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116   CHAPTER 5




























           Figure 5.24  Velocity space representation of the plate system shown in Fig. 5.20. Velocity lines ab, bc, and ac intersect
           at the single point J, which thus represents a stable triple junction.



























           Figure 5.25  (a) Ridge (R)–trench (T)–transform fault (F) triple junction between plates A, B, and C. (b) Its
           representation in velocity space. As the velocity lines ab, bc, and ac do not intersect at a single point, the triple junction
           must be unstable.


           different times and locations along the plate boundary.   tions of trench, ridge, and transform fault (Fig. 5.27),

           In order to be stable, the plate configuration shown in   taking into account the two possible polarities of
           Fig. 5.26a must be as in Fig. 5.26d. When plotted in   trenches, but not transform faults. Of these, only the
           velocity space (Fig. 5.26e) the velocity lines then inter-  RRR triple junction is stable for any orientation of the
           sect at a single point.                      ridges. This comes about because the associated veloc-
             McKenzie & Morgan (1969) have determined the   ity lines are the perpendicular bisectors of the triangle
           geometry and stability of the 16 possible combina-  of velocity vectors, and these always intersect at a
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