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Last modified
7/14/2009 5:02:31 PM
Creation date
6/1/2009 11:33:59 AM
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UCREFRP
UCREFRP Catalog Number
7910
Author
Bovee, K. D. and R. T. Milhous.
Title
Hydraulic Simulation In Instream Flow Studies
USFW Year
1978.
USFW - Doc Type
Theory And Techniques, Instream Flow Information Paper No. 5.
Copyright Material
NO
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DISCHARGE MEASUREMENTS <br />The discharge at the time of the field measurements may be obtained <br />directly if a USGS gage house is nearby, and if one can be relatively <br />certain that the flow in the study area is the same as at the gage <br />(i.e., no significant inflow or outflow between the gage and the study <br />area). <br />If access to a stream gage is not possible or the stream flow is <br />not known to be the same between the gage and the study area, the <br />discharge must be measured at the study area. Velocity measurements <br />are likely,to be made at all cross sections (with the exception of using <br />Manning's equation with no velocity calibration), thus the discharge <br />could be calculated for any of the cross sections. The accuracy of <br />discharge measurements is greatly influenced by the amount of variation <br />in the cross section. Thus, if discharge were calculated for all the <br />cross sections, one might find large discrepancies in the discharge. <br />Therefore, the discharge should be calculated from the most uniform <br />cross section in the study area. If all cross sections are highly non- <br />uniform, it may be desirable to find one outside the study area exclu- <br />sively for discharge measurement. The discharge should be calculated to <br />at least two significant figures, or should be consistent with the <br />allowable number of significant-figures based on the precision of the <br />stream gaging measurements. Discharge measurement techniques are <br />included in Appendix B. <br />VELOCITY DISTRIBUTION <br />If only one set of field measurements will be used with the Manning <br />equation, velocity measurements should be taken with the calibration of <br />Manning's n in mind. This means that the velocity measurements should <br />coincide with the major breaks in topography or substrate observed <br />during the measurement of the cross sections. These breaks usually <br />serve as the boundaries to segmentation of a cross section into sub- <br />sections. A mean velocity for each segment is required for calibration. <br />If multiple sets of paired velocity-discharge measurements are to <br />be used in the rating curve approach, measurements may be made at major <br />breaks as above, or evenly spaced across the cross section. It is <br />imperative that all subsequent measurements of velocity are made at the <br />same locations as the initial measurements. Therefore, field notes <br />should locate the positions of velocit measurement pots in terms of <br />their distance from the dstake, not from water's edge. Failure to - <br />follow this procedure may negate the use of this hydraulic prediction <br />procedure, and has been a frequent source of error in the past. <br />The location of each velocity measurement is called a "vertical." <br />The number of verticals used per transect depends on the complexity of <br />the velocity distribution and the detail desired by the researcher. The <br />number of verticals used will usually be relatively independent of <br />stream size. For the determination of the velocity distribution, 10-20 <br />?T
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