ABSTRACT
Objectives: To verify the reproducibility of condylar
guidance in a group of edentulous patients.
Methods: Panoramic radiographs of completely
edentulous patients from both genders were randomly collected from patients
attending prosthodontic clinics. Inclusion criteria were patients who were
completely edentulous with a normognathic jaw relation. Five specialists in
prosthodontics and five prosthodontic residents traced each radiograph. The
prosthodontists identified the most superior point on the glenoid fossa and the
most inferior point on the articular eminence, and they joined these bony
points by a straight line. Another reference line representing the Frankfort
horizontal plane was made by joining the orbitale and porion. Angles made by the
intersection of these two lines were measured to represent the condylar
guidance on each side.
Results: Twenty panoramic radiographs fulfilled the criteria of this study.
The standard deviation of the right side mean angle value did not exceed 1.24
degrees and on the left side, the standard deviation did not exceed 1.31
degrees. The difference between the minimum and maximum condylar guidance on
the right and left sides did not exceed four degrees.
Conclusion: Panoramic images are a useful and reproducible
tool for the measurement of condylar guidance in edentulous patients. Condylar
guidance measurement by panoramic images is a relatively easy method that could
be applied in dental rehabilitation clinics, but it requires proper training to
avoid the minimal condylar guidance discrepancies that could lead to some
degree of potential occlusal errors.
Keywords: Condylar Guidance; Condylar Angle;
Frankfort’s Horizontal Plane; Panoramic Radiograph Images; The Royal Medical
Services
RMS August 2022; 29 (2): 10.12816/0061162
INTRODUCTION
In 1756, Phillip Pfaff, a German dentist, made
the first attempt to measure and replicate the condylar guidance (1). Condylar
guidance is one of the essential factors for occlusion (2). Modern dentistry uses several methods
for condylarguidance measurement, such as wax records, Gothic arch measurement,
the intraoral check-bite method, cephalometric, and computerized graphic
tracings (3–5).
However, these conventional methods have some
major drawbacks, such as measurement errors, operator-dependent results and instability
of the materials used for measurements (3, 6). In addition to this, some of
these measurement methods are costly, meaning that developing countries find it
difficult to make them available for use in dental rehabilitation clinics (4).
Condylar guidance is crucial for fabricating a fixed or removable dental
prosthesis. Finding a reliable method to measure the relationship between teeth
and arches is particularly tricky, painstaking and time-consuming (3,6).
Meanwhile, panoramic radiograph images are a
widely available diagnostic tool that is present in almost all dental clinics.
Panoramic radiograph images are also a cost-effective tool and constitute a
non-invasive evaluation method with minimal radial exposure (7). Evaluating the
possibility of using panoramic images for condylar guidance measurement could
benefit many patients who are in the process of dental rehabilitation (8).
The study presented here aimed to verify the
reproducibility of condylar guidance in a group of edentulous Jordanian patients.
METHODS
This research is a descriptive prospective
study. Panoramic radiographs for completely edentulous patients from both
genders were randomly collected from patients attending prosthodontic clinics
at the King Talal, Prince Rashid and Prince Ali Military Hospitals.
The study inclusion criteria were
patients who were completely edentulous with a normognathic jaw relation.,
while the exclusion criteria were patients with poorly resorbed ridges, lack of
adequate neuromuscular
control, a history of temporomandibular disorder and a history of mandibular
trauma or surgery to the temporomandibular joint (TMJ).
Data were collected in September 2020. Primary
investigators randomly selected study patients. Demographic data were collected
and a proper panoramic radiograph was made with a Frankfort horizontal (FH)
plane parallel to the floor of the mouth. A cephalometer was used to capture
the standardized aligned head position for all patients. All low-quality X-rays
were excluded from this study.
Out of the sixty panoramic radiographs that
fulfilled the study’s criteria, only twenty radiographs, selected evenly from
female and male patients, were presented to the dentists participating in this
study.
