# Spherical Bessel function (zeros) Calculator

## Calculates the positive zeros of the spherical Bessel functions jv(x) and yv(x).

 order v v≦200 ordinal number s of zeros(s=1,2,..)
 6dgt10dgt14dgt18dgt22dgt26dgt30dgt34dgt38dgt42dgt46dgt50dgt
 $\normal Spherical\ Bessel\ function\ of\\\hspace{10} the\ 1st\ kind\ j_\nu(x)\ and\ 2nd\ kind\ y_\nu(x)\\[10](1)\ x^2w''+2xw'+(x^2-\nu(\nu+1))w=0\\\hspace{25} w=c_1j_\nu(x)+c_2y_\nu(x)\\[10](2)\ j_\nu(x)={\large\sqrt{\frac{\pi}{2x}}}J_{\nu+\frac{1}{2}}(x)\\\hspace{25}y_\nu(x)={\large\sqrt{\frac{\pi}{2x}}}Y_{\nu+\frac{1}{2}}(x)\\$

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