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<br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br /> <br />All of the above discussion indicates that the reach between Deerlodge Park and Mathers Hole <br />cannot be shown to be either progressively aggrading or degrading. The canyon bound reach of the Yampa <br />River between Deerlodge and Mathers Hole is a supply limited channel. Under current conditions, <br />sediment deliveries from Deerlodge are readily transported through the Canyon. The above discussion <br />pertains solely to the overall tendencies of the study reach. As was noted in previous sections (see Section <br />5.1.2), it is probable that sediment is temporarily stored in pool reaches and in the lee of obstructions in the <br />channel during low flows and re-entrained at higher flows. <br /> <br />5.3 Effective Dischar~e <br /> <br />5.3.1 Definition and Procedure. Effective discharge is defined as the increment of discharge that <br />transports the largest fraction of the annual sediment load over a period of years (Andrews, 1980), and is a <br />definitive, readily calculated number. In contrast, the dominant discharge is more of a geomorphic concept <br />that attempts to define the "channel fonning" discharge. In alluvial stream channels the effective discharge <br />may be indicative of the dominant or channel fonning discharge. The bankfull discharge is also sometimes <br />considered indicative of the channel fonning or dominant discharge. As a result of its defInitive, numerical <br />basis the effective discharge is useful for evaluating or understanding potential sediment transport changes <br />resulting from changes in water or sediment transport. <br /> <br />Effective discharge computation is based on daily flow records and sediment rating curves. The <br />analysis can be completed by the flow duration curve method described by Miller (1951), or numerically by <br />dividing the daily flow record into equal class intervals and summing the total sediment transport by each <br />daily flow in each class interval. The mid-point of the interval with the greatest transport over the period of <br />record is then the effective discharge. The latter procedure was utilized in this report, utilizing 50 class <br />intervals. <br /> <br />5.3.2 Effective Discharee Results. The effective discharge was calculated for the Lily, Deerlodge <br />Park and Mathers Hole gages. The calculation was completed for historic conditions to establish baseline <br />conditions at each gage. <br /> <br />Table 5.4 Effective discharge results. <br /> <br />Gage EffQ <br /> (cfs) <br />Lily 2,871 <br />Deerlodge 10,166 <br />Mathers 10,166 <br />Jensen <br />(Pre-dam) 20,500* <br />(Post -dam) 11,500* <br /> <br />* From Andrews (1986). <br /> <br />The bias corrected rating curves for Deerlodge Park and Mathers Hole were utilized in the analysis. <br />Since these rating curves were developed for discharges greater than 2,000 cfs, only flows greater than 2,000 <br />cfs were considered in the effective discharge analysis. To provide consistency in analysis the correction <br />factors for Deerlodge Park were applied to the Lily gage, on the assumption that both reaches are similar in <br />characteristics and would have similar correction factors. Therefore, the results for Lily, Deerlodge Park <br />and Mathers Hole may be readily compared. The results are summarized in Table 5.4. Detailed results are <br /> <br />5-13 <br />