Ten copies of each radiograph were made for
tracing by 10 different dentists. Five of the dentists were specialists in
prosthodontics, and five were prosthodontic residents. Each prosthodontist
identified the most superior point on the glenoid fossa and the most inferior
point on the articular eminence and they joined these bony points by a straight
line. Another reference line representing the Frankfurt horizontal plane was
made by joining the orbitale (the lowest point in the margin of the orbit) and
the portion (the highest point on the auditory
meatus). Angles made by the intersection
of these two lines were measured to represent the condylar guidance on each
side (9,11) (Figure 1).
An accurate impression of one patient was made
using alginate irreversible hydrocolloid and immediately poured into the model stone (Type-III). After instructing the
randomly selected patient to move the mandible directly forward by 6 mm using a
Lucia jig, a 6 mm protrusive record was made. The cast was then mounted on a
semi-adjustable Hanau articulator using a dental facebow. The condylar guidance
recorded on the articulator were then compared with the condylar guidance
obtained by panoramic radiograph.
Without
informing the prosthodontists about the condylar guidance obtained by the
protrusive record, the primary author briefly explained the method of
identifying each bony point and how the lines could be drawn. The primary author then did a demonstration
on one panoramic radiograph before asking the participants to measure the
condylar guidance of the selected radiographs.
Condylar guidance is defined as the mandibular
guidance, which is a mechanical function generated by the condyle and articular
disk traversing the contour of the glenoid fossa (8,12).
Anonymous data were numerically coded and
entered into an Excel sheet (Microsoft® Office Excel). The data were then
analyzed using SPSS statistical data analysis software (IBM Corporation,
version 25.0). Descriptive analysis and the Mann-Whitney U test were used to
analyze the data. Data were interpreted as statistically significant when a
p-value was less than 0.05.
Approval for this research was obtained from
the Research Ethics Committee of the Jordanian Royal Medical Services. A
briefing about the purpose of the study was given to the patients by the
investigators, and verbal, voluntary informed consent was then obtained from
all participants and patients. No identifying data were collected. This
research was carried out in accordance with the Helsinki Declaration.
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)
Figure 1 Example of included
panoramic Images in edentulous subjects before and after marking the bony
points by straight lines. The angle (A and B) formed by the intersected lines
on both sides represents the condylar guidance.
RESULTS
In total, 20 panoramic radiographs fulfilling the criteria of this study
were presented to the prosthodontists. Half of the selected radiographs were
for female patients and the other half for male patients.
The radiographs were of completely
edentulous patients between the ages of 48 and 72.
The
differences between condylar guidance measured by the protrusive record and the
panoramic radiograph of the randomly selected edentulous patient were not
statistically significant on both sides with a p-value of 0.909 and 0.727 on
the right and left side, respectively (Table I).
The difference between the specialist
and resident prosthodontists in terms of the mean slope value of line A and
line B on both sides was not statistically significant ( all p-values were
>0.05)(Table II). The mean and
standard deviation (SD) of slopes A and B on the right and left side for the 20
randomly selected radiographs, in addition to the minimal and maximal slope
values, are demonstrated in (Table III).
The SD of the right side mean angle value did not exceed 1.24 degrees
and for the majority of the radiographs, it did not exceed one degree.
Similarly, on the left side, the SD did not exceed 1.31 degrees and for the
majority of the radiographs, it did not exceed one degree (Table IV).
The difference between the minimum
and maximum condylar guidance on the right side did not exceed three degrees in
all cains (except is one case, which reached four degrees). Likewise, the
difference between the minimum and maximum condylar guidance on the left side
did not exceed three degrees in 17 out of 20 cases and it reached three degrees
in 3 out of 20 cases (Table IV).
