{2). A torque is applied at. the end of a circular cylinder C = {X = Xiei: X19 +X22 = p, X3 E (0,115)}. Assume that each crosssection rotates about the 133 axis through an angle that is proportional to the distance from the bottom of the bar 3X31 as show in Fig 1. Assume further that the displacement satises U{X:l - e3 : D for all X E C. -..______ If! _ _ H 5 ' - 62 | 90(1) 3:an L E . x ' X .. el .0 " '33 . (\"ff - - a") _ Figure 1: Figure for problem 2. a Determine the deformation 900:} and displacement. eld of U01] of the cylinder. I Assuming 03L