This study revisits Timoshenko beam theory (TBT). It discusses at depth a more consistent and simpler governing differential equation. The so-called second spectrum is also addressed. Then, we provide the asymptotic justification of the aforementioned differential equation along with detailed discussion of the boundary and initial conditions. The paper also presents remarks of historical character, in the context of other pertinent studies
In this work, the classic theory of Timoshenko beams is revisited using screw theory. The theory of ...
In a recent article, Rneton (1) presented a comparison between the standing wave natural frequency p...
In this paper is studied the effect of considering the theory of Timoshenko in the vibration of AFG ...
International audienceThis paper deals with natural frequencies of short (or thick) beams taking int...
In this paper, the theory of a Timoshenko-Ehrenfest beam is revisited and given a new perspective wi...
In this paper, the theory of a Timoshenko–Ehrenfest beam is revisited and given a new perspective wi...
The theories describing the dynamic behavior of freely vibrating beams and plates could be containe...
Mostly, the fourth order differential equation for the deflection is applied in Timoshenko’s beam th...
The scope of the research is to provide a simpler and more consistent equation for the analysis of t...
A review of contributions and views on the second spectrum of Timoshenko beam theory (TBT) over the ...
The Timoshenko beam equation in terms of variable \u27wB\u27 is derived where \u27wB’ is the deflect...
Abstract. This paper shows that conventional Timoshenko theory for bending waves is a member of a tw...
The problem of existence and identification of a second frequency spectrum in the Timoshenko beam th...
This study investigates the effects of rotary inertia and higher modes on the dynamic response of th...
The so-called Timoshenko beam equation is a good linear model for the transverse vibrations of a hom...
In this work, the classic theory of Timoshenko beams is revisited using screw theory. The theory of ...
In a recent article, Rneton (1) presented a comparison between the standing wave natural frequency p...
In this paper is studied the effect of considering the theory of Timoshenko in the vibration of AFG ...
International audienceThis paper deals with natural frequencies of short (or thick) beams taking int...
In this paper, the theory of a Timoshenko-Ehrenfest beam is revisited and given a new perspective wi...
In this paper, the theory of a Timoshenko–Ehrenfest beam is revisited and given a new perspective wi...
The theories describing the dynamic behavior of freely vibrating beams and plates could be containe...
Mostly, the fourth order differential equation for the deflection is applied in Timoshenko’s beam th...
The scope of the research is to provide a simpler and more consistent equation for the analysis of t...
A review of contributions and views on the second spectrum of Timoshenko beam theory (TBT) over the ...
The Timoshenko beam equation in terms of variable \u27wB\u27 is derived where \u27wB’ is the deflect...
Abstract. This paper shows that conventional Timoshenko theory for bending waves is a member of a tw...
The problem of existence and identification of a second frequency spectrum in the Timoshenko beam th...
This study investigates the effects of rotary inertia and higher modes on the dynamic response of th...
The so-called Timoshenko beam equation is a good linear model for the transverse vibrations of a hom...
In this work, the classic theory of Timoshenko beams is revisited using screw theory. The theory of ...
In a recent article, Rneton (1) presented a comparison between the standing wave natural frequency p...
In this paper is studied the effect of considering the theory of Timoshenko in the vibration of AFG ...