Transmission characteristics of conical and cylindrical shells under lateral excitation.
Steady state frequency response of conical and cylindrical shells under lateral excitation
Hu, W. C. L.↗
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Post-wrinkling behavior of a conical shell of revolution subjected to bending loads.
Post-wrinkling nonlinear behavior of conical shell of revolution subjected to bending loads
Conroy, D. C.↗
A geometrically exact finite element for thin shells of revolution.
Geometrically exact finite element for thin shells of revolution, using approximation to predict boundary layer stress distribution during vibration
Adelman, H. M.↗
Separable expansion for off-shell two-body t matrix with Coulomb potential.
Separable expansion for off shell two body t matrix with Coulomb potential to solve nonrelativistic three body problem with two body interactions
Chen, J. C. Y.↗
Fatigue crack propagation in cylindrical shells.
Fatigue crack propagation in cylindrical shells under fluctuating internal pressure, considering stress intensity factor
Catanach, W. M., Jr.↗
Random acoustic response of a cylindrical shell.
Cylindrical shells spectral response to random acoustic pressure excitation, noting natural modes and inner air column effects
Hwang, C.↗
A theoretical analysis of the free vibration of discretely stiffened cylindrical shells with arbitrary end conditions.
Free vibration of discretely stiffened cylindrical shells with arbitrary end conditions programmed for digital computer, considering flexure, extension, torsion and nonsymmetric stiffener cross section
Egle, D. M.↗
A method for computing the response of a general axisymmetric shell with an attached asymmetric structure.
Dynamic analysis of axisymmetric ring stiffened shells with attached asymmetric elastic structures, noting vibration modes
Durling, B. J.↗
The effect of general imperfections on the buckling of cylindrical shells.
Imperfection surface effect on buckling load of circular cylindrical shell under axial compression, locating limit points of postbuckled states
Arbocz, J.↗
Oxygen K-shell X-ray production in thin films of aluminum oxide by 20- to 100-kev protons.
Oxygen K-shell X ray production cross section and stopping power of aluminum oxide thin films for 20-100 kev protons
Hart, R. R.↗
Two-dimensional finite-difference equations for shallow spherical shells.
Linear static deformation and buckling of shallow spherical shells under asymmetric load by solving two dimensional finite difference equations
Liepins, A. A.↗
Buckling of a stiffened cylindrical shell with transverse shear load.
Buckling load of cylindrical shell with inclined stiffeners, using method for stability of thin walled cylinder under transverse end load at free end
Lee, R.-L.↗
Buckling and initial postbuckling behavior of spheroidal shells under pressure.
Elastic spheroidal shell of revolution under external pressure described by buckling and postbuckling theory
Danielson, D. A.↗
Nonsymmetric modes of complete spherical shells.
Complete spherical shells nonsymmetric vibrations frequencies and mode shapes calculated by matrix method
Gormley, J. F.↗
Axisymmetrical vibrations of a circular sandwich shell with a viscoelastic core layer.
Axisymmetrical vibration characteristics of circular sandwich shell with viscoelastic core layer analyzed via differential equation to obtain frequency equation and composite loss factors
Pan, H. H.↗
A longitudinal crack in a cylindrical shell under internal pressure.
Longitudinal crack in cylindrical shell under internal pressure, calculating normal and bending stress singularity strengths against curvature/ cracklength parameter
Copley, L. G.↗
The effect of a circumferential stiffener on the stress in a pressurized cylindrical shell with a longitudinal crack.
Stress level reduction in pressurized circular cylinder with circumferential ring stiffener and longitudinal crack, using shallow shell equations
Duncan, M. E.↗
Nonlinear response of a cylindrical shell to an impulsive pressure.
Circular cylindrical shell nonlinear response to uniform radial impulsive pressure, noting inextensionality constraint and equations of motion roles
Lovell, E. G.↗