e) MD 13 = pressure 1; (f) MD 10 = pressure 3; (g) MD 15 = pressure 0; (h) MD 15 = pressure 1; (i) MD 15 = pressure 3.

Close modal
Figure 3.

Lateral photographs of the photoelastic models across all three implant lengths and load levels: (a) MD 10 = right side; (b) MD 10 = left side; (c) MD 13 = right side; (d) MD 13 = left side; (e) MD 15 = right side; (f) MD 15 = left side.

Figure 3.

Lateral photographs of the photoelastic models across all three implant lengths and load levels: (a) MD 10 = right side; (b) MD 10 = left side; (c) MD 13 = right side; (d) MD 13 = left side; (e) MD 15 = right side; (f) MD 15 = left side.

Close modal

The longest implants were more favorable with respect to the load distribution of the peri-implant support structures, and the distal and central implants suffered the most stress.

With the photoelasticity analysis method, it is possible to locate the tensions that occurred around the implants14  and, according to the literature, this method is relative simple and reliable as correlation of clinical findings are observed.15  With the absence of the periodontal ligament, biomechanics for an implant is different from that of a natural tooth, given the possibility of transferring excessive load to the implant and the adjacent bone, which could result in exceeding the physiological limits causing the loss of osseointegration. The load is not always harmful but cannot exceed the physiological limits.16 

While there are studies of stress distribution on bone and implants according to the occlusal load, the current study compares this distribution using different implant lengths in the presence of a cantilever, which is a relatively common clinical situation. The photoelastic analysis of the 10-mm implants showed that only the central implant exhibited minimal stress in the load-free condition, whereas the other implants were virtually stress free. Thus, the corresponding image was used to assess the effect of stress. When the load was increased from 1 to 3 bars, stress increased in both the mesial and distal faces of the cervical area of the most distal implants, as well as in the middle and apical thirds of the right distal implant. These findings match those of other studies1720  conducted with fixed prostheses over cantilevered implants, which also found that greater stress in the implant closest to the cantilever. However, other studies21  performed under the same conditions found that the greatest stress occurred at the cervical area. Importantly, in the present study, stress not only occurred at the cervical portion of the distal implants but also along their bodies, extending to their middle and apical thirds. To minimize the stress on the implants closest to the cantilever, occlusion was reduced by applying less occlusal torque to that area than in the areas closest to the implant support. The compressive forces on the cantilever might result in an intensity that is two- to threefold greater than the load applied to that segment.22  The effect of cantilever in stress distribution over implants began to be studied with the “all-on-four” concept development.11  In 2010, Naconecy et al20  found considerable stress at the distal implants and those closest to the cantilever. Furthermore, this stress increased when the implants were placed straight or parallel to the tilted distal implants. The load increase also generated stress on the central implant, which mostly affected its apical region. This result increased the stress at the central implant and the implants closest to the cantilever point, the occurrence of compression forces in the implants closest to the cantilever, and the traction and compression forces in the most distal implants.23  The present study compared the mandibles with 10-, 13-, and 15-mm implants and found that the stress was greatest in the central and distal implants of the model that contained 10-mm implants. The 10-mm implants were exposed to a greater overload than the 13- and 15-mm implants. The stress generated by occlusal loading, which dissipates through the prosthesis when it passes through the implants and around their surface (in contact with the resin), is transferred to the shortest implants with greater intensity. This effect might result in greater stress, deformation, and eventual bone loss.21 

Previous studies24,25  assessed the success rate of implants and the effects on the bone surrounding them as a function of implant length and diameter. With respect to implant length, most authors have found correlations between shorter lengths and lower survival rates; however, other studies18  have not found any relationship between marginal bone loss and the number or length of implants. Yet other studies26,27  found that implant length alone does not influence prognosis but that the placement area must be taken into account because the maxilla is associated with poorer outcomes than is the mandible. According to some studies,10,28  13-mm implants exhibit higher success rates than do 10-mm implants; furthermore, other factors might influence success rates (eg, parafunctional habits, the crown/implant ratio, inclination, implant distribution, and cantilever length). The aforementioned studies reinforce the findings of the present study, which found that 15-mm implants were associated with better distribution of force per unit area in cases with a cantilevered superstructure—contradicting some authors who have found that stress reduction is associated with implant diameter increases much more than is length increase.12,13,29  Furthermore, although photoelastic models are used in dentistry to assess stress, they are limited to predict biological responses to specific loads, as this technique does not quantify the stress thresholds of the various bone types30 ; thus, additional studies that include other variables following this protocol might be useful to assess the stress in mandibular cantilevered prostheses.

