A multibody knee model with discrete cartilage prediction of tibio-femoral contact mechanics

Computer Methods in Biomechanics and Biomedical Engineering

Volumn 16, Issue 3, 2013, Pages 256-270

  Guess, Trent M ^a   Liu, Hongzeng ^a   Bhashyam, Sampath ^a   Thiagarajan, Ganesh ^a  

^a UNIVERSITY OF MISSOURI KANSAS CITY   (United States)

Author keywords

cartilage; contact mechanics; finite element analyses; knee; multibody

Indexed keywords

CARTILAGE TISSUES; COMPLIANT CONTACTS; COMPUTATION TIME; COMPUTATIONALLY EFFICIENT; CONTACT - FRICTIONS; CONTACT MECHANICS; CONTACT PARAMETERS; CONTACT PRESSURES; CONTACT THEORY; DEFORMABLE CONTACTS; ELASTIC FOUNDATION; FE-SIMULATION; FINITE ELEMENTS; FLEXION-EXTENSION; HERTZIAN-CONTACT THEORY; IN-VITRO; INTERFACE SHEAR; JOINT MODELS; KNEE; KNEE MODELS; MODEL FORMULATION; MULTI-BODY; MUSCLE FORCE; MUSCULOSKELETAL MODEL; MUSCULOSKELETAL SIMULATION; PARAMETER OPTIMISATION; RIGID BODY; SUBJECT-SPECIFIC; VIRTUAL DYNAMICS;

ARTIFICIAL LIMBS; BONE; CARTILAGE; DEFORMATION; FINITE ELEMENT METHOD; FRICTION; KINEMATICS; LOADING; MUSCULOSKELETAL SYSTEM; PHYSIOLOGICAL MODELS; SEALS; TISSUE;

COMPUTER SIMULATION;

ARTICLE; AUDIOVISUAL EQUIPMENT; BIOMECHANICS; FEMALE; FEMUR; FINITE ELEMENT ANALYSIS; HISTOLOGY; HUMAN; KNEE; MALE; MIDDLE AGED; TIBIA;

BIOMECHANICS; FEMALE; FEMUR; FINITE ELEMENT ANALYSIS; HUMANS; KNEE; MALE; MIDDLE AGED; MODELS, ANATOMIC; TIBIA;

MLCS; MLOWN;

EID: 84873934943     PISSN: 10255842     EISSN: 14768259     Source Type: Journal    
DOI: 10.1080/10255842.2011.617004     Document Type: Article

References (36)

