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Building Design and Construction Handbook - Merritt - Ventech!

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5.110 SECTION FIVE<br />

FIGURE 5.89 Stress distribution in end shear walls: (a) with flexible<br />

coupling; (b) with rigid-frame-type action; (c) with plate-type action.<br />

FIGURE 5.90 Stress distribution in interior shear walls: (a) with flexible<br />

coupling; (b) with rigid-frame-type action; (c) with plate-type action.<br />

A plate-type action is indicated in Figs. 5.89c <strong>and</strong> 5.90c. This assumes an extremely<br />

rigid connection between walls, such as fully story-height walls or deep rigid sp<strong>and</strong>rels.<br />

5.13 FINITE-ELEMENT METHODS<br />

From the basic principles given in preceding articles, systematic procedures have<br />

been developed for determining the behavior of a structure from a knowledge of<br />

the behavior under load of its components. In these methods, called finite-element<br />

methods, a structural system is considered an assembly of a finite number of finitesize<br />

components, or elements. These are assumed to be connected to each other<br />

only at discrete points, called nodes. From the characteristics of the elements, such<br />

as their stiffness or flexibility, the characteristics of the whole system can be derived.<br />

With these known, internal stresses <strong>and</strong> strains throughout can be computed.<br />

Choice of elements to be used depends on the type of structure. For example,<br />

for a truss with joints considered hinged, a natural choice of element would be a<br />

bar, subjected only to axial forces. For a rigid frame, the elements might be beams<br />

subjected to bending <strong>and</strong> axial forces, or to bending, axial forces, <strong>and</strong> torsion. For

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