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Modem cities depend heavily on utility systems for their day-to-day operation and earthquake threats to utility systems become increasingly important in proportion with the level of urbanization. Due to the great potential for destruction, damage and disruption, the seismic problems of utility systems have recently attracted researchers. It became apparent that the seismic behaviour of buried pipeline systems is quite different than that of above-ground structures. In this paper, an updated and detailed review of the earthquake response and seismic-resistant design of underground piping systems is presented.Similarly, the 1923 Kanto earthquake in Tokyo resulted in the destruction of 40 per cent of the city by fire and 25 railroad tunnels were also damaged. In Yokohama, the rupture of water mains caused flooding in addition to fire. The 1952 Kern County earthquake caused severe damage in four railroad tunnels.'06 Underground pipeline systems have also been extensively damaged in severe earthquakes, such at Kanto 1923, Long Beach 1933, Fukui 1948, Alaska 1964, San Fernando 1971, Managua 1972 and others.Due to the great potential for destruction, damage and disruption, the seismic problems of utility systems have recently attracted the attention of researchers.' It became quite apparent that the seismic behaviour of buried pipeline systems is quite different than that of above ground structures. For example, bridges and dams, for which horizontal inertial force is the most important factor, are mostly designed by the seismic coefficient
Modem cities depend heavily on utility systems for their day-to-day operation and earthquake threats to utility systems become increasingly important in proportion with the level of urbanization. Due to the great potential for destruction, damage and disruption, the seismic problems of utility systems have recently attracted researchers. It became apparent that the seismic behaviour of buried pipeline systems is quite different than that of above-ground structures. In this paper, an updated and detailed review of the earthquake response and seismic-resistant design of underground piping systems is presented.Similarly, the 1923 Kanto earthquake in Tokyo resulted in the destruction of 40 per cent of the city by fire and 25 railroad tunnels were also damaged. In Yokohama, the rupture of water mains caused flooding in addition to fire. The 1952 Kern County earthquake caused severe damage in four railroad tunnels.'06 Underground pipeline systems have also been extensively damaged in severe earthquakes, such at Kanto 1923, Long Beach 1933, Fukui 1948, Alaska 1964, San Fernando 1971, Managua 1972 and others.Due to the great potential for destruction, damage and disruption, the seismic problems of utility systems have recently attracted the attention of researchers.' It became quite apparent that the seismic behaviour of buried pipeline systems is quite different than that of above ground structures. For example, bridges and dams, for which horizontal inertial force is the most important factor, are mostly designed by the seismic coefficient
SUMMARYThe paper presents an experimental evaluation of changes of dynamic properties (periods of natural vibrations and damping) of three identical precast concrete panel buildings of 5 storeys and a basement resting on different grounds. Building vibrations were excited by firing of explosives in a quarry. On the basis of the investigations, it may be said that a change of flexibility of the foundation medium under the same low buildings distinctly influences the change of the first natural periods (in two mutually perpendicular directions parallel to the longitudinal and transverse axes) of the buildings.
SUMMARYFor a class of civil engineering structures, that can be accurately represented by 'coupled shear walls' (CSWs), a discrete model for the analysis of the dynamic interaction with the underlying soil is proposed. The CSWs, with one or more rows of openings, rest on a rigid foundation embedded in the elastic or viscoelastic half-space. A hierarchical finite element model based on an equivalent continuum approach is adopted for the structure. A frequency-domain boundary element method is used to represent the half-space. Finally, the set of equations governing the response of the coupled soil-structure system to harmonic lateral loads acting on the structure is also given. The frequency deviation effect with respect to the fixed-base structure and the effects of radiation and material damping in the soil are presented for different characteristics of the structure and different soil properties.
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