The clifferential equations of the bending of sandwich plates were integrated to obtain the deflections when the four edges of the plate are simply supported and the loading consists of either a uniformly dis-tributed transverse load or a concentrated load applied at the center of the panel. The deflection patterns are shown in diagrams and the ~ deflection of the plate is presented in a number of graphs
The main objective of this investigation is to determine the elastic static mechanical response of s...
Approximate solutions for the non-linear bending of thin rectangular plates are presented considerin...
In this work, the Galerkin–Vlasov method was used to solve the governing partial differential equati...
The problem of the small and large deflection behaviour of skew sandwich plates with built-in edges ...
This paper describes an approximate analytical method to determine the large-deflection behaviour of...
This paper describes an approximate analytical method to determine the large-deflection behaviour of...
This paper describes an approximate analytical method to determine the large-deflection behaviour of...
This paper describes an approximate analytical method to determine the large-deflection behaviour of...
This paper describes an approximate analytical method to determine the large-deflection behaviour of...
This paper describes an approximate analytical method to determine the large-deflection behaviour of...
The object of this thesis is to solve the governing differential equations for the large deflection ...
The object of this thesis is to solve the governing differential equations for the large deflection ...
Based on the first-order shear deformation theory, an exact solution for sandwich plates with dissim...
This report is one of a series issued in cooperation with the ANC-23 panel on sandwich construction ...
Approximate solutions for the non-linear bending of thin rectangular plates are presented considerin...
The main objective of this investigation is to determine the elastic static mechanical response of s...
Approximate solutions for the non-linear bending of thin rectangular plates are presented considerin...
In this work, the Galerkin–Vlasov method was used to solve the governing partial differential equati...
The problem of the small and large deflection behaviour of skew sandwich plates with built-in edges ...
This paper describes an approximate analytical method to determine the large-deflection behaviour of...
This paper describes an approximate analytical method to determine the large-deflection behaviour of...
This paper describes an approximate analytical method to determine the large-deflection behaviour of...
This paper describes an approximate analytical method to determine the large-deflection behaviour of...
This paper describes an approximate analytical method to determine the large-deflection behaviour of...
This paper describes an approximate analytical method to determine the large-deflection behaviour of...
The object of this thesis is to solve the governing differential equations for the large deflection ...
The object of this thesis is to solve the governing differential equations for the large deflection ...
Based on the first-order shear deformation theory, an exact solution for sandwich plates with dissim...
This report is one of a series issued in cooperation with the ANC-23 panel on sandwich construction ...
Approximate solutions for the non-linear bending of thin rectangular plates are presented considerin...
The main objective of this investigation is to determine the elastic static mechanical response of s...
Approximate solutions for the non-linear bending of thin rectangular plates are presented considerin...
In this work, the Galerkin–Vlasov method was used to solve the governing partial differential equati...