Author
S. Suzuki
Bio: S. Suzuki is an academic researcher from Nagoya University. The author has contributed to research in topics: Dynamic load testing & Structural dynamics. The author has an hindex of 1, co-authored 1 publications receiving 4 citations.
Papers
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01 Jul 1977
TL;DR: In this paper, the effects of shearing force and rotatory inertia to dynamic load factors with respect to axial force and bending moment are studied. And the ring is represented by the centroidal line and the problem is solved one-dimensionally.
Abstract: Dynamic behaviour of the ring subjected to distributed impulsive load is investigated. The ring is represented by the centroidal line and the problem is solved one-dimensionally. Impulsive load is assumed to be the step function with respect to time. The effects of shearing force and rotatory inertia to dynamic load factors with respect to axial force and bending moment are studied.
4 citations
Cited by
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TL;DR: In this article, the in-plane response of an elastic cylindrical shell subjected to an internal blast loading is investigated, and the coupling between the membrane breathing mode and flexural bending modes is the primary cause of strain growth in this problem.
29 citations
TL;DR: In this paper, a dynamic problem for an elastic hollow cylinder whose surfaces are subjected to the action of arbitrary forces is solved by a new method based on the use of finite differences only with respect to time.
Abstract: A dynamic problem for an elastic hollow cylinder whose surfaces are subjected to the action of arbitrary forces is solved by a new method based on the use of finite differences only with respect to time [12]. The numerical analyses of the time dependences of stress concentration are carried out for hollow cylinders of different thickness under impact loading. The proposed method is tested by solving a problem of circular hole in an infinite body subjected to the action of impact loads over the entire surface.
11 citations
TL;DR: In this paper, an algorithm for the solution of axisymmetric dynamic problem of the theory of elasticity for a piecewise homogeneous ring, loaded by normal forces variable as functions of time is proposed.
Abstract: We propose an algorithm for the solution of axisymmetric dynamic problem of the theory of elasticity for a piecewise homogeneous ring, loaded by normal forces variable as functions of time. We perform the numerical analysis of stresses in plates with arbitrary numbers of layers on the basis of finding the Laplace transform by the modified Prudnikov formula for its inversion. We also establish the characteristic features of the distribution of dynamic stresses in homogeneous and piecewise homogeneous plates.
3 citations
01 Jul 1989
TL;DR: In this article, a ring filled with a fluid and subjected to various kinds of axisymmetric loads applied along the outer surface of the ring is analyzed and the relationship between hydraulic pressure, hoop stress in the ring and time is investigated due to a force such as F exp (−bt) or F sin (ωt).
Abstract: An analysis is carried out for a ring filled with a fluid and subjected to various kinds of axisymmetric loads applied along the outer surface of the ring. The relationships between hydraulic pressure, hoop stress in the ring and time are investigated due to a force such as F exp (−bt) or F sin (ωt). The fundamental equations of motion for the fluid and the ring are solved by the Laplace transformation method. From the results of the present analysis it becomes evident that the maximum values of pressure and stress become remarkably large.