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Matlab Newton-Raphson Solver - Catenary Problem

5 vues (au cours des 30 derniers jours)
Ryan le 19 Oct 2014
Commenté : Torsten le 28 Juil 2023
A classical problem in engineering is the Catenary problem. This problem is an idealized model of the static equilibrium of a rope or chain suspended from 2 points. The solution to the problem is
y = a*cosh(x/a)
where a is a constant to computed and x ∈ (−h/2, h/2). If, additionally, you are given the length of the suspended rope, L, the following equation needs to be solved to compute the constant a:
L= (2a)*sinh (h/2a)
Assuming h = 97 and L = 100, use a Newton solver to compute a. Compare with using MATLAB’s fzero command. Plot the resulting Catenary curve.
  2 commentaires
VIGNESH BALAJI le 28 Juil 2023
Will there be a difference between finding a solution based on fzero and newton-euler method ?
Torsten le 28 Juil 2023
What do you mean with "difference" ? "difference" in what ?

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Alberto le 19 Oct 2014


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