We thank all who have contributed directly and indirectly to this work. My sincere thanks.

1
Brånemark
P-I
,
Hansson
B
,
Adell
R
,
Breine
U
,
Lindstron
J
,
Hallen
O
,
Ohman
A.
Osseointegrated implants in the treatment of the edentulous jaw: experience from a 10-year period
.
Scand J Plast Reconst Surg
.
1977
;
16
:
7
127
.
2
Branemark
P-I.
Osseointegration and its experimental background
.
J Prosthet Dent
.
1983
;
50
:
399
410
.
3
Moberg
L-E
,
Saulin
G-B
,
Köndell
P-Å
,
Heimdahl
A
,
Gynther
GW
,
Bolin
A.
Brånemark System and ITI Dental Implant System for treatment of mandibular edentulism. A comparative study: 3-year follow-up
.
J Clin Oral Implants Res
.
2001
;
12
:
450
461
.
4
Engquist
B
,
Astrand
P
,
Dahlgren
S
,
Engquist
E
,
Feldmann
H
,
Grondahl
K.
Marginal bone reaction to oral implants: a prospective comparative study of Astra Tech and Branemark System implants
.
Clin Oral Implants Res
.
2002
;
13
:
30
37
.
5
Bozkaya
D
,
Müflü
S.
Efficiency considerations for the purely tapered interference fit (TIF) abutments used in dental implants
.
J Biomech Eng
.
2004
;
126
:
393
401
.
6
Cehreli
M
,
Duyck
J
,
De Cooman
M
,
Puers
R
,
Naert
I.
Implant design and interface force transfer. A photoelastic and strain-gauge analysis
.
J Clin Oral Implant
.
2004
;
2
:
249
257
.
7
Bernard
JP
,
Belser
UC
,
Martinet
JP
,
Borgis
SA.
Osseointegration of Branemark fixtures using a single-step operating technique. A preliminary prospective one-year study in edentulous mandible
.
Clin Oral Implants Res
.
1995
;
6
:
122
129
.
8
Becker
W
,
Becker
BE
,
Israelson
H
,
et al
.
One-step surgical placement of Branemark implants: a prospective multicenter clinical study
.
Int J Oral Maxillofac Implants
.
1997
;
12
:
454
462
.
9
Bruyn
H
,
Collaert
B.
Early loading of machined-surface Branemark implants in completely edentulous mandibles: healed bone versus fresh extraction sites
.
Clin Implant Dent Relat Res
.
2002
;
4
:
136
142
.
10
Snauwaert
K
,
Duyck
D
,
Van Steenberghe
D
,
Quirynen
M
,
Naert
I.
Time dependent failure rate and marginal bone loss of implant supported prostheses: 15-year follow-up study
.
Clin Oral Invest
.
2000
;
4
:
13
20
.
11
Baggi
L
,
Pastore
S
,
Di Girolamo
M
,
Vairo
G.
Implant-bone load transfer mechanisms in complete-arch prostheses supported by four implants: a three-dimensional finite element approach
.
J Prosthet Dent
.
2013
;
109
:
9
21
.
12
Himmlová
L
,
Dodtálová
T
,
Kácovský
A
,
Konvickova
S.
Influence of implant length and diameter on stress distribution: a finite element analysis
.
J Prosthet Dent
.
2004
;
91
:
20
25
.
13
Vairo
G
,
Sannino
G.
Comparative evaluation of osseointegrated dental implants based on platform-switching concept: influence of diameter, length, thread shape, and in-bone positioning depth on stress-based performance
.
Comput Math Methods Med
.
2013
;
2013
:
250929
.
14
Sadoswsky
SJ
,
Caputo
A.
Effect of anchorage systems and extension base contact on load transfer with mandibular implant-retained overdentures