Method
|
Side
|
Number of measurements
|
Condylar angle
|
p-value
|
Panoramic
radiograph
|
Right
|
10
|
Mean ± SD 33.6 ± 0.8
|
0.909
|
Protrusive record
|
Right
|
1
|
33.7
|
|
Panoramic radiograph
|
Left
|
10
|
Mean ± SD -30.5 ± 0.9
|
0.727
|
Protrusive record
|
Left
|
1
|
-30.3
|
|
Table I Distribution of
condylar guidance values obtained from the protrusive record and the panoramic
radiograph methods of one randomly selected edentulous patient
|
Residents measurements
|
Specialists measurements
|
|
Slope
|
Mean
|
Standard deviation
|
Mean
|
Standard deviation
|
p-value
|
Line A (left
side)
|
-0.14
|
0.01
|
-0.14
|
0.01
|
0.511
|
Line A (right
side)
|
0.14
|
0.01
|
0.14
|
0.01
|
0.052
|
Line B (left
side)
|
-0.79
|
0.03
|
-0.79
|
0.02
|
0.415
|
Line B (right
side)
|
0.90
|
0.03
|
0.90
|
0.02
|
0.102
|
TableII Comparison between
specialists and resident measurements for line A and B slopes
|
Slope
|
Mean
|
Standard deviation
|
Min
|
Max
|
Patient 1
|
Line A (left side)
|
-0.14
|
0.01
|
-0.14
|
-0.13
|
Line A (right side)
|
0.14
|
0.01
|
0.13
|
0.15
|
Line B (left side)
|
-0.78
|
0.03
|
-0.83
|
-0.75
|
Line B (right side)
|
0.89
|
0.02
|
0.86
|
0.93
|
Patient 2
|
Line A (left side)
|
-0.14
|
0.01
|
-0.15
|
-0.13
|
Line A (right side)
|
0.14
|
0.01
|
0.12
|
0.15
|
Line B (left side)
|
-0.79
|
0.02
|
-0.82
|
-0.76
|
Line B (right side)
|
0.90
|
0.03
|
0.86
|
0.94
|
Patient 3
|
Line A (left side)
|
-0.14
|
0.01
|
-0.15
|
-0.13
|
Line A (right side)
|
0.14
|
0.01
|
0.13
|
0.15
|
Line B (left side)
|
-0.80
|
0.03
|
-0.83
|
-0.75
|
Line B (right side)
|
0.90
|
0.03
|
0.86
|
0.94
|
Patient 4
|
Line A (left side)
|
-0.14
|
0.01
|
-0.15
|
-0.13
|
Line A (right side)
|
0.14
|
0.01
|
0.13
|
0.15
|
Line B (left side)
|
-0.79
|
0.03
|
-0.83
|
-0.75
|
Line B (right side)
|
0.91
|
0.03
|
0.86
|
0.94
|
Patient 5
|
Line A (left side)
|
-0.14
|
0.01
|
-0.15
|
-0.13
|
Line A (right side)
|
0.14
|
0.01
|
0.13
|
0.14
|
Line B (left side)
|
-0.79
|
0.02
|
-0.83
|
-0.76
|
Line B (right side)
|
0.90
|
0.02
|
0.86
|
0.93
|
Patient 6
|
Line A (left side)
|
-0.14
|
0.01
|
-0.15
|
-0.13
|
Line A (right side)
|
0.14
|
0.01
|
0.13
|
0.15
|
Line B (left side)
|
-0.79
|
0.03
|
-0.83
|
-0.75
|
Line B (right side)
|
0.91
|
0.03
|
0.86
|
0.94
|
Patient 7
|
Line A (left side)
|
-0.13
|
0.00
|
-0.14
|
-0.13
|
Line A (right side)
|
0.14
|
0.01
|
0.13
|
0.15
|
Line B (left side)
|
-0.80
|
0.02
|
-0.83
|
-0.76
|
Line B (right side)
|
0.90
|
0.02
|
0.86
|
0.93
|
Patient 8
|
Line A (left side)
|
-0.14
|
0.01
|
-0.15
|
-0.13
|
Line A (right side)
|
0.14
|
0.01
|
0.13
|
0.15
|
Line B (left side)
|
-0.79
|
0.03
|
-0.83
|
-0.75
|
Line B (right side)
|
0.89
|
0.03
|
0.86
|
0.94
|
Patient 9
|
Line A (left side)
