An evaluation of CT-scan to locate the femoral head centre and its implication for hip surgeons
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Transcript of An evaluation of CT-scan to locate the femoral head centre and its implication for hip surgeons
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Surgical and Radiologic Anatomy ISSN 0930-1038 Surg Radiol AnatDOI 10.1007/s00276-013-1172-7
An evaluation of CT-scan to locate thefemoral head centre and its implication forhip surgeons
Anthony Viste, Franck Trouillet,Rodolphe Testa, Laurence Chèze,Romain Desmarchelier & Michel-HenriFessy
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ORIGINAL ARTICLE
An evaluation of CT-scan to locate the femoral head centreand its implication for hip surgeons
Anthony Viste • Franck Trouillet • Rodolphe Testa •
Laurence Cheze • Romain Desmarchelier •
Michel-Henri Fessy
Received: 20 April 2013 / Accepted: 9 July 2013
� Springer-Verlag France 2013
Abstract
Purpose The aim of this preliminary study was to
determine the accuracy of CT-scan to locate the femoral
head centre.
Methods Eleven dried femurs were included for study.
Three techniques were compared to determine femoral head
centre (FHC) location: CT-scan, Motion Analysis and Faro-
Arm. Markers were stuck on each femur to create a system of
coordinates. Femurs lied on their posterior parts (bicondylar
plane). Several points around the femoral head were palpated
(Motion Analysis and Faro-Arm) or determined (Amira
software for CT-scans). By a least-square regression method,
the FHC location in 3D was defined for each technique.
Results The results of the FHC location determined by
the CT-scan technique were compared with those measured
by the faro-arm and the Motion Analysis techniques. The
coordinates (X, Y, Z) of the FHC were compared between
the three methods, and no statistical difference was found
(p = 0.99). In a 3D plot, this gave a mean difference of
1.3 mm. The mean radius of the femoral head was of
22.5 mm (p = 0.6).
Conclusions CT-scan is as accurate and reliable as gold-
standard techniques (motion and faro-arm). Locating FHC
before and after hip arthroplasty would allow hip surgeons
to determine and compare 3D orientation of the upper-end
of femur: offset, height and anteversion.
Keywords CT-scan � Femoral head centre �Orientation � Total hip replacement
Introduction
Since Sir Charnley and his ‘‘low-friction arthroplasty’’ in
1962, total hip arthroplasty has become a common proce-
dure nowadays [11]. It is now used for the treatment of
osteoarthritis of the hip and in case of femoral neck frac-
tures. The major complications that may occur after this
procedure remain dislocation [9, 14] and loosening [4].
Optimization in component positioning [10] can prevent
from those pitfalls.
Several radiological methods were described to calcu-
late cup positioning [1, 8, 13, 16, 18] but very few on the
femoral side [15, 20]. The morphology of femurs was
studied in order to create best-fit implants [5, 7] but stem
3D orientation was underestimated until the concept of
combined (cup ? stem) version [2] emerged. Stem posi-
tioning and restoration of femoral anatomy [12] is essential
to avoid lower limb discrepancy, tendinopathy of abductors
or limp [3, 19] and dislocation of the device.
A. Viste � M.-H. Fessy
Faculte de Medecine Lyon-Sud Charles Merieux, Laboratoire
d’Anatomie, 165 Chemin du Petit Revoyet, BP 12,
69921 Oullins Cedex, France
A. Viste (&) � R. Desmarchelier � M.-H. Fessy
Hospices Civils de Lyon, Centre Hospitalier Lyon-Sud, Service
Chirurgie Orthopedique, Traumatologique et Medecine du Sport,
165 Chemin Grand Revoyet, 69495 Pierre Benite Cedex, France
e-mail: [email protected]
A. Viste � R. Testa � L. Cheze � M.-H. Fessy
Universite de Lyon, Lyon, France
A. Viste � R. Testa � L. Cheze � M.-H. Fessy
IFSTTAR, UMRT_9406, LBMC, Universite Lyon1,
Villeurbanne, France
F. Trouillet
Hospices Civils de Lyon, Hopital de la Croix-Rousse, Centre
Albert Trillat, 103 Grande Rue de la Croix-Rousse, 69004 Lyon,
France
123
Surg Radiol Anat
DOI 10.1007/s00276-013-1172-7
Author's personal copy
Femoral head centre (FHC) position must be restored for
anatomical reconstructions of the hip [6]. FHC location in
3D would allow us to simultaneously know if offset,
version and height of the femoral head have been well
re-established after surgery.