.
J Prosthet Dent
.
2000
;
84
:
327
334
.
15
Brodsky
JF
,
Caputo
AA
,
Furstman
LL.
Root tipping: a photoelastic-histopathologic correlation
.
Am J Orthod
.
1975
;
67
:
1
10
.
16
Kenney
R
,
Richards
,
MW.
Photoelastic stress patterns by implant retained overdentures
.
J Prosthet Dent
.
1998
;
80
:
559
564
.
17
Lindquist
LW
,
Rockler
B
,
Carlsson
GE.
Bone reabsortion around fixtures in edentulous patients treated with mandibular fixed tissue integrated protheses
.
J Prosthet Dent
.
1988
;
59
:
59
63
.
18
Wiebke
S
,
Susanne
H
,
Katja
N.
Retrospective analysis of bar-retained dentures with cantilever extension: marginal bone level changes around dental implants over time
.
Int J Oral Maxillofac Implants
.
2010
;
25
:
385
393
.
19
Wang
S
,
Hobkirk
JA.
Load distribution on implants with a cantilevered superstructure: an in vitro pilot study
.
Implant Dent
.
1996
;
5
:
36
42
.
20
Naconecy
MM
,
Geremia
T
,
Cervieri
A
,
Teixeira
ER
,
Shinkai
RS.
Effect of the number of abutments on biomechanics of Branemark prosthesis with straight and titled distal implants
.
J App Oral Sci
.
2010
;
18
:
178
185
.
21
Tashkandi
EA
,
Lang
BR
,
Edge
MJ.
Analysis of strain at selected bone sites of cantilevered implant-supported prosthesis
.
J Prosthet Dent
.
1996
;
76
:
158
164
.
22
McAlarney
ME
,
Stavropoulos
DM.
Theoretical cantilever lengths versus clinical variables in fifty-five clinical cases
.
J Prosthet Dent
.
2000
;
83
:
332
343
.
23
Duyck
J
,
Rønold
HJ
,
Oosterwyck
HV
,
Naert
I
,
Sloten
JV
,
Ellingsen
JE.
The influence of static and dynamic loading on marginal bone reactions around osseointegrated implants: an animal experiment study
.
Clin Oral Implants Res
.
2001
;
12
:
207
218
.
24
Sahin
S
,
Cehreli
MC
,
Yalçin
E.
The influence of functional force on biomechanics of implant supported prostheses – a review
.
Journal of Dentistry
.
2002
;
30
:
271
282
.
25
Degidi
M
,
Piattelli
A
,
Lezzi
G
,
Carinci
F.
Wide-diameter implants: Analysis of clinical outcome of 304 fixtures
.
J Periodontal
.
2007
;
78
:
52
58
.
26
Brånemark
P-I
,
Svensson
B
,
Van Stenberghe
D.
Ten-year survival rates of fixed prostheses on four or six fixtures ad modum Brånemark in full edentulism
.
Clinic Oral Implants Res
.
1995
;
6
:
227
231
.
27
Herrmann
I
,
Holm
S
,
Kult
JEC.
Evaluation of patient and implant characteristics as potential prognostic factors for oral implant failures
.
Int J Oral Maxillofac Implants
.
2005
;
20
:
220
230
.
28
Renouard
F
,
Nisand
D.
Impact of implant length and diameter on survival rates
.
Clin Oral Implants Res
.
2006
;
17
:
35
51
.
29
Iplikçioglu
H
,
Akça
K.
Comparative evaluation of the effect of diameter and number of Implants supporting three-unit fixed partial prostheses on stress distribution in the bone
.
Journal of Dentistry
.
2002
;
30
:
41
46
.
30
De Vree
JHP
,
Peters
MCRB
,
Plasschaert
AJM.
A comparison of photoelastic and finite element stress analysis in restored tooth structures
.
J Oral Rehabil
.
1993
;
10
:
505
517
.