Concentrated forces on shallow cylindrical shells
Solutions for normal and tangential displacements and concentrated forces on shallow cylindrical shells
Sanders, J. L., Jr.↗
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Search indexed NASA NTRS and DOE OSTI research on propulsion, heat transfer, battery materials and energy systems. Follow report and document links to the original sources.
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Cutouts in shallow shells
Coupled integral equations for cutouts in shallow shells
Sanders, J. L., Jr.↗
URCA shells in dense stellar interiors
Stellar thermal and vibrational energy losses due to URCA shells in interiors
Cameron, A. G. W.↗
Transient thermal stresses in a spherical shell having a distributed source and the most general Sturm-Liouville boundary conditions
Transient thermal stresses in spherical shell with distributed source and general Sturm-Liouville boundary conditions
Cobble, M. H.↗
An analytical and experimental investigation of the effects of large prebuckling deformations on the buckling of clamped thin-walled circular cylindrical shells subjected to axial loading and internal pressure
Prebuckling deformations effect on buckling of clamped thin walled circular cylindrical shells under axial loading and internal pressure
Evan-Iwanowski, R. M.↗
Free vibrations of fluid-filled spherical shells
Fluid filled elastic spherical shell, calculating free vibration axisymmetric response and fundamental mode
Advani, S. H.↗
Numerical methods for mixed boundary value problems of shells of revolution
Numerical methods for mixed boundary value problem of axisymmetric shells of revolution, using truncated series expansion and finite difference expressions
Kalnins, A.↗
A program for the nonlinear static and dynamic analysis of arbitrarily loaded shells of revolution
Computer program for geometrical nonlinear static and dynamic structural analysis of arbitrarily loaded shells of revolution
Ball, R. E.↗
Stress, buckling, and vibration analysis of shells of revolution
Stress, buckling and vibration analysis of shells of revolution by numerical integration and finite difference methods, summarizing computer programs
Anderson, M. S.↗
On the stability analysis of imperfect spherical shells
Axisymmetrically imperfect spherical thin shell stability analysis, comparing results with theory of initial postbuckling behavior
Biricikoglu, V.↗
Numerical methods of integration applied in the nonlinear dynamic analysis of shells of revolution
Evaluating methods of numerically integrating equations of motion for nonlinear dynamic analyses of shells of revolution by matrix displacement method
Stricklin, J. A.↗
User's manual for a digital computer program for computing the vibration characteristics of ring-stiffened orthotropic shells of revolution
Digital computer program for computing vibration characteristics of ring-stiffened orthotropic shells of revolution - users manual
Adelman, H. M.↗
Theoretical and experimental vibration and buckling results for blunt truncated conical shells with ring-supported edges
Theoretical and experimental vibration and buckling results for blunt truncated conical shells with ring supported edges
Dixon, S. C.↗
A comparison of DWBA and coupled channels in the 2s-1d shell
Comparing coupled channels and distorted wave Born approximation optical model parameters in 2s-1d shell to investigate inelastic nucleon scattering
Ascuitto, R. J.↗
Computer program for finite-difference solutions of shells of revolution under asymmetric dynamic loading
Computer program for finite difference solutions of shells of revolution under asymmetric dynamic loading
Robinson, M. P.↗
Acoustic radiation efficiency of trucated conical shells
Acoustic radiation efficiency and structural vibration characteristics of truncated conical shells
Ellington, F. H.↗
On the spherical symmetry of the exchange potential produced by a closed shell
Mathematical proof of spherical symmetry of exchange potential produced by closed shell
Epstein, S. T.↗
Minimum-mass isotropic shells of revolution subjected to uniform pressure and axial load
Minimum mass isotropic shells of revolution under uniform pressure and axial loads
Stroud, W. J.↗