Our hypothesis was that CT-scan could be routinely
used to study FHC before and after total hip replacement
and so being aware of 3D orientation of the proximal
femoral component. We performed a comparative ana-
tomical study between CT-scan, Motion AnalysisTM and
Faro-arm to know if CT scan was a reliable and accurate
technique for determining 3D FHC position.
Methods
Eleven dried femurs (6 right and 5 left) were included for
study. Three passive markers were glued on each bone to
create the bone reference. They were placed on the medial
epicondyle, the lateral epicondyle and the greater
trochanter of each femur. Femurs were positioned on a
support, so they could lie on their three more posterior
points, which defined the posterior bicondylar plane.
FHC was then determinated using three different
methods: Motion AnalysisTM, Faro-Arm and CT-scan. The
same system of coordinates was used for all the methods to
compare the results: origin (O) on the lateral epicondyle,
Y-axis between O and the greater trochanter and X-axis
between O and medial epicondyle and Z-axis perpendicular
to X and Y (Fig. 1). A surgeon used the Motion Analysis
and Faro-Arm techniques and another the CT-scan tech-
nique. An engineer and a professor of biomechanics
effectuated the calculations and the definitions of coordi-
nates system.
Motion analysisTM (Fig. 2)
Measurements were obtained with an optoelectronic sys-
tem with the help of the passive markers. Six EagleTM
cameras (1.3 Mpx) were piloted by EVaRT 5.0TM soft-
ware. Static and dynamic calibrations were effectuated.
System errors were below 0.2 mm. The sampling fre-
quency of the cameras was 100 Hz. A Butterworth filter
was used (low pass, order 5, cut-off frequency 6 Hz) to
correct the 3D path of the markers. Three markers were
glued on the support to define the bi-condylar plane. The
BrainLabTM tracking sensor (dimensions known from
manufacturer) defined by three markers was used to palpate
3,000 peripheral points around femoral head. EVaRT
5.0TM software calculated the 3D coordinates of the
tracking markers at a main static reference point, which
was determined during calibration of the device. The
SkeletonBuilderTM module integrated into the software
was used hierarchically to define the objects being studied.
We calculated the theoretical FHC by a least-square
regression method.
Fig. 1 System of coordinates (O, X, Y, Z): O origin on the lateral
epicondyle, X-axis transversal axis between O and medial epicondyle,
Y-axis between O and greater trochanter and Z-axis: perpendicular to
X and Y
Fig. 2 Palpation of femoral head with BrainLab sensor (Motion
AnalysisTM)
Surg Radiol Anat
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Faro arm (Fig. 3)
Measurements were effectuated with the help of the Faro-
Arm (Faro technologies, Lake Mary, FL), at IFSTTAR
(Bron, France). Calibration was obtained, while palpating a
metallic head of a known diameter. The same method was
used than with motion.
CT-scan (Figs. 4, 5)
Femurs lied on their bicondylar planes. The slice width was
of 0.67 mm. With the help of Amira� software, the coor-
dinates of the markers were extracted. Then ten points were
chosen around the femoral head. A least square regression
method allowed us to define the coordinates of the FHC.
Statistical analysis
It was performed using JMP 7.0. Comparison tests between
groups with continuous variables were effectuated with
non-parametric Mann–Whitney and Kruskal Wallis tests.
The significance threshold was of 0.5.
Results (Table 1)
The results of the FHC location determined by the CT-scan
technique were compared with those measured by the Faro-
Arm and the Motion Analysis techniques. The coordinates
(X, Y, Z) of the FHC were compared between the three
methods, no statistical difference was found (p = 0.99).
