Last Updated:2025/11/20

When analyzing catenary curves, the hyperbolic cosine appears as the solution to the corresponding differential equation.

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When analyzing catenary curves, the hyperbolic cosine appears as the solution to the corresponding differential equation.

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吊り線の曲線を解析すると、双曲線余弦関数 cosh(x) = 1/2(e^x + e^{-x}) が対応する微分方程式の解として現れます。

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