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PCWA-L 467.pdf - PCWA Middle Fork American River Project ...

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170<br />

MEASUREMENT OF STAGE AND DISCHARGE<br />

CASE D. ;vtETfR CANNOT BE SUBMERGED<br />

If it is impossible to keep tbe meter and weight in the water because<br />

ofhigh velocities and (or) floating drift, use the following procedure:<br />

L Obtain depths at the measurement verticals by the method explained<br />

for case B if a standard cross section is avail able, or by<br />

the method explained above for case C if no standard cross section<br />

is available.<br />

2. l\:leasure surface velocities with an optical current meter, as explained<br />

on pages 91-93,137-138.<br />

3. Compute the measurement in the normal manner using the surface<br />

velocities as though they were the mean velocities in the<br />

vertical, and using the depths from step L<br />

4. Apply the appropriate velocity coefficient to the discharge computed<br />

in step 3; use a coefficient of0.86 for a natural channel and<br />

0.90 for an artificial channeL<br />

If an optical current meter is not available, time floating drift over<br />

a measured course. (See p. 261-262.)<br />

It should be noted here that the amount of floating drift or ice is<br />

usually greatly reducedjust after the crest ofa rise in stage. It may be<br />

possible at that time to obtain velocity observations with a standard<br />

current meter.<br />

COMPUTATION OF MEAN GAGE HEIGHT OF A DISCHARGE MEASUREMENT<br />

The mean gage height of a discharge measurement represents the<br />

mean stage of the stream during the measurement period. Because<br />

the mean gage height for a discharge measurement is one of the<br />

coordinates used in plotting the measurements to establish the<br />

stage-discharge relation, an accurate detennination of the mean gage<br />

height is as important as an accurate measurement of the discharge.<br />

The computation of the mean gage height presents no problem when<br />

the change in stage is uniform and no greater than about 0.15 ft (0.05<br />

m), for then the mean !!lay be obtained by averaging the stage at the<br />

beginning and end of the measurement. However, measurements<br />

must often be made during periods when the change of stage is<br />

neither uniform nor slight.<br />

As a prerequisite for obtaining an accurate mean gage height, the<br />

clock time at the beginning and end of the measurement should be<br />

recorded on the measurement notes, and additional readings of the<br />

clock time should be recorded on the notes at intervals of15 to 20 min<br />

during the measurement. After the discharge measurement has been<br />

completed, the recorder cbart should be read, and breaks in tbe slope<br />

of the gage-height graph that occurred during the measurement<br />

should be noted The breaks In slope are useful In themselves and are

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