Page 246 - Fundamentals of Geomorphology
P. 246

FLUVIAL LANDSCAPES 229




                      3,000  Alpine  High Rhine  Upper Rhine  Middle    Lower Rhine   3,000
                             Rhine                             Rhine

                                                               Slate
                      2,500          Constance  Falls  near  Upper Rhine  Rhenish  Lowlands  1,000
                                                   Graben
                                   Lake  Rhine  Laufenburg   Mountains                500
                    (m)  2,000             Rapids  Basel                              300  Height
                    level                              Karlsruhe
                    sea  1,500                                Mainz  Bingen           100  above
                    above                                           Bonn              50   sea

                    Height  1,000                                             Emmerich  30  level

                                                                                           (m)
                       500                                                            10
                                                                                      5
                         0                                                            3
                           0       200       400      600       800      1,000    1,200
                                                   Distance (km)
              Figure 9.4 Long-profile of the River Rhine, shown on an arithmetic height scale (dashed line) and logarithmic height
              scale (solid line).
              Source: After Ahnert (1998, 174)


                Grade, as defined by J. Hoover Mackin (1948), is  Drainage basins and river channel
              a state of a river system in which controlling variables  networks
              and baselevel are constant:
                                                        A river system can be considered as a network in which
                A graded stream is one in which, over a period of years, slope is  nodes (stream tips and stream junctions) are joined
                delicately adjusted to provide, with available discharge and with  by links (streams). Stream segments or links are the
                prevailing channel characteristics, just the velocity required for  basic units of stream networks. Stream order is used
                the transportation of the load provided by the drainage basin.  to denote the hierarchical relationship between stream
                The graded stream is a system in equilibrium; its diagnostic  segments and allows drainage basins to be classified
                characteristic is that any change in any of the controlling fac-
                tors will cause a displacement of the equilibrium in a direction  according to size. Stream order is a basic property of
                that will tend to absorb the effect of the change.  stream networks because it relates to the relative dis-
                                          (Mackin 1948, 471)  charge of a channel segment. Several stream-ordering
                                                        systems exist, the most commonly used being those
              If the baselevel changes, then streams adjust their grade  devised by Arthur N. Strahler and by Ronald L. Shreve
              by changing their channel slope (through aggradation  (Figure 9.5). In Strahler’s ordering system, a stream
              or degradation), or by changing their channel pattern,  segment with no tributaries that flows from the stream
              width, or roughness. However, as the controlling vari-  source is denoted as a first-order segment. A second-
              ables usually change more frequently than the time taken  order segment is created by joining two first-order
              for the channel properties to respond, a graded stream  segments, a third-order segment by joining two second-
              displays a quasi-equilibrium rather than a true steady  order segments, and so on. There is no increase in order
              state.                                    when a segment of one order is joined by another of
   241   242   243   244   245   246   247   248   249   250   251