The problem of coupled flexural-torsional instability of closed thin-walled beam-columns under the combined action of axial loads and equal end moments is studied numerically. The characteristic equations for stability are obtained and the load interaction curves and mode shape are plotted for various boundary conditions. From a study of the numerical results and the characteristic equations, equivalent load and geometry parameters are defined. These yield a single solution common for all boundary conditions for the load interaction curve and the mode shape. The effect of various boundary conditions and mode numbers is manifest only in the value of an eigen coefficient independent of the loads which is used in defining the equivalent parame...
This paper provides an approximate solution for the differential equations that govern the buckling ...
This paper provides an approximate solution for the differential equations that govern the buckling ...
This paper provides an approximate solution for the differential equations that govern the buckling ...
The free vibration of a statically loaded doubly symmetric thin-walled isotropic homogeneous beam wi...
The free vibration of a statically loaded doubly symmetric thin-walled isotropic homogeneous beam wi...
International audienceIn this paper, the flexural-torsional buckling and free vibration of tapered t...
The free vibration of beams, subjected to a constant axial load and end moment and various boundary ...
The present paper considers the flexure-torsion coupled vibrations of axially loaded thin-walled bea...
The stability behaviour of columns, subjected to a uniformly distributed axial load and with one end...
Beam-column elements are defined as structural members subjected to a combination of axial and bendi...
This thesis is concerned with the development of a stiffness matrix for the study of a large range o...
International audienceIn this paper, one investigates the elastic flexural-torsional buckling of lin...
This thesis is concerned with the development of a stiffness matrix for the study of a large range o...
This paper provides an approximate solution for the differential equations that govern the buckling ...
This paper provides an approximate solution for the differential equations that govern the buckling ...
This paper provides an approximate solution for the differential equations that govern the buckling ...
This paper provides an approximate solution for the differential equations that govern the buckling ...
This paper provides an approximate solution for the differential equations that govern the buckling ...
The free vibration of a statically loaded doubly symmetric thin-walled isotropic homogeneous beam wi...
The free vibration of a statically loaded doubly symmetric thin-walled isotropic homogeneous beam wi...
International audienceIn this paper, the flexural-torsional buckling and free vibration of tapered t...
The free vibration of beams, subjected to a constant axial load and end moment and various boundary ...
The present paper considers the flexure-torsion coupled vibrations of axially loaded thin-walled bea...
The stability behaviour of columns, subjected to a uniformly distributed axial load and with one end...
Beam-column elements are defined as structural members subjected to a combination of axial and bendi...
This thesis is concerned with the development of a stiffness matrix for the study of a large range o...
International audienceIn this paper, one investigates the elastic flexural-torsional buckling of lin...
This thesis is concerned with the development of a stiffness matrix for the study of a large range o...
This paper provides an approximate solution for the differential equations that govern the buckling ...
This paper provides an approximate solution for the differential equations that govern the buckling ...
This paper provides an approximate solution for the differential equations that govern the buckling ...
This paper provides an approximate solution for the differential equations that govern the buckling ...
This paper provides an approximate solution for the differential equations that govern the buckling ...