The small deflection behavior is presented for clamped flat plates having a boundary defined by the equation |x/a|α + |y/b|β = 1 where a, b, α and β as positive constants not necessarily integers, with 1 < b/a < 2 and 1.6 < α, β < 10. The ratios of deflections to plate thickness are presented for uniform transverse loads as well as for uniform plus linearly varying transverse load. Deflections are presented at angular increments of 5 degrees and at radial increments of 0.1 of the radius.National Aeronautics & Space Administration 77/07 NSG 434/14 005 010 77/0
The solution of Von Karman's fundamental equations for large deflections of plates is presented for ...
A thin, solid, circular plate deflected by a number of transverse, concentrated, periphery forces, n...
The complex solution method of Okubo for the deflection of a thin circular aelotropic plate with sim...
Equations are given for the optimization of a class of two-and three-dimensional structures. The app...
This is a report on a small deflection of a class of clamped thin plates using conformal mapping.Nat...
ABSTRACT. Within the limitations of the classical thin plate theory expressions are obtained for the...
A mechanical analysis is carried out for a thin, solid, circular plate, deflected by a series of per...
Rectangular, thin plates are common structural elements employed in many engineering applications an...
An analytical method is developed for the bending response of annular sector Mindlin plates with two...
AbstractWithin the restrictions of the classical small bending theory of thin plates, the complex va...
The objects under consideration are thin linear-elastic plates with periodic structure in planes par...
Computer program calculates the stresses and lateral deflections to a uniform thickness flat plate w...
The solution of Von Karman's fundamental equations for large deflections of plates is presented for ...
A new methodology based on Principle of Quasi Work is used for calculating the deflections in plates...
A small-deflection theory is developed for the elastic behavior of orthotropic flat plates in which ...
The solution of Von Karman's fundamental equations for large deflections of plates is presented for ...
A thin, solid, circular plate deflected by a number of transverse, concentrated, periphery forces, n...
The complex solution method of Okubo for the deflection of a thin circular aelotropic plate with sim...
Equations are given for the optimization of a class of two-and three-dimensional structures. The app...
This is a report on a small deflection of a class of clamped thin plates using conformal mapping.Nat...
ABSTRACT. Within the limitations of the classical thin plate theory expressions are obtained for the...
A mechanical analysis is carried out for a thin, solid, circular plate, deflected by a series of per...
Rectangular, thin plates are common structural elements employed in many engineering applications an...
An analytical method is developed for the bending response of annular sector Mindlin plates with two...
AbstractWithin the restrictions of the classical small bending theory of thin plates, the complex va...
The objects under consideration are thin linear-elastic plates with periodic structure in planes par...
Computer program calculates the stresses and lateral deflections to a uniform thickness flat plate w...
The solution of Von Karman's fundamental equations for large deflections of plates is presented for ...
A new methodology based on Principle of Quasi Work is used for calculating the deflections in plates...
A small-deflection theory is developed for the elastic behavior of orthotropic flat plates in which ...
The solution of Von Karman's fundamental equations for large deflections of plates is presented for ...
A thin, solid, circular plate deflected by a number of transverse, concentrated, periphery forces, n...
The complex solution method of Okubo for the deflection of a thin circular aelotropic plate with sim...