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  2. In physics and geometry, a catenary (US: / ˈkætənɛri / KAT-ən-err-ee, UK: / kəˈtiːnəri / kə-TEE-nər-ee) is the curve that an idealized hanging chain or cable assumes under its own weight when supported only at its ends in a uniform gravitational field.
    en.wikipedia.org/wiki/Catenary
    catenary, in mathematics, a curve that describes the shape of a flexible hanging chain or cable—the name derives from the Latin catenaria (“chain”). Any freely hanging cable or string assumes this shape, also called a chainette, if the body is of uniform mass per unit of length and is acted upon solely by gravity.
    www.britannica.com/science/catenary
    Catenary definition: the curve assumed approximately by a heavy uniform cord or chain hanging freely from two points not in the same vertical line.
    www.dictionary.com/browse/catenary
     
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  4. Dictionary

    cat·e·nar·y
    [ˈkad(ə)nerē]
    noun
    catenary (noun) · catenaries (plural noun)
    1. a curve formed by a wire, rope, or chain hanging freely from two points and forming a U shape:
      "a catenary wire"
      • a wire, rope, or chain forming a catenary:
        "a catenary from the electrical grid"
    Origin
    mid 18th century: from Latin catenarius ‘relating to a chain’, from catena ‘chain’.
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    Catenary - Wikipedia

    In physics and geometry, a catenary is the curve that an idealized hanging chain or cable assumes under its own weight when supported only at its ends in a uniform gravitational field. The catenary curve has a U-like shape, superficially similar in appearance to a parabola, which it is not. The curve … See more

    The word "catenary" is derived from the Latin word catēna, which means "chain". The English word "catenary" is usually attributed to Thomas Jefferson, who wrote in a letter to See more

    In free-hanging chains, the force exerted is uniform with respect to length of the chain, and so the chain follows the catenary curve. The same is true of a simple suspension bridge or … See more

    The catenary produced by gravity provides an advantage to heavy anchor rodes. An anchor rode (or anchor line) usually consists of chain or … See more

    Model of chains and arches
    In the mathematical model the chain (or cord, cable, rope, string, etc.) is idealized by assuming that it is so thin that it can be regarded as a curve and that it is so flexible any force of tension exerted by the chain is parallel to … See more

    Catenary arches are often used in the construction of kilns. To create the desired curve, the shape of a hanging chain of the desired dimensions is transferred to a form which is then used … See more

    Equation
    The equation of a catenary in Cartesian coordinates has the form
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    Nonuniform chains
    If the density of the chain is variable then the analysis above can be adapted to produce equations for the curve given the density, or given the curve to find the density.
    Let w denote the … See more

     
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  6. Catenary | Mathematics, Physics & Engineering

    WEBCatenary, in mathematics, a curve that describes the shape of a flexible hanging chain or cable—the name derives from the Latin catenaria (“chain”). Any freely hanging cable or string assumes this shape, also …

  7. Equation of Catenary

  8. Catenary -- from Wolfram MathWorld

    WEB5 days ago · If you roll a parabola along a straight line, its focus traces out a catenary. As proved by Euler in 1744, the catenary is also the curve which, when rotated, gives the surface of minimum surface area (the catenoid) …

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  12. Maths in a minute: The catenary | plus.maths.org

    WEBDec 5, 2016 · When you suspend a chain from two hooks and let it hang naturally under its own weight, the curve it describes is called a catenary. Any hanging chain will naturally find this equilibrium shape, in which the …

  13. 1. Introductory Statics: the Catenary and the Arch

    WEBThe Catenary. What is the shape of a chain of small links hanging under gravity from two fixed points (one not directly below the other)? The word catenary (Latin for chain) was coined as a description for this curve by …

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