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<br />DISCHARGE MEASUREMENTS AT GAGING STATIONS <br /> <br />By Thomas j. Buchanan and William P. Somers <br /> <br />Abstract <br /> <br />The techniques used in making discharge <br />measurements at gaging stations are described <br />in this report. Most of the report deals with <br />the current-meter method of measuring dis- <br />charge, because this is the principal method <br />used in gaging streams. The use of portable <br />weirs and flumes, floats, and volumetric tanks <br />in measuring discharge are briefly described. <br /> <br />Introduction <br /> <br />The U.S. Geological Survey makes thousands <br />of streamflow measurements each year. Dis- <br />charges measured range from a trickle in a <br />ditch to a flood on the Amazon. Several <br />methods are used, but the Geological Survey <br />makes most streamflow measurements by <br />current meter. The purpose of this report is <br />to describe in detail the procedures used by <br />the Geological Survey for making current- <br />meter measurements and to describe briefly <br />several of the other methods of measuring <br />streamflow. <br />Streamflow, or discharge, is defined as the <br />volume rate of flow of the water including <br />any sediment or other solids that may be <br />dissolved or mixed with it. Dimensions are <br />usually expressed in cubic feet per second. <br />Other common units are million gallons per <br />day and acre-feet per day. <br /> <br />Current-Meter Measurements <br /> <br />A current-meter measurement is the sum- <br />mation of the products of the partial areas <br /> <br />326-258 O-OO-~ <br /> <br />of the stream cross section and their respective <br />average velocities. The formula <br /> <br />Q=2:(av) <br /> <br />(1) <br /> <br />represents the computation where Q is total <br />discharge, a is an individual partial cross- <br />section area, and v is the corresponding mean <br />velocity of the flow normal to the partial area. <br />In the midsection method of making a <br />current-meter measurement it is assumed that <br />the velocity sample at each location represents <br />the mean velocity in a partial rectangular <br />area. The area extends laterally from half the <br />distance from the preceding meter location to <br />half the distance to the next and vertically, <br />from the water surface to the sounded depth. <br />(See fig. 1.) <br />The cross section is defined by depths at <br />locations 1, 2, 3, 4, . . . n. At each location <br />the velocities are sampled by current meter to <br />obtain the mean of the vertical distribution of <br />velocity. The partial discharge is now computed <br />for any partial section at location x as <br /> <br />_ [(bz-b'z-,,)+(b'Z+U-bZ)]d <br />qz-vz 2 2 % <br /> <br />- [b<z+u-b'z-uJ.l <br />-Oz 2 11hz, <br /> <br />(2) <br /> <br />where <br />qz= discharge through partial section x, <br />vz=mean velocity at location x, <br />bz= distance from initial point to location <br /> <br />x, <br />b,z_u=distance from initial point to preced- <br />ing location, <br />b,z+,,=distance from initial point to next <br />location, <br />dz=depth of water at location x. <br /> <br />1 <br />