1997
DOI: 10.1080/00405009708658528
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Structural Analysis of a Two-dimensional Braided Fabric

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Cited by 37 publications
(33 citation statements)
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“…When the braid angle is increased from 45º to 55 º, the braid crimp increased by 79% for the diamond braid and 52% for the regular braid. This increase in braid crimp with an increase in braid angle is thought to have caused by the increase in braid density, which increases as more tows are deposited per unit length [7]. The effect of braid topology on braid crimp is found to be significant for 30º and 55º braid angles, where a decrease of 18% in braid crimp for 30º braid angle and a further decrease of 14% for 55º braid angle is observed when the topology is varied from diamond to regular.…”
Section: Materials and Manufacturingmentioning
confidence: 73%
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“…When the braid angle is increased from 45º to 55 º, the braid crimp increased by 79% for the diamond braid and 52% for the regular braid. This increase in braid crimp with an increase in braid angle is thought to have caused by the increase in braid density, which increases as more tows are deposited per unit length [7]. The effect of braid topology on braid crimp is found to be significant for 30º and 55º braid angles, where a decrease of 18% in braid crimp for 30º braid angle and a further decrease of 14% for 55º braid angle is observed when the topology is varied from diamond to regular.…”
Section: Materials and Manufacturingmentioning
confidence: 73%
“…Moreover, carbon-steel, which is the most widely used material for tensile armour wires, is more prone to environmental degradation (e.g. corrosion, hydrogen sulphide induced stress cracking [7]), and thus the type of carbon-steel to be used depends upon the service environment and conditions. Recent works [8][9][10][11] have shown great potential for carbon fibre thermoplastic and thermoset matrix composites (similar dimensions to metallic wires) in replacing metallic tensile and hoop armours.…”
Section: Introductionmentioning
confidence: 99%
“…Hence they concluded that the cover factor is directly related to the fabric width as a single independent variable. When the yarn cannot be considered as a flat strip but must instead be considered to have a circular cross-section [14]. Most of these studies and many others successfully developed models for braided structures and made attempts to explain the structural deformation in circular braids.…”
Section: Introductionmentioning
confidence: 99%
“…They further reported that the cover factor of a braided structure is a function of braid angle and diameter and maintains a constant helical length between its tensile and compressive jammed states. According to Zhang et al [14] a stable jammed slate with maximum crimp is found to exist when the braid angle is 45 o and the helical length is a minimum. When the braid diameter is held constant by braiding on a constant-diameter mandrel, the cover factor is increased by decreasing the helical length or increasing the braid angle.…”
Section: Introductionmentioning
confidence: 99%
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