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161 Faults and fractures at depth<br />

illustrated that extensional normal faulting was occurring along mid-ocean spreading<br />

centers and the appropriate sense of lateral slip occurred on transform faults (see the<br />

review by Stein and Klosko 2002).<br />

With respect to the orientation of in situ stress, the advantages of utilizing wellconstrained<br />

earthquake focal plane mechanisms to map the stress field are fairly<br />

obvious: earthquakes record stress-induced deformation at mid-crustal depths, they<br />

sample relatively large volumes of rock and, due to the continued improvement of<br />

regional and global networks, more well-constrained focal mechanisms for mapping<br />

the stress field are available now than ever before. However, it is important to keep<br />

in mind that focal plane mechanisms record deformation and not stress. The P-<br />

and T-axes shown in Figure 5.11 are, by definition, the bisectors of the dilatational<br />

and compressional quadrants of the focal mechanism. Thus, they are not the maximum<br />

and minimum principal stress directions (as is sometimes assumed) but are the<br />

compressional and extensional strain directions for slip on either of the two possible<br />

faults. As most crustal earthquakes appear to occur on pre-existing faults (rather than<br />

resulting from new fault breaks), the slip vector is a function both of the orientation of<br />

the fault and the orientation and relative magnitude of the principal stresses, and the P-<br />

and T-axes of the focal plane mechanism do not correlate directly with principal stress<br />

directions. In an attempt to rectify this problem, Raleigh, Healy et al. (1972) showed<br />

that if the nodal plane of the focal mechanism corresponding to the fault is known, it<br />

is preferable not to use the P-axes of the focal-plane mechanism but instead to assume<br />

an angle between the maximum horizontal stress and the fault plane defined by the<br />

coefficient of friction of the rock. Because the coefficient of friction of many rocks is<br />

often about 0.6, Raleigh, Healy et al.(1972) suggested that the expected angle between<br />

the fault plane and the direction of maximum principal stress would be expected to be<br />

about 30 ◦ . Unfortunately, for intraplate earthquakes (those of most interest here), we<br />

usually do not know which focal plane corresponds to the fault plane. Nevertheless, in<br />

most intraplate areas, P-axes from well-constrained focal plane mechanisms do seem<br />

to represent a reasonable approximation of the maximum horizontal stress direction,<br />

apparently because intraplate earthquakes do not seem to occur on faults with extremely<br />

low friction (Zoback and Zoback 1980, 1989; Zoback, Zoback et al. 1989) and give<br />

an indication of relative stress magnitude (normal, strike-slip or reverse faulting). This<br />

will be discussed in more detail in Chapter 9.<br />

As mentioned in Chapter 1, ifthe coefficient of friction of the fault is quite low,<br />

the direction of maximum compression can be anywhere in the dilatational quadrant<br />

and the P-axis can differ from the true maximum stress direction by as much as 45 ◦<br />

(MacKenzie 1969). In fact, studies such as Zoback, Zoback et al. (1987) excluded as<br />

tectonic stress indicators right-lateral strike-slip focal plane mechanisms right on the<br />

San Andreas fault as did subsequent stress compilations at global scale as discussed<br />

in Chapter 9. Inthe case of the San Andreas, appreciable heat flow data collected<br />

in the vicinity of the San Andreas show no evidence of frictionally generated heat

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