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Geometry and Friction of Helically Wrapped Wires in a Cable Subjected to Tension and Bending

机译:受拉和弯曲的电缆中螺旋缠绕线的几何形状和摩擦

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Helically wrapped wire cables were first introduced to overcome the difficulties in transporting and installing straight wires. Presently, helically wrapped wire cables are used as the important load-carrying elements in many structures such as suspension bridges, cable-stayed bridges, tall guyed towers, power transmission lines, and flexible electrical conductors. In design and analysis, cables are traditionally assumed to carry axial load only; thus, studies on the bending behavior of the cables have been limited. Although the small curvature assumption of the cable may be valid for most part, the possible development of a large curvature at the bearings and anchorage cannot be ignored nor avoided. In this study, an analytical model was developed for the helically wrapped wires in a cable subjected to tension and small bending, with full consideration of the helically wrapped wire geometry. Using the developed model, an approximate upper limit of the cable curvature -for which the conventional Bernoulli-Euler-Navier kinematic beam assumption can be adapted to evaluate the stress in the wires- was obtained.
机译:最初引入螺旋缠绕的电缆是为了克服运输和安装直导线的困难。当前,螺旋缠绕的电缆电缆在许多结构中用作重要的承载元件,例如悬索桥,斜拉桥,高耸的塔架,输电线路和柔性电导体。在设计和分析中,传统上将电缆假定为仅承受轴向载荷。因此,关于电缆弯曲性能的研究受到限制。尽管电缆的小曲率假设在大多数情况下可能是有效的,但不能忽略也不避免在轴承和锚固处产生大曲率的可能性。在这项研究中,开发了一种分析模型,该模型针对电缆中的螺旋缠绕线在承受张力和小弯曲的情况下,充分考虑了螺旋缠绕线的几何形状。使用开发的模型,获得了电缆曲率的近似上限,传统的Bernoulli-Euler-Navier运动梁假设可以适应该曲率上限,以评估导线中的应力。

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