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- W1753185544 abstract "This chapter focuses on the finite element analysis in earthquake engineering. The finite element method is a powerful numerical analysis technique that has been widely applied in earthquake engineering for modeling the response of structures. The method derives its power from the variety of elements, such as beams, shells, and springs, that can be combined together to represent complex systems. Example applications include buildings, bridges, earth and concrete dams, off-shore towers, pipelines, and tanks. Often, interaction between the structure and its supporting foundation and soil or even a fluid must be considered, and these complete systems can also be modeled with finite elements. The finite element method is the most widely used procedure in earthquake engineering for analysis of a structure. It is a discretization technique, whereby the structure is divided into pieces, or elements, within which the solution is interpolated from nodal degrees of freedom. Solution of a matrix equation yields values for the degrees of freedom as functions of time. The earthquake response of structures such as dams, off-shore platforms, reservoir intake towers, and tanks is affected by dynamic pressures generated in the fluid (liquid) at the contact surface with the solid component (structure, foundation, and ground). A planar frame is an assemblage of horizontal beams and vertical columns, with or without inclined braces, where all members lie in a single plane. Such frames are commonly used in buildings to resist lateral loads from wind and earthquake." @default.
- W1753185544 created "2016-06-24" @default.
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- W1753185544 date "2003-01-01" @default.
- W1753185544 modified "2023-09-26" @default.
- W1753185544 title "69 Finite element analysis in earthquake engineering" @default.
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- W1753185544 doi "https://doi.org/10.1016/s0074-6142(03)80183-3" @default.
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