Catenary vs Parabola - Search
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  2. In the illustration below, the blue curve is a parabola and the red curve is a catenary. Note that these curves meet at two points, one on each side of the y – axis. Near the bottom point the catenary grows more slowly than the parabola, but past the intersection points the catenary begins increasing far more rapidly than the parabola.
    math.ucr.edu/~res/math153/catenaries+parabolas.pdf
    A catenary cable sags under such a uniformly distributed load along its length, and transfers the load to its two supports in equal shares. In contrast, a parabola is a funicular shape of a suspension cable loaded uniformly across its span.
    structuraldesign.pressbooks.sunycreate.cloud/chap…
    In a catenary curve, the force is uniform on the length of the rope, while in a parabola, the force is uniform when you consider the horizontal length. This is why the catenary is more common in self-suspending structures, while you can find the parabolic shape when the cable supports something else (think of the Golden Gate Bridge).
    www.omnicalculator.com/math/catenary-curve
    When an arch carries a uniformly distributed vertical load, the correct shape is a parabola. When an arch carries only its own weight, the best shape is a catenary.
    en.wikipedia.org/wiki/Parabolic_arch
    A parabola and a catenary can look very similar but are not the same. The graph of y = x ² is a parabola and the graph of y = cosh (x) = (ex + e–x)/2 is a catenary. You’ve probably seen parabolas in a math class; you’ve seen a catenary if you’ve seen the St. Louis arch.
    www.johndcook.com/blog/2020/06/29/parabola-cat…
     
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    WebOct 18, 2011 · Parabola… A catenary is the shape a rope adopts under its own weight, which is proportional to arc length. If the load is proportional to horizontal length, the shape is a parabola. And the big load on the …

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