Radiol Oncol 1999; 33(4): 263-301. Computer system for determination of hip joint contact stress distribution from antero-posterior pelvic radiograph Ales Iglic1 and Veronika Kralj-Iglic2 1 Laboratory ofApplied Physics, Faculty of Electrical Engineering, Ljubljana, Slovenia 2Institute of Biophysics, Medical Faculty, Ljubljana, Slovenia Background. A computer system HIPSTRESS is described. The system can be used for the determination of the contact sfress distribution in the hipjoint for a known body weight and some characteristic pelvic and hip geometrical parameters which can be determined directly from the standard antero-posterior radiograph. Conclusions. The system can be applied in clinical practice to predict an optimal stress distribution in different operative interventions in the hip. Key words: antero-posterior radiograph, hipjoint contact stress, pelvis Introduction The studies of the distribution of the contact stress1"4 in the hip joint are important to explore the pathomechanics of the degenerative joint diseases4"6 as well as to predict an optimal stress distribution after certain operative interventions in order to improve their efficiency. 2,6,7 In this work, we describe the computer system HIPSTRESS which can be used for the determination of the hip joint contact stress distribution for individual patients2,3,8,9. The system needs, as the input data, the body weight of the patient and some characteristic geometrical parameters of the pelvis and hip which can be determined from the antero-pos- Received 4 October 1999 Accepted 15 October 1999 Correspondence to: Assist. Prof. Aleš Iglic, Ph.D., Laboratory of Applied Physics, Faculty of Electrical Engineering, Tržaška 25, SI-1000 Ljubljana, Slovenia. terior (AP) radiograph of the pelvis with both hips.10"12 Material and methods The system HIPSTRESS2,3,8,9 is suitable to use on any personal computer with installed TURBO PASCAL. The system consists of two programs; one for the determination of the hip joint contact stress distribution2,3 and the other for the determination of resultant hip joint force R.8-9 The hip joint contact stress distribution can be calculated by solving a relatively simple single non-linear algebraic equation.2,3 The program for the determination of the hip joint contact stress distribution2,3 requires, as the input data, the magnitude and the direction of the resultant hip joint force R, the center-edge angle of Wiberg ($CE) and the radius of the hip joint articular surface (r) (Figurel). 264 Iglic A et al. / Hip joint contact stress distribution Fi^ue l. Schematic presentation of the pelvic and hip geometrical parameters that are used in corrections of the reference coordinates of the model muscle attachment points and in calculation of the contact stress distribution in the hip joint articular surface. The resultant hip joint force Ris calculated by the program based on the mathematical model of the hip joint in the one-legged stance body position8'9'13"15 which requires, as the input data, the distance between the two femoral head centers (D), the coordinates of the greater trochanter (point T), the height of the pelvis (H), the horizontal distance between the most lateral point on the crista iliaca and the femoral head center (C) (Figurel) and the body weight. The values of the model muscle attachment points are adapted for each patient individually where the measured values of D, H and C and the position of the greater trochanter (point T) from AP radiographs for each patient are taken into account. The reference values of the model muscle attachment points were taken from Dostal and Andrews.16 The described geometrical parameters of the pelvis and the hip (D, H, C, point T, rJCE , r) can be determined directly from the AP radiographs or by computer systems.11'17'18 The magnification rate should be taken into account. The computer systems hijomo17 and anxray18 use a digitized profile of standard AP radiograph of the pelvis and both proxi- mal femurs as input data. The curves that represent the head of the prosthesis and the femoral head were fitted by the circles using the least squares method.17 Results and conclusions Figure 2 shows the calculated hip joint contact stress distribution in the female hip (age 76). The AP radiograph was taken from the archives of the authors. Due to the simplifications in the mathematical models2'3 we cannot accurately predict the contact stress in the hip joint in detail or give an absolute stress distribution. However, the model predicts global averages which are in accordance with the relevant experimental in vivo data in the literature.19-21 In order to establish the clinical relevance of the determination of the hip joint contact stress distribution the computer system should be applied to various populations of patients where the correlation between the clinical status and the hip stress should be studied. Recently, the system HIPSTRESS