Mechanical response of a DBS-7 metallic cord

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Many applications of helically twisted wire rope require that the transverse cross-sectional geometry of each wire be non-circular. Further, these non-traditional ropes may be constructed of more than one metallic material, as is the case in many biomedical applications. This paper presents a method for determining the load-deformation response of a specific non-traditional strand configuration composed of two mechanically elastic materials based on equilibrium principles. This method is demonstrated numerically through a specific application.

SKU: P04258 Category: Tags: , ,

Description

Many applications of helically twisted wire rope require that the transverse cross-sectional geometry of each wire be non-circular. Further, these non-traditional ropes may be constructed of more than one metallic material, as is the case in many biomedical applications. This paper presents a method for determining the load-deformation response of a specific non-traditional strand configuration composed of two mechanically elastic materials based on equilibrium principles. This method is demonstrated numerically through a specific application.

Additional information

Author(s)

Ted A. Conway and Jian Zhou, University of Akron, USA.

Publication/Event/Pages

Paper presented at WAI 64th Annual Convention, Detroit, MI USA. Paper published in Wire Journal International, March 1995, pg. 110.

Year

1994