Buckling of shells of revolution with various wall constructions. Volume 1 - Numerical results
Numerical results of buckling of shells of revolution for computer program
Almroth, B. O.↗
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Aerodynamic characteristics of bodies of revolution at Mach numbers from 1.50 to 2.86 and angles of attack to 180 deg
Aerodynamic characteristics of bodies of revolution at Mach numbers from 1.50 to 2.86 and angles of attack to 180 deg
Jernell, L. S.↗
Aerodynamics of bodies of revolution in nonplanar motion.
Aerodynamics of bodies of revolution in nonplanar motion using nonlinear functional analysis of moments for motion about center of gravity
Peterson, V. L.↗
Computer analysis of various shells of revolution.
Buckling of shells of revolution under axisymmetrical loading analyzed by computer program
Almroth, B. O.↗
Nonlinear analysis of shells of revolution by the matrix displacement method.
Matrix displacement method for nonlinear elastic analysis of shells of revolution under symmetrical and asymmetrical loadings
Haisler, W. E.↗
Analysis of curved thin-walled shells of revolution.
Boundary value problem solution governed by system of partial differential equations applied to analysis of curved thin walled shells of revolution
Kalnins, A.↗
Nonlinear deflections of asymmetrically loaded shells of revolution.
Asymmetrically loaded shells of revolution nonlinear deflections analyzed by algorithm, determining snap buckling load of shallow spherical shell
Ball, R. E.↗
Hydroelastic interaction of shells of revolution during water impact.
Hydroelastic interaction between shells of revolution and incompressible fluid during water impact, discussing body deformation and surface pressure distribution oscillations
Cappelli, A. P.↗
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.↗
A method for determining surface pressures on blunt bodies of revolution at small angles of attack in supersonic flow
Computational method for surface pressures on blunt bodies of revolution at small angles of attack in supersonic flow
Jackson, C. M., Jr.↗
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.↗
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.↗
Nonlinear analysis of shells of revolution Annual report
Progress summary on nonlinear analysis of shells of revolution
Stricklin, J. A.↗
A method for determining the total drag of a pointed body of revolution in supersonic flow with turbulent boundary layer
Mathematical model for determining total drag of pointed body of revolution in supersonic flow with turbulent boundary layer
Jackson, C. M., Jr.↗
Incremental analysis of large deformations in mechanics of solids with applications to axisymmetric shells of revolution
Incremental analysis of large deformations in continuum mechanics with applications to axisymmetric shells of revolution
Yaghmai, S.↗
A method of characteristics for steady three- dimensional supersonic flow with application to inclined bodies of revolution
Characteristics method for determining three dimensional supersonic flow around inclined body of revolution
Rakich, J. V.↗