has been used in order to determine the peak contact stress in the articular surface of the hip joint from standard AP radiographs for 37 male and 44 female healthy hips of patients subject to trauma of the other hip.12 It was shown that the peak contact stress is considerably higher (cca 20%) in the female population than in the male population. The results are in favor of the hypothesis that the increased hip joint contact stress in the female population could contribute to greater incidence of arthrosis in the female population relative to the male population. To conclude, the described computer system HIPSTRESS can be used for the determination of the contact stress distribution from standard AP radiographs. The system can be applied in clinical practice to predict an optimal stress distribution in different operative Radiol Oncol 1999; 33(4): 263-6. \ Iglič A et al. / Hip joint contact stress distribution 265 Fi^re 2. The hip joint contact stress distribution of the 76 year old female person (body weight 800 N, JCE = 44° , r = 2.27 cm) determined by the computer system HIPSTRESS. interventions in the hip and to analyze the short and long term outcome of treatment of various conditions of the hip. Acknowledgments The computer system HIPSTRESS is available from the authors only to be used for scientific purposes and according to ethical principles. References 1. Genda E, Konishi N, Hasegawa Y, Miura T. A computer simulation study of normal and abnormal hip joint contact pressure. Arch Orthop Trauma Surg 1995; 114: 202-6. 2. Iglič A, Kralj-Iglič V, Antolič V, Srakar F, Stanič U. Effect of the periacetabular osteotomy on the stress on the human hip joint articular surface. IEEE Trans Rehab Engr 1993; 1: 207-12. 3. Ipavec M, Brand RA, Pedersen DR, Mavčič B, Kralj-Iglič V, Iglič A. Mathematical modelling of stress in the hip during gait. J Biomechanics 1999; 32: 1229-35. 4. Pauwels F. Biomechanics of the normal and diseased hip. Berlin, Heidelberg, New York: Springer; 1976. Radiol Oncol 1999; 33(4): 263-6. 266 Iglič A et al. / Hipjoint contact stress distribution 5. Brinckmann P, Frobin W, Hierholzer E. Stress on the articular surface of the hip joint in healthy adults and persons with idiopathic osteoarthrosis of the hip joint. J Biomechanics 1981; 14: 149-56. 6. Kummer B. Die klinische Relevanz biomechanischer Analysen der Hiiftregion. Z Orthop 1991; 129: 285-94. 7. Baker KJ, Brown TD, Brand RA. A finite-element analysis of intertrochanteric osteotomy on stresses in femoral head osteonecrosis. Clin Orthop 1989; 249: 183-98. 8. Iglic A, Srakar F, Antolic V, Kralj Iglic V, Batagelj V. Mathematical analysis of Chiari osteotomy. Acta Orthop lugosl 1990; 20: 35-9. 9. Iglic A, Srakar F, Antolic V. Influence of the pelvic shape on the biomechanical status of the hip. Clin Biomech 1993; 8: 223-4. 10. Antolic V, Srakar F, Iglic A, Kralj-Iglic V, Zaletel-Kragelj L, Macek-Lebar A. Changes in configuration of the hip due to Chiari osteotomy. Orthopedics 1996; 4: 183-6. 11. Kersnic B, Iglic A, Kralj-Iglic V, Srakar F, Antolic V-Increased incidence of arthrosis in female population could be related to femoral and pelvic shape. Arch Orthop Trauma Surg 1996; 116: 345-7. 12. Smrke D, Jaklic A, Stankovski V, Iglic A, Kralj-Iglic V. Peak contact stress in articular surface of healthy hip joint in male and female population - a comparative study. Arch Orthop Trauma Surg; (in print). 13. Srakar F, Iglic A, Antolic V, Herman S. Computer simulation of the periacetabular osteotomy. Acta Orthop Scand 1992; 63: 411-2. 14. Iglič A, Antolič V, Srakar F. Biomechanical analysis of various operative hip joint rotation center shifts. Arch Orthop Trauma Surg 1993; 112: 124-6. 15. Iglič A, Antolič V, Srakar F, Kralj-Iglič V, Maček-Lebar A, Brajnik D. Biomechanical study of various greater trochanter positions. Arch Orthop Trauma Surg 1995; 114: 76-8. 16. Dostal WF, Andrews JG. A three-dimensional biomechanical model of the hip musculature. J Biomechanics 1981; 14: 803-12. 17. Jaklič A, Pernuš F. Morphometric analysis of AP pelvic and hip radiographs. In : Zajc B and Solina F, editors. Proceedings of the third Slovenian electro-technical and computer science conference. Ljubljana; 1994. p. 352-5. 18. Stankovski V, Smrke D, Kocjančič B, Kralj-Iglič V, Iglič A. Quantitative determination of geometrical parameters of the human femur and pelvis. Med Biol Eng Comput 1999; 37 Suppl 1: 189-90. 19. Hodge WA, Fijan RS, Carlson KL, Burgess RG, Harris WH, Mann RW. Contact pressures in the human hip joint measured in vivo. Proc Natl Acad Sci USA 1986; 83: 2879-83. 20. Hodge WA, Carlson KL, Fijan RS, Burgess RG, Riley PO, Harris WH, et al. Contact pressures from an instrumented hip endoprosthesis. J Bone Joint Surg 1989; 71A: 1378-2883. 21. Krebs DE, Elbaum L, Riley PO, Hodge WA, Mann RW. Exercise and gait effects on in vivo hip contact pressures. Phys Ther 1991; 71: 301-9. Radiol Oncol 1999; 33(4): 263-6.