Add to ORKGThe free and forced in-plane and out-of-plane vibrations of frames are investigated. The beam has a straight and a curved part. It has a circular cross-section. A concentrated mass is also located at different points of the frame with different mass ratios. FEM is used to analyze the problem. The in-plane and out-of-plane natural frequencies, point and transfer receptances of the system are obtained to determine the sensitive and non-sensitive frequency intervals depending on the location and direction of the force
AbstractThe natural frequencies of a rotating functionally graded cantilever beam with concentrated ...
As there is a gap in literature about out-of-plane vibrations of curved and variable cross-sectioned...
An exact solution for the title problem is obtained in closed form fashion in the case of a Bernoull...
The free and forced in-plane and out-of-plane vibrations of frames are investigated. The beam has a ...
The free and forced in-plane and out-of-plane vibrations of frames are investigated. The beam has a ...
The forced, in-plane and out-of-plane vibrations of frames comprised of straight and curved members ...
The forced, in-plane and out-of-plane vibrations of frames comprised of straight and curved members ...
Free vibration of structures composed of rigid bodies and elastic beam segments is considered, assum...
Free vibration of structures composed of rigid bodies and elastic beam segments is considered, assum...
The free vibration of beams and rods carrying concentrated (lumped) or distributed mass has been ext...
Complex structures used in many fields of engineering are made up of simple structural elements like...
In a recent work, a discrete model for geometrically nonlinear transverse free constrained vibration...
An Euler-Bernoulli beam carrying concentrated masses is considered to be a beam-mass system. The bea...
The object of this study is to investigate the free vibration behaviour of slightly curved simply su...
In this paper is studied the free vibrations of beams with axial load (nonlinear geometrical vibrati...
AbstractThe natural frequencies of a rotating functionally graded cantilever beam with concentrated ...
As there is a gap in literature about out-of-plane vibrations of curved and variable cross-sectioned...
An exact solution for the title problem is obtained in closed form fashion in the case of a Bernoull...
The free and forced in-plane and out-of-plane vibrations of frames are investigated. The beam has a ...
The free and forced in-plane and out-of-plane vibrations of frames are investigated. The beam has a ...
The forced, in-plane and out-of-plane vibrations of frames comprised of straight and curved members ...
The forced, in-plane and out-of-plane vibrations of frames comprised of straight and curved members ...
Free vibration of structures composed of rigid bodies and elastic beam segments is considered, assum...
Free vibration of structures composed of rigid bodies and elastic beam segments is considered, assum...
The free vibration of beams and rods carrying concentrated (lumped) or distributed mass has been ext...
Complex structures used in many fields of engineering are made up of simple structural elements like...
In a recent work, a discrete model for geometrically nonlinear transverse free constrained vibration...
An Euler-Bernoulli beam carrying concentrated masses is considered to be a beam-mass system. The bea...
The object of this study is to investigate the free vibration behaviour of slightly curved simply su...
In this paper is studied the free vibrations of beams with axial load (nonlinear geometrical vibrati...
AbstractThe natural frequencies of a rotating functionally graded cantilever beam with concentrated ...
As there is a gap in literature about out-of-plane vibrations of curved and variable cross-sectioned...
An exact solution for the title problem is obtained in closed form fashion in the case of a Bernoull...