Stress Analysis and Design of Proximal Femoral Prostheses

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Cited Works (23)

Year	Entry
1981	Rushfeldt PD, Mann RW, Harris WH. Improved techniques for measuringin vitro the geometry and pressure distribution in the human acetabulum, II: instrumented endoprosthesis measurement of articular surface pressure distribution. J Biomech. 1981;14(5):315-323.
1917	Koch JC. The laws of bone architecture. Am J Anat. March 1917;21(2):177-298.
1983	Brown TD, Shaw DT. In vitro contact stress distributions in the natural human hip. J Biomech. 1983;16(6):373-384.
1983	Stone JL, Beaupre GS, Hayes WC. Multiaxial strength characteristics of trabecular bone. J Biomech. 1983;16(9):743-752.
1984	Hart RT, Davy DT, Heiple KG. A computational method for stress analysis of adaptive elastic materials with a view toward applications in strain-induced bone remodeling. J Biomech Eng. November 1984;106(4):342-350.
1892	Wolff J. Das Gesetz der Transformation der Knochen. Berlin: Hirschwald; 1892.
1983	Bensusan JS, Davy DT, Heiple KG, Verdin KG. Tensile, compressive and torsional testing of cancellous bone. In: Transacation of the 29th Annual Meeting of the Orthopaedic Research Society. March 8-10, 1983; Anaheim, CA.132.
1976	Hegedus DH, Cowin SC. Bone remodeling: small strain adaptive elasticity. J Elast. October 1976;6(4):337-352.
1984	Röhrle H, Scholten R, Sigolotto C, Sollbach W, Kellner H. Joint forces in the human pelvis-leg skeleton during walking. J Biomech. 1984;17(6):409-424.
1985	Beaupre GS, Hayes WC. Finite element analysis of a three-dimensional open-celled model for trabecular bone. J Biomech Eng. August 1985;107(3):249-256.
1972	Rybicki EF, Simonen FA, Weis EB Jr. On the mathematical analysis of stress in the human femur. J Biomech. March 1972;5(2):203-215.
1977	Carter DR, Hayes WC. The compressive behavior of bone as a two-phase porous structure. J Bone Joint Surg. 1977;59A(7):954-962.
1981	Huiskes R, Janssen JD, Slooff TJ. A detailed comparison of experimental and theoretical stress-analyses of a human femur. In: Cowin SC, ed. Mechanical Properties of Bone. The Joint ASME-ASCE Applied Mechnics, Fluids Engineering and Bioengineering Conference; June 22-24, 1981; Boulder, CO. New York, NY: American Society of Mechical Engineers; 1981:211-234.
1981	Roesler H. Some historical remarks on the theory of cancellous bone structure (Wolff's Law). In: Cowin SC, ed. Mechanical Properties of Bone. The Joint ASME-ASCE Applied Mechnics, Fluids Engineering and Bioengineering Conference; June 22-24, 1981; Boulder, CO. New York, NY: American Society of Mechical Engineers; 1981:27-42.
1976	Cowin SC, Hegedus DH. Bone remodeling, I: theory of adaptive elasticity. J Elast. 1976;6(3):313-326.
1971	Tsai SW, Wu EM. A general theory of strength for anisotropic materials. J Compos Mater. January 1971;5(1):58-80.
1970	Timoshenko SP, Goodier JN. Theory of Elasticity. 3rd ed. New York, NY: McGraw-Hill Book Co; 1970.
1983	Carter DR, Caler WE. Cycle-dependent and time-dependent bone fracture with repeated loading. J Biomech Eng. May 1983;105(2):166-170.
1985	Carter DR, Caler WE. A cumulative damage model for bone-fracture. J Orthop Res. 1985;3(1):84-90.
1975	Townsend PR, Raux P, Rose RM, Miegel RE, Radin EL. The distribution and anisotropy of the stiffness of cancellous bone in the human patella. J Biomech. 1975;8(6):363-367.
1981	Hayes WC, Snyder B. Toward a quantitative formulation of Wolff's Law in trabecular bone. In: Cowin SC, ed. Mechanical Properties of Bone. The Joint ASME-ASCE Applied Mechnics, Fluids Engineering and Bioengineering Conference; June 22-24, 1981; Boulder, CO. New York, NY: American Society of Mechical Engineers; 1981:43-68.
1983	Huiskes R, Chao EYS. A survey of finite element analysis in orthopedic biomechanics: the first decade. J Biomech. 1983;16(6):385-409.
1980	Brown TD, Ferguson AB Jr. Mechanical property distributions in the cancellous bone of the human proximal femur. Acta Orthop Scand. 1980;51(1):429-437.

Cited By (7)

Year	Entry
1987	Carter DR, Fyhrie DP, Whalen RT. Trabecular bone density and loading history: regulation of connective tissue biology by mechanical energy. J Biomech. 1987;20(8):785-794.
1991	Carter DR, Wong M, Orr TE. Musculoskeletal ontogeny, phylogeny, and functional adaptation. J Biomech. 1991;24(suppl 1):3-16.
1994	Hollister SJ, Brennan JM, Kikuchi N. A homogenization sampling procedure for calculating trabecular bone effective stiffness and tissue level stres. J Biomech. 1994;27(4):433-444.
1989	Ferencz RM. Element-by-Element Preconditioning Techniques for Large-Scale, Vectorized Finite Element Analysis in Nonlinear Solid and Structural Mechanics [PhD thesis]. Stanford University; March 1989.
1994	Jacobs CR. Numerical Simulation of Bone Adaptation to Mechanical Loading [PhD thesis]. Stanford University; June 1994.
1994	Levenston ME. Simulation of Functional Adaptation in Trabecular and Cortical Bone [PhD thesis]. Stanford University; September 1994.
1994	Ko C-C. Mechanical Characteristics of Implant/tissue Interphases [PhD thesis]. University of Michigan; 1994.