Literature DB >> 27665092

Wolff: straight not curved.

A Hammer1.   

Abstract

It was 140 years ago that George von Meyer presented his anatomical diagrams of human bones to a meeting in Zurich. There he was told by Prof. Karl Culmann that the trabecular lines shown within the diagram of the upper femur closely resembled those lines of force which Culmann had determined with Graphic Statics to be passing through a curved, loaded Fairbairn crane. This drew the attention of Julius Wolff, who used this as the basis for his 'Trajectorial theory' which was widely accepted and, to date, has been the underlying basis for all biomechanical investigations of this region. Following Wolff and Culmann, the upper femur is considered to be a curved structure and is investigated as such. Unfortunately, this concept is wrong. The upper femur is not curved but is angular. It is formed by the junction of two straight bones, the femoral neck and the femoral shaft, as may be simply seen as the neck/shaft angle constructed on the antero-posterior radiograph of any normal femur. The internal trabecular bone forms only part of the load bearing structure of the femoral neck. The configuration of this trabecular substance in this region suggests that it is related specifically to the force present during flexion and extension movements of the hip joint. This being so, combined with the delayed timing of the appearance of the trabecular columns, it must be questioned as to whether the remodelling of the upper femur is in response to one or to two distinct forces.

Entities:  

Keywords:  Bone modeling; Compression force; Femoral cortex; Femoral neck; Femoral trabeculae; Femur; Hip Anatomy; Hip biomechanics; Hip forces; Neck/shaft angle; Neck/shaft junction; Trajectorial theory; Upper femur; Wolff’s law

Mesh:

Year:  2016        PMID: 27665092     DOI: 10.1007/s11845-016-1506-7

Source DB:  PubMed          Journal:  Ir J Med Sci        ISSN: 0021-1265            Impact factor:   1.568


  30 in total

1.  The mechanical basis of bone formation.

Authors:  J H SCOTT
Journal:  J Bone Joint Surg Br       Date:  1957-02

2.  The effect of muscle loading on the simulation of bone remodelling in the proximal femur.

Authors:  Charalampos Bitsakos; Jan Kerner; Ian Fisher; Andrew A Amis
Journal:  J Biomech       Date:  2005-01       Impact factor: 2.712

3.  Computational simulation of simultaneous cortical and trabecular bone change in human proximal femur during bone remodeling.

Authors:  In Gwun Jang; Il Yong Kim
Journal:  J Biomech       Date:  2009-09-16       Impact factor: 2.712

Review 4.  The paradox of Wolff's theories.

Authors:  A Hammer
Journal:  Ir J Med Sci       Date:  2014-01-29       Impact factor: 1.568

5.  Trabecular bone density and loading history: regulation of connective tissue biology by mechanical energy.

Authors:  D R Carter; D P Fyhrie; R T Whalen
Journal:  J Biomech       Date:  1987       Impact factor: 2.712

6.  Mechanical influences in bone remodeling. Experimental research on Wolff's law.

Authors:  A Chamay; P Tschantz
Journal:  J Biomech       Date:  1972-03       Impact factor: 2.712

Review 7.  Wolff's Law and bone's structural adaptations to mechanical usage: an overview for clinicians.

Authors:  H M Frost
Journal:  Angle Orthod       Date:  1994       Impact factor: 2.079

8.  A determinant of bone architecture. The minimum effective strain.

Authors:  H M Frost
Journal:  Clin Orthop Relat Res       Date:  1983-05       Impact factor: 4.176

9.  The development of the upper end of the femur, with special reference to its internal architecture.

Authors:  D Osborne; E Effmann; K Broda; J Harrelson
Journal:  Radiology       Date:  1980-10       Impact factor: 11.105

10.  Finite-element-analysis and experimental investigation of stresses in a femur.

Authors:  A Rohlmann; U Mössner; G Bergmann; R Kölbel
Journal:  J Biomed Eng       Date:  1982-07
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  1 in total

1.  Therapeutic Effects of Revascularisation on the Healing of Free Bone Grafts in Dogs.

Authors:  Jia-San Zheng; Hong-Ri Ruan; Kai-Wen Hou
Journal:  J Vet Res       Date:  2020-03-24       Impact factor: 1.744

  1 in total

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