How can I derive the formula which converts the product of Bessel function of the second kind and the sine function into Meijer $G$-function,
$$ \sin(\sqrt{z})Y_v(\sqrt{z})=\frac{1}{\sqrt{2}}G_{3,5}^{2,2} \left( z\left| \begin{matrix}1/4,3/4,-v/2\\ (v+1)/2,(1-v)/2,-v/2,-v/2,v/2 \end{matrix}\right.\right). $$
Thanks.