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<br /> <br /> <br />Wash.load <br /> <br />Bed Load <br /> <br />Suspended Bed <br />Material Load <br /> <br />Composed of particle sizes finer <br />than those found in appreciable <br />quantities in the bed. Washload <br />moves in suspension and is pro- <br />vided by available bank and <br />watershed supply. <br /> <br />Composed of particle sizes <br />typically found in the bed that <br />move by surface creep, sliding, <br />saltation or rolling within the <br />bed layer. <br /> <br />Composed of particles <br />typically found in the. <br />bed that remain in <br />suspension during trans- <br />port. <br /> <br />Bed Materia I <br />Load <br /> <br />Note The term "suspended load" is used <br />when referring to the sum of the <br />"wash load" and "suspended bed <br />material load" components. There- <br />fore, an alternate definition of <br />total sediment load is the sum <br />of the suspended load and bed <br />load. <br /> <br />Total Sediment <br />load <br /> <br />Figure 5.1 Definition of sediment load components. <br /> <br />Although the Simons and Senturk method for defining wash load is descriptive of the physical <br />process, it is not easy to apply in the field, since the d1D size can vary spatially from reach to reach and <br />temporally with the rising and falling of discharge in the channel. Therefore, the definition of wash load as <br />that portion of the suspended sediment load of sizes in the silt/clay range will generally be used in this study. <br />However, it must be understood that the true wash load for the lower reaches of the Yampa River can also <br />consist of sand sized and fme gravel material. <br /> <br />5.2 Sediment Rating Curves <br /> <br />b 5.2.1 Development of Sediment Rating Curves. Sediment rating curves in the form of Os = <br />aO (Os = sediment discharge, 0 = water discharge, a and b are coefficients) are useful for a variety of <br />sediment transport analyses. Rating curves are typically derived based on measured water and sediment <br />discharge data. Hence, the sediment transport predicted by such relationships is considered indicative of <br />sediment supply, and not necessarily sediment transport capacity. Only for alluvial channel reaches (e.g., <br />purely sandbed streams) where sediment supply equals transport capacity will the measured rating curve be <br />indicative of the transport capacity of the channel. <br /> <br />Rating curves are typically derived from measured water and sediment discharge data by linear <br />regression of the log transformed data. However, least squares regression using log transformations <br />introduces a statistical bias that typically results in underestimation of sediment load, with the degree of <br />underestimation increasing with the degree of scatter about the rating curve (Ferguson, 1986). <br /> <br />5-4 <br /> <br />I <br /> <br />I <br /> <br />I <br /> <br />I <br /> <br />I <br /> <br />I <br /> <br />I <br />I <br /> <br />I <br /> <br />I <br /> <br />I <br /> <br />I <br />I <br /> <br />I <br /> <br />I <br /> <br />I <br /> <br />I <br /> <br />I <br />. <br />