Tension at all various of a wire rope subjected to tension

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When a wire rope is subjected to tension, the tension does not remain constant along its length due to the rope's elasticity and the presence of stretching. In a scenario where the rope is pretensioned and held between two fixed supports, the tension will vary, being highest at the anchorage points and decreasing towards the center. This behavior can be modeled by treating the rope as a series of small masses connected by springs, where the extension of each spring correlates with the tension at that point. A simpler example, such as hanging a rope from a ceiling, illustrates that tension is highest at the points of support and decreases along the length of the rope. Understanding these principles is crucial for applications involving wire ropes under tension.
Mechie_11
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Will the tension at various points of a wire rope remain same when subjected to tension?
for example let us assume that a wire rope is pretensioned and held between to fixed supports .So will the tension remain the same at the center and either of the anchorage points.
 
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Nice question - since real rope all stretch a bit, the trick is to model the rope as a series of small masses connected by springs. The extension of the springs is proportional to the tension at that position in the rope.

Try a simpler problem:
What if you just hung the rope from the ceiling?
 
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