Y0

Description

This function returns the zero order Bessel function of second kind and has the following form:

Y0(x)

The formula for the equation is:

Y_0(x)=\lim_{v \rightarrow 0} Y_0(v, 0)

where

Y_0(v,0)=\frac{J_{0}(x,v)\cos(v\pi)-J_{0}(x,-v)}{sin(v\pi)}

Syntax

double y0(double x)

Parameter

x

the input parameter.

Return

Returns the zero order Bessel function of second kind at x.

Example

aa = y0(5);
aa = ; //-0.30851762524903

See Also

J0, J1, Jn, Y1, Yn,
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