In this study, in-plane stability analysis of non-uniform cross-sectioned thin curved beams under uniformly distributed dynamic loads is investigated by using the Finite Element Method. The first and second unstable regions are examined for dynamic stability. In-plane vibration and in-plane buckling are also studied. Two different finite element models, representing variations of cross-section, are developed by using simple strain functions in the analysis. The results obtained from this study are compared with the results of other investigators in existing literature for the fundamental natural frequency and critical buckling load. The effects of opening angle, variations of cross-section, static and dynamic load parameters on the stabilit...
In this study, in-plane natural frequencies and the dynamic stability of a curved beam subjected to ...
In this paper the dynamic and buckling features of slender structures with curved axis are addressed...
Abstract One of the efficient procedures for the solution of partial differential equations is the m...
In this study, in-plane stability analysis of non-uniform cross-sectioned thin curved beams under un...
In this study, in-plane stability analysis of non-uniform cross-sectioned thin curved beams under un...
In this study, out-of-plane stability analysis of tapered cross-sectioned thin curved beams under un...
In this study, out-of-plane stability analysis of tapered cross-sectioned thin curved beams under un...
Abstract: The static stability of the curved panels subjected to varieties of non-uniform loading in...
The effects of a single-edge crack and its locations on the buckling loads, natural frequencies and ...
The effects of a single-edge crack and its locations on the buckling loads, natural frequencies and ...
The effects of a single-edge crack and its locations on the buckling loads, natural frequencies and ...
WOS: 000287911000012The effects of a single-edge crack and its locations on the buckling loads, natu...
This paper studied the in-plane elastic stability including pre and post-buckling analysis of curved...
This study will investigate the stability of curved beams in the elastic range. Presented are deriva...
In this study, in-plane natural frequencies and the dynamic stability of a curved beam subjected to ...
In this study, in-plane natural frequencies and the dynamic stability of a curved beam subjected to ...
In this paper the dynamic and buckling features of slender structures with curved axis are addressed...
Abstract One of the efficient procedures for the solution of partial differential equations is the m...
In this study, in-plane stability analysis of non-uniform cross-sectioned thin curved beams under un...
In this study, in-plane stability analysis of non-uniform cross-sectioned thin curved beams under un...
In this study, out-of-plane stability analysis of tapered cross-sectioned thin curved beams under un...
In this study, out-of-plane stability analysis of tapered cross-sectioned thin curved beams under un...
Abstract: The static stability of the curved panels subjected to varieties of non-uniform loading in...
The effects of a single-edge crack and its locations on the buckling loads, natural frequencies and ...
The effects of a single-edge crack and its locations on the buckling loads, natural frequencies and ...
The effects of a single-edge crack and its locations on the buckling loads, natural frequencies and ...
WOS: 000287911000012The effects of a single-edge crack and its locations on the buckling loads, natu...
This paper studied the in-plane elastic stability including pre and post-buckling analysis of curved...
This study will investigate the stability of curved beams in the elastic range. Presented are deriva...
In this study, in-plane natural frequencies and the dynamic stability of a curved beam subjected to ...
In this study, in-plane natural frequencies and the dynamic stability of a curved beam subjected to ...
In this paper the dynamic and buckling features of slender structures with curved axis are addressed...
Abstract One of the efficient procedures for the solution of partial differential equations is the m...