The central sag or dip of the cable in cable stayed bridges varies from ________.
(1/10)th to (1/15)th of the span
In cable-stayed bridges, the main deck is supported by a series of cables anchored to one or more towers. These cables carry the weight of the deck and transfer it to the towers.
When discussing the geometry of these cables, especially the main supporting cables over a significant span, the term 'sag' or 'dip' refers to the vertical deviation of the cable from a straight line connecting its two endpoints (usually the tower connection point and the deck connection point).
The central sag, or the maximum vertical displacement of the cable from the imaginary straight line, is a crucial parameter in the design of cable-stayed bridges. It affects the tension in the cables, the forces on the towers, and the overall aesthetics and stability of the bridge structure.
Based on typical engineering practice and design considerations for cable-stayed bridges, the central sag or dip of the cable is generally within a specific range relative to the span length it covers. This range is chosen to optimize the structural efficiency and performance.
The typical range for the central sag or dip of the cable in cable stayed bridges varies from $\frac{1}{10}$ to $\frac{1}{15}$ of the span length.
The range from $\frac{1}{10}$ to $\frac{1}{15}$ represents a practical balance between cable tension, tower height, and overall structural requirements for typical cable-stayed bridge designs.
Therefore, the accepted range for the central sag is $\frac{1}{10}^{th}$ to $\frac{1}{15}^{th}$ of the span.
A cable subjected to its own weight and free of any other loads will take the form of
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In which of the following supports of frames, both reactions are always vertical and may be found out by the principle of moments?