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Richter et al. <br />BUUU <br />e° <br />E <br />E <br />E <br />E <br />a <br />7000 <br />6000 <br />5000 <br />4000 <br />3000 <br />2000 <br />1000 <br />Figure 4. A comparison of the annual series of annual <br />maximum 1-day values (Group 2: magnitude and du- <br />ration of annual extreme conditions) for the pre- and <br />post-impact periods on the Roanoke River. Broken <br />lines indicate values of the mean (dashes) and SD <br />(dots) for each period. <br />tions about the size of detectable changes and their po- <br />tential biological importance. Accordingly, the results of <br />the IRA method are most usefully presented in terms of <br />the magnitude of the differences in central tendency (or <br />dispersion) between the pre- and post-impact periods <br />(Figs. 4-7), along with confidence limits for this differ- <br />ence, rather than asp values for the null hypotheses that <br />the central tendencies are the same. Hypothesis testing <br />may be valuable for specific cases in which biologically <br />relevant thresholds to hydrologic change can be identi- <br />fied. In these cases an equivalence test (McBride et al. <br />1993) can be used to test the null hypothesis that the ob- <br />6U Pre-dam: 1913-1949 <br />50 <br />'a 40 <br />30 <br />20 <br />a <br />10 --- -- -?-- <br />Post-dam: 19S6-1991 <br />0 <br />1915 1925 1935 1945 1955 1965 1975 1985 <br />1920 1930 19,40 1950 1%0 1970 1980 1990 <br />Year <br />Figure S. A comparison of the annual series of annual <br />low pulse counts (Group 4: frequency and duration of <br />high and low pulses) for the pre- and post-impact peri- <br />ods on the Roanoke River. Broken lines indicate val- <br />tces of the mean (dashes) and SD (dots) for each pe- <br />riod. <br />Assessing 1(ydrologic Alteration 1169 <br />135 <br />wpr <br />E M., <br />0 <br />' Feb <br />e <br />35 J.. <br />J.O. 1 <br />a <br />oee <br />a 300 <br />- oa <br />sep <br />A.1 <br />200 <br />Pre-dam: 19134949 Post-dam: 1956-1991 <br /> <br />1915 1925 1935 1945 1955 1965 1975 1985 <br />1920 1930 1940 1950 1%0 1970 1980 1990 <br />Year <br />Figure 6 A comparison of the annual series of values <br />for the timing Qulian date) of annual minimum <br />1-day values (Group 3: timing of annual extreme con- <br />ditions) for the pre- and post-impact periods on the <br />Roanoke River. Dashed lines indicate values of the <br />mean for each period. -.10. <br />served difference is greater than some user-identified bi- <br />ologically significant value. <br />When adequate hydrologic records are available for <br />both the pre-impact and post-impact time periods, appli- <br />cation of the IHA method will be relatively straightfor- <br />ward by means of the statistical procedures described. <br />When pre- or post-impact records are nonexistent, in- <br />clude data gaps, or are inadequate in length, however, <br />various data reconstruction or estimation procedures <br />will be needed. Examples of such procedures include <br />the techniques for hydrologic record extension de- <br />160 <br />140 <br />E <br />120 <br />100 <br />P <br />80 <br />60 <br />40 <br />20 <br />a` <br />0 <br />Pre-dam: 1913-1949 Post-dam: 1956-1991 <br />Figure 7. A comparison of the annual series of values <br />for annual average rates of hydrograph rise (Group 5: <br />rate and frequency of change in conditions) for the <br />pre- and post-impact periods on the Roanoke River. <br />Broken lines indicate values of the mean (dashes) and <br />SD (dots) for each period. <br />tarn>cnalien Ri?d?„_c <br />0 <br />1915 1925 1935 1945 1955 1965 1975 1985 <br />1920 1930 1940 1950 1960 . 1970 1980 1990 <br />Year <br />1915 1925 1935 1945 r9» - - - <br />1920 1930 1940 1950 1%0 1970 1980 1990 <br />Year <br />Pre-dam: 1913-1949 Past-dam: 1956-1991