|
-0.14
|
0.01
|
-0.15
|
-0.13
|
Line A (right side)
|
0.13
|
0.00
|
0.13
|
0.14
|
Line B (left side)
|
-0.79
|
0.02
|
-0.83
|
-0.75
|
Line B (right side)
|
0.90
|
0.02
|
0.87
|
0.93
|
Patient 10
|
Line A (left side)
|
-0.14
|
0.00
|
-0.15
|
-0.14
|
Line A (right side)
|
0.14
|
0.01
|
0.13
|
0.15
|
Line B (left side)
|
-0.79
|
0.02
|
-0.83
|
-0.75
|
Line B (right side)
|
0.89
|
0.03
|
0.86
|
0.94
|
Patient 11
|
Line A (left side)
|
-0.14
|
0.01
|
-0.15
|
-0.13
|
Line A (right side)
|
0.14
|
0.00
|
0.14
|
0.15
|
Line B (left side)
|
-0.79
|
0.03
|
-0.83
|
-0.75
|
Line B (right side)
|
0.89
|
0.02
|
0.86
|
0.92
|
Patient 12
|
Line A (left side)
|
-0.14
|
0.01
|
-0.14
|
-0.13
|
Line A (right side)
|
0.14
|
0.00
|
0.13
|
0.14
|
Line B (left side)
|
-0.78
|
0.03
|
-0.83
|
-0.75
|
Line B (right side)
|
0.89
|
0.02
|
0.86
|
0.92
|
Patient 13
|
Line A (left side)
|
-0.14
|
0.01
|
-0.15
|
-0.13
|
Line A (right side)
|
0.14
|
0.01
|
0.13
|
0.15
|
Line B (left side)
|
-0.79
|
0.02
|
-0.83
|
-0.75
|
Line B (right side)
|
0.89
|
0.02
|
0.86
|
0.93
|
Patient 14
|
Line A (left side)
|
-0.14
|
0.00
|
-0.14
|
-0.13
|
Line A (right side)
|
0.14
|
0.00
|
0.13
|
0.14
|
Line B (left side)
|
-0.79
|
0.03
|
-0.83
|
-0.75
|
Line B (right side)
|
0.90
|
0.03
|
0.86
|
0.94
|
Patient 15
|
Line A (left side)
|
-0.14
|
0.01
|
-0.15
|
-0.13
|
Line A (right side)
|
0.14
|
0.01
|
0.13
|
0.15
|
Line B (left side)
|
-0.79
|
0.02
|
-0.81
|
-0.77
|
Line B (right side)
|
0.91
|
0.04
|
0.86
|
0.94
|
Patient 16
|
Line A (left side)
|
-0.14
|
0.01
|
-0.14
|
-0.13
|
Line A (right side)
|
0.14
|
0.01
|
0.13
|
0.15
|
Line B (left side)
|
-0.78
|
0.02
|
-0.81
|
-0.75
|
Line B (right side)
|
0.90
|
0.02
|
0.86
|
0.94
|
Patient 17
|
Line A (left side)
|
-0.14
|
0.01
|
-0.14
|
-0.13
|
Line A (right side)
|
0.14
|
0.01
|
0.13
|
0.14
|
Line B (left side)
|
-0.79
|
0.03
|
-0.83
|
-0.75
|
Line B (right side)
|
0.91
|
0.02
|
0.86
|
0.94
|
Patient 18
|
Line A (left side)
|
-0.14
|
0.00
|
-0.14
|
-0.13
|
Line A (right side)
|
0.14
|
0.01
|
0.13
|
0.14
|
Line B (left side)
|
-0.80
|
0.02
|
-0.83
|
-0.78
|
Line B (right side)
|
0.91
|
0.02
|
0.86
|
0.94
|
Patient 19
|
Line A (left side)
|
-0.14
|
0.01
|
-0.14
|
-0.13
|
Line A (right side)
|
0.14
|
0.00
|
0.13
|
0.14
|
Line B (left side)
|
-0.79
|
0.03
|
-0.83
|
-0.76
|
Line B (right side)
|
0.91
|
0.03
|
0.86
|
0.94
|
Patient 20
|
Line A (left side)
|
-0.14
|
0.00
|
-0.15
|
-0.13
|
Line A (right side)
|
0.14
|
0.00
|
0.13
|
0.15
|
Line B (left side)
|
-0.79
|
0.03
|
-0.83
|
-0.75
|
Line B (right side)
|
0.89
|
0.02
|
0.86
|
0.92
|
Table III Slopes A and B for
20 randomly selected radiographs
Patient #
|
Sex
|
Age
|
Right mean
angle
|
SD
|
Min
|
Max
|
Left
meanangle
|