Then we calculated the mean distance between FHC as
measured by each method. In a 3D plot, this gave a mean
difference of 1.3 mm. The mean radius of the femoral head
was of 22.5 mm (p = 0.6). The mean difference between
femoral head radius was compared for each method.
Discussion
The aim of this preliminary study was to prove the accu-
racy and reliability of CT-scan to define 3D position of the
FHC. CT-scan was as reliable and accurate as Motion
Analysis and Faro-Arm (gold standard) for determining
FHC localization: the difference between CT-scan and the
two other methods corresponded of an error about 2 pixels.
This is the first study to determine FHC location in order to
compare it before and after surgery. So this preliminary
Fig. 3 Palpation with Faro-Arm�
Fig. 4 Frontal view of CT-scan with Amira�
Fig. 5 3D view of the femoral head with Amira�
Table 1 Comparison of results between the three techniques
Comparison
Faro vs. Motion
Comparison
Faro vs. CT
Comparison
CT vs. Motion
X-axis 0.015 ± 0.5 0.22 ± 0.6 0.21 ± 0.6
Y-axis 0.83 ± 0.7 0.09 ± 0.7 0.74 ± 0.7
Z-axis 0.67 ± 1.3 0.41 ± 0.5 0.27 ± 1.5
Distance FHC 1.53 ± 0.6 0.99 ± 0.4 1.43 ± 0.9
Radius 0.86 ± 0.4 0.43 ± 0.3 1.29 ± 0.6
Surg Radiol Anat
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study is necessary before its introduction into clinical
practice.
Working on isolated femurs is clearly not the same than
patients in practice, but it allowed us to confirm the feasi-
bility of the CT-scan technique. The strength of this study
was the comparison made with the gold standards: Motion
Analysis and Faro-Arm. The number of femurs can be
considered as sufficient because the results were very sim-
ilar with a 1-mm precision. However, due to our small
group, though we found no significant differences, it does
not mean that these three techniques are equivalent in terms
of precision. But for our study, the results were statistically
not significantly different. We chose native femoral heads
instead of metallic ball to study FHC because we thought
that it would have been more difficult to determine FHC in
variable bony structures. But it will be interesting to com-
pare these three techniques using a metallic ball to confirm
the accuracy of CT-scan (errors due to metallic artefacts).
The reproducibility and repeatability ([0.9) of the mea-
surements to determinate 3D coordinates of the FHC were
found excellent for each method.
Until now, some studies only deal with femoral ante-
version [21], other works assessed offset [19] but knowing
FHC position will allow us to simultaneously be aware of
three essential parameters for hip surgeons [17]. The ori-
entation of the femoral upper end, before and after hip
arthroplasty, can be defined from the position of the FHC.
The 3D position of the FHC allows us to compare femoral
anatomy before and after surgery in terms of anteversion/
retroversion, medialization/lateralization and height. The
version deals with dislocation risk, the offset with the
strength of abductors [19] and the height with the limb
discrepancy.
This study confirms the accuracy of the bicondylar plane
[15] as system of coordinates for assessing orientation of
the proximal part of femur. It is essential to use a repro-
ducible plane, whatever the position of the subject, to
define the FHC location. Because the goal of this work is to
be reproducible on patients, so this bicondylar plane seems
accurate and reliable.
Conclusions
FHC location can reliably and accurately be assessed by
CT-scans. It could be used to compare 3D position of the
FHC before and after total hip arthroplasty. This pre-
liminary, but necessary, study will allow us to calculate and
determine FHC before and after surgery using our
cementless stem.
Conflict of interest None.
References
1. Ackland MK, Bourne WB, Uhthoff HK (1986) Anteversion of
the acetabular cup. Measurement of angle after total hip
replacement. J Bone Joint Surg Br 68(3):409–413
2. Amuwa C, Dorr LD (2008) The combined anteversion technique
for acetabular component anteversion. J Arthroplast 23(7):
1068–1070. doi:10.1016/j.arth.2008.04.025
3. Asayama I, Naito M, Fujisawa M, Kambe T (2002) Relationship
between radiographic measurements of reconstructed hip joint
position and the Trendelenburg sign. J Arthroplast 17(6):747–751
4. Bozic KJ, Kurtz SM, Lau E, Ong K, Vail TP, Berry DJ (2009)
The epidemiology of revision total hip arthroplasty in the United
States. J Bone Joint Surg Am 91(1):128–133. doi:10.2106/JBJS.
