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DERIVATION OF GENERAL SHELL EQUATIONS
DERIVATION OF CYLINDRICAL SHELL EQUATIONS
DERIVATION OF SPHERICAL SHELL EQUATIONS
Acting in Meridional axial length Bijlaard boundary conditions change of curvature CHAPTER circumferential membrane force circumferential strain Continuity of Edge curvature of median curves cylindrical shell defined by eq differential equation edge moments Edge Rotation Forces and Moments Horizontal and Vertical horizontal displacement Horizontal Forces Kelvin functions latitudinal plane longitudinal strain median surface meridional plane modulus of elasticity mutual boundary neglected nondimensional radius normal displacement normal plane normal stresses obtains particular solution point on median Poisson's ratio present problem pressure and temperature Pressure or Temperature Pressure Vessel radial displacement radial membrane force radii of curvature radius of curvature ratios Sample Problem section of unit Shallow Spherical Shell shear stresses shell configuration shell constants shell parameters Solutions for Radial stress function surface in cylindrical surface in spherical temperature distribution temperature gradient theory of shallow thermal stresses thickness thin shells transverse shear force Uniform Internal Pressure unit width zero