SD
|
Min
|
Max
|
1
|
Female
|
60
|
33.87
|
0.78
|
32.16
|
34.64
|
-30.15
|
1.07
|
-32.29
|
-28.90
|
2
|
Female
|
64
|
34.39
|
1.04
|
32.73
|
35.82
|
-30.52
|
0.98
|
-31.94
|
-29.27
|
3
|
Female
|
72
|
34.09
|
0.98
|
32.73
|
35.82
|
-30.68
|
1.22
|
-32.29
|
-28.90
|
4
|
Female
|
57
|
34.42
|
1.04
|
32.82
|
35.82
|
-30.46
|
1.11
|
-32.29
|
-28.34
|
5
|
Female
|
62
|
34.26
|
0.63
|
33.29
|
34.95
|
-30.28
|
0.92
|
-31.72
|
-29.27
|
6
|
Female
|
71
|
34.41
|
0.92
|
33.14
|
35.82
|
-30.24
|
0.80
|
-31.16
|
-28.90
|
7
|
Female
|
48
|
34.16
|
0.62
|
33.14
|
34.95
|
-31.15
|
0.78
|
-31.94
|
-29.27
|
8
|
Female
|
63
|
33.51
|
1.23
|
32.16
|
35.82
|
-30.17
|
1.14
|
-32.29
|
-28.34
|
9
|
Female
|
59
|
34.53
|
0.67
|
33.38
|
35.52
|
-30.27
|
0.97
|
-31.72
|
-28.34
|
10
|
Female
|
63
|
33.87
|
0.89
|
32.73
|
35.26
|
-30.42
|
0.80
|
-31.72
|
-28.90
|
11
|
Male
|
50
|
33.56
|
0.67
|
32.49
|
34.33
|
-30.37
|
1.31
|
-32.29
|
-28.34
|
12
|
Male
|
54
|
33.75
|
0.69
|
32.73
|
35.21
|
-30.05
|
1.11
|
-31.94
|
-28.90
|
13
|
Male
|
61
|
33.87
|
0.68
|
32.73
|
34.95
|
-30.04
|
0.81
|
-31.72
|
-28.90
|
14
|
Male
|
58
|
34.30
|
0.97
|
32.73
|
35.82
|
-30.60
|
1.30
|
-32.29
|
-28.90
|
15
|
Male
|
71
|
34.28
|
1.24
|
32.49
|
35.82
|
-30.40
|
0.69
|
-31.60
|
-29.63
|
16
|
Male
|
63
|
34.23
|
0.59
|
33.29
|
35.21
|
-30.17
|
0.78
|
-31.25
|
-28.90
|
17
|
Male
|
55
|
34.42
|
0.74
|
33.29
|
35.82
|
-30.71
|
1.23
|
-32.29
|
-28.90
|
18
|
Male
|
64
|
34.52
|
0.87
|
32.73
|
35.82
|
-30.94
|
0.78
|
-32.29
|
-29.98
|
19
|
Male
|
56
|
34.46
|
0.84
|
32.73
|
35.26
|
-30.70
|
0.89
|
-32.29
|
-29.27
|
20
|
Male
|
49
|
33.57
|
0.79
|
32.49
|
34.90
|
-30.47
|
0.89
|
-31.72
|
-28.90
|
Table IV Right and left side
mean angle for 20 randomly selected radiographs
DISCUSSION
Previous
studies have produced inconclusive results in terms of the possibility of using
panoramic images for condylar guidance (9,10). Prasad et al. reported that
panoramic images are an excellent and reliable alternative for condylar
guidance measurement (9). Another recent study reported that panoramic
radiographs are accurate only in completely edentulous patients due to high
variability in environmental and tissue conditions when conventional
measurements are taken, compared with relatively easily identified bony
structures in panoramic images (4). On the other hand, Loster et al. concluded
in two consecutive studies that panoramic images are not a reliable method for
condylar guidance measurements (10,11). Similarly, in 2019, Dewan et al.
conducted a comparative study in Saudi Arabia and reported that conventional
measurement methods are preferable for evaluating condylar guidance, while
Katiyar et al.’s results were inconclusive (3,8).
