Module 5.1 Thin cylinder problem AU ND 21

473 A thin cylindrical shell having 800 mm outside diameter and 10 mm thickness and length 2 m is subjected to an internal pressure of 2 MPa, calculate (i) The hoop and longitudinal stresses developed. (ii) Maximum shear stress. (iii) The changes in diameter, length and volume. Assume Young’s modulus, E = 210 GPa and Poisson’s ratio = 0.3. (ND 2021) SOM playlist: https://www.youtube.com/playlist?list=PLOeLbbrFz8R4bgsqX7JE1BVC5bZsHWqsk #mohrcircle #principalstress #stress #strain #youngsmoduli #ce3491 #ce8395 #strengthofmaterial #strengthofmaterialsonlinelectures #strengthofmaterialsvideos #CE8395 #SFD #BMD #shearforcediagram #bendingmomentdiagram #pointofcontraflexure #ssbeam #cantilever #overhangingbeam #simplysupportedbeam #pointload #varyingpointload #udl #partialudl #uniformlydistributedload #uvl #uniformlyvaryingload #partialspan #entirespan #centrallyactingload #deflection #deflectionofbeams #momentareamethod #doubleintegration #conjugatebeammethod #mohrcircle #principlestress #torsion #torque #solidshaft #hollowshaft #polarmoment #rigidity #modulusofrigidity #spring #leafspring #helicalspring #deflectionofspring #cchs #closelycoiledhelicalspring