1. Amis, AA, Gupte, CM, Bull, AM and Edwards, A. 2006. Anatomy of the posterior cruciate ligament and the meniscofemoral ligaments. Knee Surg Sports Traumatol Arthrosc, 14(3): 257-263.
2. Anderst, WJ and Tashman, S. 2003. A method to estimate in vivo dynamic articular surface interaction. J Biomech, 36(9): 1291-1299.
3. Anderst, W, Zauel, R, Bishop, J, Demps, E and Tashman, S. 2009. Validation of three-dimensional model-based tibio-femoral tracking during running. Med Eng Phys, 31(1): 10-16.
4. Bei, Y and Fregly, BJ. 2004. Multibody dynamic simulation of knee contact mechanics. Med Eng Phys, 26(9): 777-789.
5. Blankevoort, L, Kuiper, JH, Huiskes, R and Grootenboer, HJ. 1991. Articular contact in a three-dimensional model of the knee. J Biomech, 24(11): 1019-1031.
6. Dekel, S and Weissman, SL. 1978. Joint changes after overuse and peak overloading of rabbit knees in vivo. Acta Orthop Scand, 49(6): 519-528.
7. Donahue, TL, Hull, ML, Rashid, MM and Jacobs, CR. 2002. A finite element model of the human knee joint for the study of tibio- femoral contact. J Biomech Eng, 124(3): 273-280.
8. Duthon, VB, Barea, C, Abrassart, S, Fasel, JH, Fritschy, D and Ménétrey, J. 2006. Anatomy of the anterior cruciate ligament. Knee Surg Sports Traumatol Arthrosc, 14(3): 204-213.
9. Erdemir, A, McLean, S, Herzog, W and van den Bogert, AJ. 2007. Model-based estimation of muscle forces exerted during movements. Clin Biomech (Bristol, Avon), 22(2): 131-154.
10. Gill, HS and O'Connor, JJ. 2003. Heelstrike and the pathomechanics of osteoarthrosis: a pilot gait study. J Biomech, 36(11): 1625-1631.
11. Gold, GE, Besier, TF, Draper, CE, Asakawa, DS, Delp, SL and Beaupre, GS. 2004. Weight-bearing MRI of patellofemoral joint cartilage contact area. J Magn Reson Imaging, 20(3): 526-530.
12. Guess, TM. 2003. "Computational modeling of a dynamic knee simulator". In Mechanical engineering, Lawrence: University of Kansas.
13. Guess, TM and Maletsky, LP. 2005. Computational modeling of a dynamic knee simulator for reproduction of knee loading. J Biomech Eng, 127(7): 1216-1221.
14. Guess, TM, Thiagarajan, G, Kia, M and Mishra, M. 2010. A subject specific multibody model of the knee with menisci. Med Eng Phys, 32(5): 505-515.
15. Heinlein, B, Kutzner, I, Graichen, F, Bender, A, Rohlmann, A, Halder, AM, Beier, A and Bergmann, G. 2009. ESB Clinical Biomechanics Award 2008: complete data of total knee replacement loading for level walking and stair climbing measured in vivo with a follow-up of 6-10 months. Clin Biomech (Bristol, Avon), 24(4): 315-326.
16. Hunt, KH and Crossley, FRE. 1975. Coefficient of restitution interpreted as damping in vibroimpact. J Appl Mech, 42(2): 440-445.
17. ISO 14243-1. 2002. Implants for surgery-wear of total knee-joint prostheses-part 1: loading and displacement parameters for wear-testing machines with load control and corresponding environmental conditions for test
18. Johnson, KL. 1985. Contact mechanics, Cambridge: Cambridge University.
19. Katta, J, Jin, Z, Ingham, E and Fisher, J. 2008. Biotribology of articular cartilage-a review of the recent advances. Med Eng Phys, 30(10): 1349-1363.
20. Lee, SJ, Aadalen, KJ, Malaviya, P, Lorenz, EP, Hayden, JK, Farr, J, Kang, RW and Cole, BJ. 2006. Tibiofemoral contact mechanics after serial medial meniscectomies in the human cadaveric knee. Am J Sports Med, 34(8): 1334-1344.
21. Liu, F, Kozanek, M, Hosseini, A, Van de Velde, SK, Gill, TJ, Rubash, HE and Li, G. 2010. In vivo tibiofemoral cartilage deformation during the stance phase of gait. J Biomech, 43(4): 658-665.
22. Maletsky, LP and Hillberry, BM. 2005. Simulating dynamic activities using a five-axis knee simulator. J Biomech Eng, 127(1): 123-133.
23. Maletsky, LP, Sun, J and Morton, NA. 2007. Accuracy of an optical active-marker system to track the relative motion of rigid bodies. J Biomech, 40(3): 682-685.
24. McCann, L, Ingham, E, Jin, Z and Fisher, J. 2009. Influence of the meniscus on friction and degradation of cartilage in the natural knee joint. Osteoarthritis Cartilage, 17(8): 995-1000.
25. Neu, CP, Reddi, AH, Komvopoulos, K, Schmid, TM and Di Cesare, PE. 2010. Increased friction coefficient and superficial zone protein expression in patients with advanced osteoarthritis. Arthritis Rheum, 62(9): 2680-2687.
26. Nigg, BM and Herzog, W, eds. 2007. Biomechanics of the musculo-skeletal system, England: John Wiley & Sons.
27. Park, SE, DeFrate, LE, Suggs, JF, Gill, TJ, Rubash, HE and Li, G. 2005. The change in length of the medial and lateral collateral ligaments during in vivo knee flexion. Knee, 12(5): 377-382.
28. Piazza, SJ and Delp, SL. 2001. Three-dimensional dynamic simulation of total knee replacement motion during a step-up task. J Biomech Eng, 123(6): 599-606.
29. Salsich, GB, Ward, SR, Terk, MR and Powers, CM. 2003. In vivo assessment of patellofemoral joint contact area in individuals who are pain free. Clin Orthop Relat Res,: 277-284.
30. Schipplein, OD and Andriacchi, TP. 1991. Interaction between active and passive knee stabilizers during level walking. J Orthop Res, 9(1): 113-119.
31. Sharma, L, Hurwitz, DE, Thonar, EJ, Sum, JA, Lenzm, ME, Dunlop, DD, Schnitzer, TJ, Kirwan-Mellis, G and Andriacchi, TP. 1998. Knee adduction moment, serum hyaluronan level, and disease severity in medial tibiofemoral osteoarthritis. Arthritis Rheum, 41(7): 1233-1240.
32. Tawhai, M, Bischoff, J, Einstein, D, Erdemir, A, Guess, T and Reinbolt, J. 2009. Multiscale modeling in computational biomechanics. IEEE Eng Med Biol Mag, 28(3): 41-49.
33. Taylor, WR, Heller, MO, Bergmann, G and Duda, GN. 2004. Tibio-femoral loading during human gait and stair climbing. J Orthop Res, 22(3): 625-632.
34. Weimer, K. 2007. "Development and validation of a subject-specific computational human knee model in a dynamic knee simulator to include ligament and tendon bone wrapping". In Civil and mechanical engineering, 68Kansas City: University of Missouri-Kansas City.
35. Weimer, K, Guess, TM, Dodd, KA and Maletksy, LP. Development and validation of a subject-specific computational human knee model in a dynamic knee simulator. Summer Bioengineering Conference, Keystone, CO
36. Wismans, J, Veldpaus, F, Janssen, J, Huson, A and Struben, P. 1980. A three-dimensional mathematical model of the knee-joint. J Biomech, 13(8): 677-685.