The results of the current study indicate that
panoramic images could be used to measure the condylar guidance angle. The SD
of the mean angle was <1.4 degrees on both sides for all randomly selected
panoramic radiographs. This finding is in line with Gilboa et al. and
Weinberg's findings which indicated the possibility of using panoramic images
as a substitute for condylar guidance measurement (13,14). On the other hand,
Loster et al. reported in two published articles that panoramic images could
not be used to measure the condylar guidance (10,11). Differences in study
methodology could explain the variation between the results of the current
study and those of Loster et al. results. Loster et al. reached their
conclusion based on the repeatability of only one panoramic image, while the
current study included 20 randomly selected radiographs. Furthermore, in Loster
et al.’s studies, different types of dentists and students were included while
in the current study, more coherent group of only prosthodontic specialists and
residents were included (10,11).
Although some differences in the condylar
guidance were detected in the current study results on both sides, these
differences were less than five degrees between the minimum and maximum
measurements, and in most cases, these ranged between two and three degrees.
The rigorous explanation and demonstration of bone marks identification and
lines drawing methods might have led to these minimal angle differences
compared with Loster et al.’s findings (10). However, these minimal condylar
guidance angle differences could still lead to some degree of occlusion
relation challenges for prosthesis fitting in clinical and rehabilitation
settings (3). Therefore, there is still a need for proper training and practice
on the methodology of identifying bone marks for measurement of the condylar
guidance angle (12).
In addition, when the condylar guidance angles
obtained by panoramic radiographs were compared to the angles obtained by the
traditional method of a protrusive record, the difference was not statistically
significant. Khalikar et al. and Bhandari et al. reached the same results in
two research studies involving edentulous patients (15,16). However, due to the
challenging effects of anatomical and physiological factors, Godavarthi et al.
reported that the angles could differ significantly in dentulous patients (4).
The modern dental industry tends to adopt the
latest technological advances, leading to better and more accurate measurement
results and, eventually, better services for patients (17,18). However, budget
limitations and the cost implications of such technological advances could lead
to a narrow scope of services and become a barrier for dental and rehabilitation
care for the wider population especially in developing countries (19,20). The
current study and several other studies have concluded that panoramic images
are an appropriate alternative tool for condylar guidance measurement and this
is a repeatable measurement that is suitable for settings with limited
resources (4,5,13,21).
The limitation of this study is that it only
included specialists and resident prosthodontists, which could limit
generalization of the repeatability of panoramic images for condylar guidance
measurement by general dentists and other specialists. In addition, in clinical
settings, panoramic distortion could be a major obstacle to its use for
condylar guidance measurement, while in the current study, all poor-quality
radiographs were excluded (9). Finally, different X-ray machines were used to
take the selected panoramic images and an X-ray machine type was outside the
scope of the current study.
On the other hand, the current study has
several strong points such as using a large number of randomly selected
panoramic images and involving 10 different prosthodontic specialists and
residents in condylar guidance measurement. In addition, the patients included
were from both genders and different age groups which could help with the
generalization of the study results.
CONCLUSION
Within the limitations of the current study, it can be concluded that
panoramic images are a useful and reproducible tooth1 for measurement of
condylar guidance in edentulous patients, compared with traditional methods.
However, there is a need for further largescale studies to compare the results
of condylar guidance obtained by the panoramic images with other methods of
measurement. Condylar guidance measurement by panoramic images is a relatively
easy method that could be applied in dental rehabilitation clinics with limited
settings, but it needs to be associated with proper training and the use of
standard methods for identifying bone marks in radiographs to avoid the minimal
condylar guidance discrepancies that could lead to some degree of potential
occlusal errors.
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