Seismic Design of Tunnels - Parsons Brinckerhoff
Seismic Design of Tunnels - Parsons Brinckerhoff
Seismic Design of Tunnels - Parsons Brinckerhoff
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3.0 RUNNING LINE TUNNEL DESIGN<br />
3.1 Overview<br />
Discussions <strong>of</strong> the earthquake shaking effect on underground tunnels, specifically the<br />
“EQ” term in Equations 2-1 through 2-4, are presented in a quantitative manner in this<br />
chapter and in Chapters 4 and 5.<br />
The response <strong>of</strong> tunnels to seismic shaking motions may be demonstrated in terms <strong>of</strong><br />
three principal types <strong>of</strong> deformations (Owen and Scholl, 1981):<br />
• Axial<br />
• Curvature<br />
• Ovaling (for circular tunnels) or racking (for rectangular tunnels such as cut-and-cover<br />
tunnels)<br />
The first two types — axial and curvature — are considered in this chapter. Analytical<br />
work developed in previous studies for tunnel lining design is presented. The work is<br />
applicable to both circular mined tunnels and rectangular cut-and-cover tunnels.<br />
Discussions <strong>of</strong> the third type — the ovaling effect on circular tunnels and the racking<br />
effect on rectangular tunnels — are presented in detail in Chapters 4 and 5, respectively.<br />
3.2 Types <strong>of</strong> Deformations<br />
Axial and Curvature Deformations<br />
Axial and curvature deformations develop in a horizontal or nearly horizontal linear<br />
tunnel (such as most tunnels) when seismic waves propagate either parallel or obliquely to<br />
the tunnel. The tunnel lining design considerations for these types <strong>of</strong> deformations are<br />
basically in the longitudinal direction along the tunnel axis.<br />
Figure 3 shows the idealized representations <strong>of</strong> axial and curvature deformations. The<br />
general behavior <strong>of</strong> the linear tunnel is similar to that <strong>of</strong> an elastic beam subject to<br />
deformations or strains imposed by the surrounding ground.<br />
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