A suspended, cylindrical vessel is used for storing a liquid which has density $.$ If the

diameter of the vessel is D$,$ the thickness of the wall t is $5$ mm and the height of the fluid

$3/4$H$,$ where H is the height of the vessel, find the stresses in the wall as a function of the

depth h inside the liquid and the maximum shear stress in the plane of the wall.A suspended, cylindrical vessel is used for storing a liquid which has density $.$ If the diameter of the vessel is $D,$ the thickness of the wall $t$ is $5mm$ and the height of the fluid $\frac{3}{4}H,$ where $H$ is the height of the vessel, find the stresses in the wall as a function of the depth $h$ inside the liquid and the maximum shear stress in the plane of the wall.

$[$Ans$.$: ${}_1=gR\frac{h}{t},{}_2=gR\frac{3\frac{H}{4}-h}{2}t,{}_{\text{m}\text{a}\text{x}}=3gR\frac{H}{8t}]$

A suspended, cylindrical vessel is used diameter of the vessel is $D,$ the thicknes $\frac{3}{4}H,$ where $H$ is the height of the vesse depth $h$ inside the liquid and the maximur $[$Ans$.$: ${}_1=gR\frac{h}{t},$

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