This paper deals with a realistic stranded cable model which takes into account not only the
helicoidal construction of the cable but also the actual tangential compliance of the interwire contact
patches, assuming an elastic material behaviour. Jn accordance with the theory of contact mechanics,
it is shown that this involves shearing, micro-slipping and ultimately full slipping of the mating
contact patches as bending increases and this translates into a decreasing cable flexural rigidity. On
account of these phenomena, it is concluded that actual cable flexural rigidity is significantly lower
than the maximum, rigid, single body value, however small is the bending. Finally, it is shown that the
predicted flexural rigidity for vibrating cables agrees reasonably well with experimental results
reported in the literature.
%0 Journal Article
%1 hardydynamic
%A Hardy, C
%A Leblond, A
%D -
%K CABLES STRANDED TAUT
%T ON THE DYNAMIC FLEXURAL RIGIDITY OF TAUT STRANDED CABLES
%X This paper deals with a realistic stranded cable model which takes into account not only the
helicoidal construction of the cable but also the actual tangential compliance of the interwire contact
patches, assuming an elastic material behaviour. Jn accordance with the theory of contact mechanics,
it is shown that this involves shearing, micro-slipping and ultimately full slipping of the mating
contact patches as bending increases and this translates into a decreasing cable flexural rigidity. On
account of these phenomena, it is concluded that actual cable flexural rigidity is significantly lower
than the maximum, rigid, single body value, however small is the bending. Finally, it is shown that the
predicted flexural rigidity for vibrating cables agrees reasonably well with experimental results
reported in the literature.
@article{hardydynamic,
abstract = {This paper deals with a realistic stranded cable model which takes into account not only the
helicoidal construction of the cable but also the actual tangential compliance of the interwire contact
patches, assuming an elastic material behaviour. Jn accordance with the theory of contact mechanics,
it is shown that this involves shearing, micro-slipping and ultimately full slipping of the mating
contact patches as bending increases and this translates into a decreasing cable flexural rigidity. On
account of these phenomena, it is concluded that actual cable flexural rigidity is significantly lower
than the maximum, rigid, single body value, however small is the bending. Finally, it is shown that the
predicted flexural rigidity for vibrating cables agrees reasonably well with experimental results
reported in the literature.},
added-at = {2021-02-02T09:12:52.000+0100},
author = {Hardy, C and Leblond, A},
biburl = {https://www.bibsonomy.org/bibtex/2f2e7c085ece5bb962efae6434ecf8f99/chkokalis},
interhash = {52d49ec3ee8991249a31b1bac6d6fee3},
intrahash = {f2e7c085ece5bb962efae6434ecf8f99},
keywords = {CABLES STRANDED TAUT},
timestamp = {2021-02-03T20:17:28.000+0100},
title = {ON THE DYNAMIC FLEXURAL RIGIDITY OF TAUT STRANDED CABLES},
year = {-}
}