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Stability of a simply-supported beam subjected to randomly spaced moving loads
In this paper, vibration problems of a simply-supported elastic beam subjected to randomly spaced moving loads with a uniform speed are treated under the assumption that the input load sequence is a Poisson process. In the case in which the inertial effect of moving loads is taken into account, the stability problems relating to the speed and the mass of loads is dealt with, considering the inertia force, the centrifugal force, and the Coriolis force of the moving loads. As an analytical result a stability chart of the mean-squared deflection was obtained for the moving speed and the moving masses.
Stability of a simply-supported beam subjected to randomly spaced moving loads
In this paper, vibration problems of a simply-supported elastic beam subjected to randomly spaced moving loads with a uniform speed are treated under the assumption that the input load sequence is a Poisson process. In the case in which the inertial effect of moving loads is taken into account, the stability problems relating to the speed and the mass of loads is dealt with, considering the inertia force, the centrifugal force, and the Coriolis force of the moving loads. As an analytical result a stability chart of the mean-squared deflection was obtained for the moving speed and the moving masses.
Stability of a simply-supported beam subjected to randomly spaced moving loads
Stabilitaet eines einfach abgestuetzten Traegers der beweglichen Lasten in unregelmaessigen Abstaenden ausgesetzt ist
Kurihara, M. (author) / Shimogo, T. (author)
ASME-Papers ; 1-7
1977
7 Seiten, 7 Bilder, 7 Quellen
Conference paper
English
THE CANCELLATION PHENOMENON FOR SIMPLY SUPPORTED BEAMS AND PLATES SUBJECTED TO MOVING LOADS
British Library Conference Proceedings | 2009
|The Cancellation Phenomenon for Simply Supported Beams and Plates subjected to Moving Loads
British Library Conference Proceedings | 2009
|British Library Conference Proceedings | 2010
|