Please calculate the volume of the body obtained then the area under

$y=\frac{1}{x^{2} \sqrt{1-(\ln (x))^{2}}}$

above the x-axis between x=e^1/2 and x=e^(sqrt(3))/2 is rotated around the y-axis with details.

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Please calculate the volume of the body obtained then the area under

$y=\frac{1}{x^{2} \sqrt{1-(\ln (x))^{2}}}$

above the x-axis between x=e^1/2 and x=e^(sqrt(3))/2 is rotated around the y-axis with details.

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