Page 107 - Global Tectonics
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94   CHAPTER 5



           events where the ridges are offset by transform faults   pole. The pole and its antipole are the two unique
           (Section 4.2.1). On land, shallow focus tensional events   points on the surface of the Earth that do not move
           are also associated with rifts, including the Basin and   relative to either of the two plates. An important aspect
           Range Province of the western USA (Section 7.3), the   of relative plate motion is that the pole of any two

           East African Rift system (Section 7.2), and the Baikal   plates tends to remain fixed relative to them for long
           Rift system.                                 periods of time. Plate velocities are similarly constant
             All intermediate and deep events are associated with   for periods of several million years (Wilson, 1993).
           destructive plate margins. The northern, eastern and   There are three methods by which the pole of

           western Pacific Ocean is ringed by a belt of earthquakes   relative motion for two plates can be determined. The
           which lie on planes, in places offset by transform faults,   first, and most accurate, is based on the fact that for

           dipping at an angle of about 45° beneath the neighboring   true tangential motion to occur during the relative
           plates. These planes of earthquake foci, known as Benioff   movement of two plates, the transform faults along
           (or Benioff Wadati) zones, are typically associated with   their common boundary must follow the traces of
           volcanic activity at the surface. The deepest events   small circles centered upon the pole of relative motion
           recorded lie at a depth of about 670 km. Collisional   (McKenzie & Parker, 1967; Morgan, 1968). The pole
           mountain belts such as the Alpine-Himalayan chain are   of rotation of two plates can thus be determined by
           similarly characterized by intermediate and deep focus   constructing great circles at right angles to the trends
           earthquakes although, since there is no longer a Benioff   to transform faults affecting their common margin and
           zone present in such regions, the seismic activity occurs   noting their point of intersection. The most conve-
           within a relatively broad belt (Fig. 10.17). Careful exam-  nient type of plate margin to which to apply this tech-
           ination of epicenter locations has revealed, however, that   nique is the accretive type (Fig. 5.3), as ocean ridges
           some of the shallow events lie on arcuate strike-slip fault
           zones associated with the collisional event.
             The intra-plate areas are relatively aseismic on this
           timescale, although occasionally large magnitude earth-

           quakes do occur. Although insignificant in their release
           of seismic energy, intra-plate earthquakes are important
           as they can indicate the nature and direction of stress
           within plates (Section 12.7).



           5.3 RELATIVE PLATE

           MOTIONS



           The present day motion of plates can now be measured
           using the techniques of space geodesy (Section 5.8).
           However, these techniques were only developed in the
           1980s, and, ideally, measurements are required over a
           period of 10–20 years (Gordon & Stein, 1992). Prior to
           this relative plate motions, averaged over the past few
           million years, were determined using geologic and geo-
           physical data.
             The motion of plates over the Earth’s surface can
           be described by making use of Euler’s theorem (Section
           3.2.1), which says that the relative motion between two   Figure 5.3  Determination of the Euler pole for a
           plates is uniquely defined by an angular separation   spreading ridge from its offsetting transform faults that

           about a pole of relative motion known as an Euler   describe small circles with respect to the pole.
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