Published 1975 | Version v1
Book

Response of self-strained structures to multiple time-phased seismic excitation

  • 1. Louisville Univ., Ky. (USA)

Description

The response of structural systems to seismic excitation is affected by the presence of axial forces in the members as well as by the time-delayed arrival of the seismic wave at the various excitation points. The natural frequencies and other dynamic properties are influenced by the presence of axial forces. As a result, the response of the structure changes to the extent that the axial forces change its dynamic characteristics and to the extent that these characteristics are relevant in the interaction of the structure with a given earthquake. This paper presents a parametric study of some simple structures whose numbers are subjected to initial axial forces and to the action of multiple time-phased seismic motion of the supports. The final response is obtained by superposition of instantaneous values of modal contributions, after numerical integration of the modal equations. The disturbing action produced by the ground motion of the well-known El Centro earthquake 1940 is appled to several simple structures in which the amount of the axial straining forces and the time-delayed excitation are varied parametrically. (Auth.)

Additional details

Publishing Information

Publisher
North-Holland.
Imprint Place
Amsterdam, The Netherlands
Imprint Title
Structural mechanics in reactor technology
Imprint Pagination
v. 4 p. K4/8 1-6.

Conference

Title
3. international conference on structural mechanics in reactor technology.
Dates
1 Sep 1975.
Place
London, UK.

INIS

Country of Publication
Netherlands
Country of Input or Organization
Netherlands
INIS RN
8301403
Subject category
S61: RADIATION PROTECTION AND DOSIMETRY;
Resource subtype / Literary indicator
Conference
Descriptors DEI
EARTHQUAKES; EIGENVALUES; EQUATIONS OF MOTION; FINITE ELEMENT METHOD; GROUND MOTION; MECHANICAL STRUCTURES; NUCLEAR POWER PLANTS; SEISMIC WAVES; SERIES EXPANSION
Descriptors DEC
DIFFERENTIAL EQUATIONS; EQUATIONS; MOTION; NUCLEAR FACILITIES; NUMERICAL SOLUTION; POWER PLANTS; SEISMIC EFFECTS; THERMAL POWER PLANTS