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<br />r <br /> <br />Table 9: Changes in runoff generated by GCMs and the NWSRFS <br />hydrologic model <br /> <br />" Runoff (%) <br /> <br />GCM <br /> <br />NWSRFS <br /> <br />Equilibrium [1] <br /> <br />GISS 1 <br />GISS2 <br />GFDL <br /> <br />+20 <br />+5 <br />+5 <br /> <br />+10 <br />-8 to -14 <br />-13 to -16 <br /> <br />Transient [2] <br /> <br />GISS 1 <br />GISS2 <br /> <br />-5 <br />+30 <br /> <br />+4 <br />+10 to +12 <br /> <br />Noles: 11) Equilibrium GCM runs, in which greenhouse gas concentrations have stabilized at <br />roughly twice current levels. <br />12) The GISS transient run, in which greenhouse gases are increasing gradually. The <br />numbers presented here represenllhe avearge over the decade 2030 to 2039. <br /> <br />GCM Runoff Scenarios <br /> <br />GCM runoff scenarios are compared with the NWSRFS modeling results in Table 9. GCM <br /> <br />runoff predictions do not necessarily agree even in direction with those suggested by the hydrologic <br /> <br />modeling of GCM changes in temperature and precipitation. In the GISS equilibrium runs, runoff increases <br /> <br />by 20% at the more northern grid point (GISS 1) and by 5% at the more southern grid point (GISS 2). <br /> <br />Hydrologic modeling results that used the GISS temperature and precipitation inputs suggest that runoff <br /> <br />would increase by 10% in the White River basin (GISS 1) and decrease between 8 and 14% in the GISS 2 <br /> <br />region. For the GFDL model, the runoff outputs indicate a increase of 5%, while hydrologic modeling <br /> <br />suggests runoff decreases between 16 and 23%. For the GISS transient scenario. GCM runoff decreases <br /> <br />by 5% at the more northern grid point. while the White River model suggests that equivalent temperature <br /> <br />and precipitation changes would result in a 4% increase in runoff. In the lower basin, represented by the <br /> <br />33 <br />