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18    INTRODUCING LANDFORMS AND LANDSCAPES


               Box 1.2

               NEGATIVE AND POSITIVE FEEDBACK

               Negative feedback is said to occur when a change
               in a system sets in motion a sequence of changes
               that eventually neutralize the effects of the origi-
               nal change, so stabilizing the system. An example
               occurs in a drainage basin system, where increased
               channel erosion leads to a steepening of valley-
               side slopes, which accelerates slope erosion, which
               increases stream bed-load, which reduces channel
               erosion (Figure 1.9a). The reduced channel erosion
               then stimulates a sequence of events that stabilizes
               the system and counteracts the effects of the orig-
               inal change. Some geomorphic systems also display
               positive feedback relationships characterized by an
               original change being magnified and the system being
               made unstable. An example is an eroding hillslope
               where the slope erosion causes a reduction in infil-
               tration capacity of water, which increases the amount
               of surface runoff, which promotes even more slope  Figure 1.9 Feedback relationships in geomorphic
               erosion (Figure 1.9b). In short, a ‘vicious circle’ is cre-  systems. (a) Negative feedback in a valley-side slope–
               ated, and the system, being unstabilized, continues  stream system. (b) Positive feedback in an eroding
               changing.                                hillslope system. Details of the relationships are given
                                                        in the text.




                 system is Uranus and its moons. These structures  regardedasacomplexbutratherdisorganizedsystem.
                 may be thought of as simple systems. In geomor-  In both the gas and the hillslope mantle, the interac-
                 phology, a few boulders resting on a talus slope  tions are somewhat haphazard and far too numerous
                 may be thought of as a simple system. The condi-  to study individually, so aggregate measures must
                 tions needed to dislodge the boulders, and their fate  be employed (see Huggett 1985, 74–7; Scheidegger
                 after dislodgement, can be predicted from mechan-  1991, 251–8).
                 ical laws involving forces, resistances, and equations  3  In a third and later conception of systems, objects
                 of motion, in much the same way that the motion of  are seen to interact strongly with one another to
                 the planets around the Sun can be predicted from  form systems of a complex and organized nature.
                 Newtonian laws.                           Most biological and ecological systems are of this
              2In a complex but disorganized system, a vast num-  kind. Many structures in geomorphology display
                 ber of objects are seen to interact in a weak and  high degrees of regularity and rich connections, and
                 haphazard way. An example is a gas in a jar. This  may be thought of as complexly organized systems.
                 system might comprise upward of 10 23  molecules  A hillslope represented as a process–form system
                 colliding with each other. In the same way, the count-  could be placed into this category. Other examples
                 less individual particles in a hillslope mantle could be  include soils, rivers, and beaches.
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