Could some one help me in evaluating this definite integral of Bbessel's function with an exponential function
$$\int_0^1 e^{-ar^2}J_1(\lambda_n r )dr= ?$$
where $\lambda_n$ is any of the roots of $J_1$ and $a$ is a constant.
Could some one help me in evaluating this definite integral of Bbessel's function with an exponential function
$$\int_0^1 e^{-ar^2}J_1(\lambda_n r )dr= ?$$
where $\lambda_n$ is any of the roots of $J_1$ and $a$ is a constant.
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