I am getting stuck in integrating the below equation that includes modified Bessel function of second kind:


Any help in this regard is highly appreciated.


Make the appropriate change of variable and $$\int K_0(t)\,dt=\frac{\pi}{2} \, t \,(\pmb{L}_{-1}(t) K_0(t)+\pmb{L}_0(t) K_1(t))$$ where appear the modified Struve functions.

Learn about them since they appear in most integrals of Bessel functions.


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