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Closure to “On the Comparison of Timoshenko and Shear Models in Beam Dynamics” by Noël Challamel
作者: Noël Challamel
DOI:
10.1061/(ASCE)0733-9399(2008)134:3(273)
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参考文章
(8)
1.
Igor Alekseevich Karnovsky, Olga I. Lebed,
Formulas for Structural Dynamics: Tables, Graphs and Solutions
,(2000)
2.
I︠a︡. G. Panovko, I. I. Gubanova,
Stability and Oscillations of Elastic Systems : Paradoxes Fallacies and New Concepts
,(1965)
3.
N.G. Stephen, S. Puchegger,
On the valid frequency range of Timoshenko beam theory
Journal of Sound and Vibration.
,vol. 297, pp. 1082- 1087 ,(2006) ,
10.1016/J.JSV.2006.04.020
4.
N.G. Stephen,
The second spectrum of Timoshenko beam theory—Further assessment
Journal of Sound and Vibration.
,vol. 292, pp. 372- 389 ,(2006) ,
10.1016/J.JSV.2005.08.003
5.
R. W. TRAILL-NASH, A. R. COLLAR,
THE EFFECTS OF SHEAR FLEXIBILITY AND ROTATORY INERTIA ON THE BENDING VIBRATIONS OF BEAMS
Quarterly Journal of Mechanics and Applied Mathematics.
,vol. 6, pp. 186- 222 ,(1953) ,
10.1093/QJMAM/6.2.186
6.
J. Dario Aristizabal-Ochoa,
Timoshenko Beam-Column with Generalized End Conditions and Nonclassical Modes of Vibration of Shear Beams
Journal of Engineering Mechanics-asce.
,vol. 130, pp. 1151- 1159 ,(2004) ,
10.1061/(ASCE)0733-9399(2004)130:10(1151)
7.
Dewey H Hodges, None,
Asymptotic Derivation of Shear Beam Theory from Timoshenko Theory
Journal of Engineering Mechanics-asce.
,vol. 133, pp. 957- 961 ,(2007) ,
10.1061/(ASCE)0733-9399(2007)133:8(957)
8.
C. L. Dolph,
On the Timoshenko theory of transverse beam vibrations
Quarterly of Applied Mathematics.
,vol. 12, pp. 175- 187 ,(1954) ,
10.1090/QAM/62620
来源期刊
Journal of Engineering Mechanics-asce
American Society of Civil Engineers
2008 年,
Volume: 134, Issue: 3,
Page: 273-274
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