This paper studies a time response of a deploying beam. To obtain the dynamic behavior, a two dimensional Euler-Bernoulli beam model which moves to axial direction from a rigid wall is made. The equations of motion and boundary conditions for longitudinal and transverse deformation are obtained by using Hamilton���s principle. The equation for transverse deflection has a non-linearly coupled term and its effect is researched. The time response of the deploying beam is calculated by the numerical time integration method
The axially translating flexible beam with a prismatic joint can be modelled by using the Euler-Bern...
Dynamic unstable regions and amplitudes of the responses of a beam subjeeted to a sinusoidally time-...
A simple numerical solution strategy for predicting the transient response of slender ductile beams,...
The dynamic behaviors of an axially deploying beam are analyzed when the deploying beam has overall ...
The purpose of this paper is to analyze the dynamic behaviors of an axially moving beam that is extr...
An approximate analytical solution for the transverse vibrations of a beam during axial deployment i...
The transverse vibration of the deploying beam from rigid hub was analyzed by simulation and experim...
In this study, the equations of motion derived from the Eulerian and Lagrangian descriptions of the ...
In this study, the equations of motion derived from the Eulerian and Lagrangian descriptions of the ...
The longitudinal and transverse vibrations of an axially moving beam are analyzed when the beam has ...
The nonlinear lateral vibrations of a beam deploying from a fixed rigid hub are analyzed when the be...
The geometrically nonlinear dynamics of a three-dimensional axially moving beam is investigated nume...
The geometrically nonlinear dynamics of a three-dimensional axially moving beam is investigated nume...
The axially translating flexible beam with a prismatic joint can be modelled by using the Euler-Bern...
The axially translating flexible beam with a prismatic joint can be modelled by using the Euler-Bern...
The axially translating flexible beam with a prismatic joint can be modelled by using the Euler-Bern...
Dynamic unstable regions and amplitudes of the responses of a beam subjeeted to a sinusoidally time-...
A simple numerical solution strategy for predicting the transient response of slender ductile beams,...
The dynamic behaviors of an axially deploying beam are analyzed when the deploying beam has overall ...
The purpose of this paper is to analyze the dynamic behaviors of an axially moving beam that is extr...
An approximate analytical solution for the transverse vibrations of a beam during axial deployment i...
The transverse vibration of the deploying beam from rigid hub was analyzed by simulation and experim...
In this study, the equations of motion derived from the Eulerian and Lagrangian descriptions of the ...
In this study, the equations of motion derived from the Eulerian and Lagrangian descriptions of the ...
The longitudinal and transverse vibrations of an axially moving beam are analyzed when the beam has ...
The nonlinear lateral vibrations of a beam deploying from a fixed rigid hub are analyzed when the be...
The geometrically nonlinear dynamics of a three-dimensional axially moving beam is investigated nume...
The geometrically nonlinear dynamics of a three-dimensional axially moving beam is investigated nume...
The axially translating flexible beam with a prismatic joint can be modelled by using the Euler-Bern...
The axially translating flexible beam with a prismatic joint can be modelled by using the Euler-Bern...
The axially translating flexible beam with a prismatic joint can be modelled by using the Euler-Bern...
Dynamic unstable regions and amplitudes of the responses of a beam subjeeted to a sinusoidally time-...
A simple numerical solution strategy for predicting the transient response of slender ductile beams,...