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keisanHigh-precision calculations for everyday life and work

Second-Kind Bessel Functions (Graph)

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Calculate the table for the second-kind Bessel function Yv(x) and display it as a graph.
Order v
Real numbers
[ Initial value of x
]
\(\normalsize Bessel\ function\ of\ the\ 2nd\ kind\ Y_\nu(x)\\ (1)\ x^2y''+xy'+(x^2-\nu^2)y=0\\ \hspace{25px} y=Y_\nu(x)\\ (2)\ Y_\nu(x)={\large \frac{J_\nu(x) \cos(\nu\pi)-J_{-\nu}(x)}{\sin(\nu\pi)}}\\ (3)\ Y_{-n}(x)=(-1)^nY_n(x)\\\)

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