Spin-lattice interactions of ions with unfilled f- shells measured by ESR in uniaxially stressed crystals.
Spin-lattice interactions of ions with unfilled F-shells measured by ESR in uniaxially stressed crystals
Black, T. D.↗
SEARCH · Engineering Papers
Results for “Shell”
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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Euler potentials and geomagnetic drift shells.
Euler potentials and geomagnetic drift shells, discussing charged particle motion in magnetic field
Stern, D.↗
Studies of parameter significance in shell- liquid impact.
Thin shell impact in liquids, discussing significant system parameters
Horowitz, J. M.↗
A nonlinear boundary layer for shells of revolution.
Nonlinear boundary layer for shells of revolution, deriving nonlinear differential equations for infinitesimal strains and small rotation
Wu, C.-H.↗
Computer analysis of various shells of revolution.
Buckling of shells of revolution under axisymmetrical loading analyzed by computer program
Almroth, B. O.↗
An approach to optimum shape determination for a class of thin shells of revolution.
Convex thin shells of revolution shape optimization, considering enclosed volume and weight for prescribed failure condition
Wang, H.-C.↗
Initial post-buckling behavior of cylindrical shells under external pressure.
Circular cylindrical shells with support subjected to lateral or hydrostatic pressure, using Koiter postbuckling theory
Amazigo, J. C.↗
Inflatable shells - Nonsymmetric in-service loads.
Inflatable shell of revolution subject to asymmetric in-service loads noting field equations, mathematical model and numerical integration
Leonard, J. W.↗
Modal equations for the nonlinear flexural vibrations of a cylindrical shell.
Boundary and continuity conditions for cylindrical shell under nonlinear flexural vibrations, discussing modal approximations for equations of motion
Dowell, E. H.↗
Buckling Of Shells Of Revolution /BOSOR/ with various wall constructions
Computer program, using numerical integration and finite difference techniques, solves almost any buckling problem for shells exhibiting orthotropic behavior. Stability analyses can be performed with reasonable accuracy and without unduly restrictive approximations.
Almroth, B. O.↗
Geometric properties of a prestressed segmented spherical shell
Design and construction of plastic model of prestressed segmented spherical shell
Brackett, R. L.↗
Buckling of an equatorial segment of a spherical shell loaded by its own weight
Buckling equations solved for equatorial segment of spherical shell loaded in axial direction by own weight
Blum, R. E.↗
Mass loading effects on vibration of ring and shell structures
Mass loading effects on vibration of ring and shell structures
Lee, S. Y.↗
Linear and nonlinear analysis of shells of revolution with asymmetrical stiffness properties user's manual
Computer programs for elastic analysis of shells of revolution under arbitrary loading with asymmetrical stiffness properties
De Andrade, J. C.↗
Some equilibrium and free vibration problems associated with centrifugally stabilized disk and shell structures
Equilibrium and free vibration problems of centrifugally stabilized disk and shell structures
Eversman, W.↗
Fatigue crack propagation in cylindrical shells under torsion
Fatigue crack propagation in thin cylindrical shells
Erdogan, F.↗
The general instability of eccentrically stiffened cylindrical shells under axial compression and lateral pressure
Instability of eccentrically stiffened cylindrical shells under axial compression and lateral pressure
Brolliar, R. H.↗
A method for computation of vibration modes and frequencies of orthotropic thin shells of revolution having general meridional curvature
Finite element method for computing natural frequencies and mode shapes of thin shells of revolution
Adelman, H. M.↗