H.00155
5. Fessy MH, Bejui J, Fischer LP, Bouchet A (1995) The upper end
of the femur: dimensions of the endosteal canal. Surg Radiol Anat
17 (2):155–160, 121–153
6. Fessy MH, N’Diaye A, Carret JP, Fischer LP (1999) Locating the
center of rotation of the hip. Surg Radiol Anat 21(4):247–250
7. Fessy MH, Seutin B, Bejui J (1997) Anatomical basis for the
choice of the femoral implant in the total hip arthroplasty. Surg
Radiol Anat 19(5):283–286
8. Haenle M, Mittelmeier W, Barbano R, Wortler K, Scholz R,
Bader R (2010) Accuracy and reliability of different methods to
evaluate the acetabular cup version from plain radiographs. Surg
Radiol Anat 32(8):5
9. Khatod M, Barber T, Paxton E, Namba R, Fithian D (2006) An
analysis of the risk of hip dislocation with a contemporary total
joint registry. Clin Orthop Relat Res 447:19–23. doi:10.1097/01.
blo.0000218752.22613.78
10. Lazennec J-Y, Charlot N, Gorin M, Roger B, Arafati N, Bissery
A, Saillant G (2004) Hip-spine relationship: a radio-anatomical
study for optimization in acetabular cup positioning. Surg Radiol
Anat 26(2):8
11. Learmonth ID, Young C, Rorabeck C (2007) The operation of the
century: total hip replacement. Lancet 370(9597):1508–1519.
doi:10.1016/S0140-6736(07)60457-7
12. Lecerf G, Fessy MH, Philippot R, Massin P, Giraud F, Flecher X,
Girard J, Mertl P, Marchetti E, Stindel E (2009) Femoral offset:
anatomical concept, definition, assessment, implications for pre-
operative templating and hip arthroplasty. Orthop Traumatol Surg
Res 95(3):210–219. doi:10.1016/j.otsr.2009.03.010
13. Liaw CK, Hou SM, Yang RS, Wu TY, Fuh CS (2006) A new tool
for measuring cup orientation in total hip arthroplasties from
plain radiographs. Clin Orthop Relat Res 451:134–139. doi:10.
1097/01.blo.0000223988.41776.fa
14. McCollum DE, Gray WJ (1990) Dislocation after total hip
arthroplasty. Causes and prevention. Clin Orthop Relat Res
261:159–170
15. Murphy SB, Simon SR, Kijewski PK, Wilkinson RH, Griscom
NT (1987) Femoral anteversion. J Bone Joint Surg Am 69(8):
1169–1176
16. Murray DW (1993) The definition and measurement of acetabular
orientation. J Bone Joint Surg Br 75(2):228–232
17. Noble PC, Sugano N, Johnston JD, Thompson MT, Conditt MA,
Engh CA Sr, Mathis KB (2003) Computer simulation: how can it
help the surgeon optimize implant position? Clin Orthop Relat
Res 417:242–252. doi:10.1097/01.blo.0000096829.67494.dc
18. Pradhan R (1999) Planar anteversion of the acetabular cup as
determined from plain anteroposterior radiographs. J Bone Joint
Surg Br 81(3):431–435
19. Spalding TJ (1996) Effect of femoral offset on motion and
abductor muscle strength after total hip arthroplasty. J Bone Joint
Surg Br 78(6):997–998
Surg Radiol Anat
123
Author's personal copy
20. Sugano N, Noble PC, Kamaric E (1998) A comparison of alter-
native methods of measuring femoral anteversion. J Comput
Assist Tomogr 22(4):610–614
21. Tonnis D, Heinecke A (1999) Acetabular and femoral antever-
sion: relationship with osteoarthritis of the hip. J Bone Joint Surg
Am 81(12):1747–1770
Surg Radiol Anat
123
Author's personal copy