Abstract

The flow measurements have increased importance in the last decades due to the shortage of water resources resulting from climate changes that request high control of the available water needed for different uses. The classical technique of open channel flow measurement by the integrating-float method was needed for measuring flow in different locations when there were no available modern devices for different reasons, such as the cost of devices. So, the use of classical techniques was taken place to solve the problem. The present study examines the integrating float method and defines the parameters affecting the acceleration of floating spheres in flowing water that was analyzed using experimental measurements. The method was investigated theoretically, as well as many experimental tests in a fixed floor laboratory flume were conducted. Different sizes of solid plastic spheres with different weights were used as floats to measure velocities and then discharge computation. The results indicate that the integrating-float technique is feasible and accurate for measuring low flow velocity in open channels. It was desirable to use small floats with specific gravity closer to unity to get more accurate results. The measured velocities and the estimated discharges were compared with discharges obtained using some other common laboratory measuring techniques. Good agreement was obtained between the integrating-float method results with the results of velocities obtained using other measurement techniques, with an error of less than 2.5%.

Highlights

  • The flow measurements have increased importance in the last decades due to the shortage of water resources resulting from climate changes that request high control of the available water needed for different uses

  • Numerous tests were conducted to study the factors that may affect the accuracy of flow measurement using the integrating-float technique

  • It was noticed that the reliable and accurate results obtained when using floats having the smallest diameter, so it was desired to use the floats of small size than the bigger one due to the influence of the bigger one by air and water current as well as the effect of turbulence

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Summary

HYDRAULICS ANALYSIS OF INTEGRATING-FLOAT MOVEMENT

The drag force (FD) on a submerged spherical object is dependent on the diameter of the sphere (D), the relative velocity between the sphere and the fluid (V), the fluid density ( ), and the fluid viscosity ( ). The dimensions (indicated by the square brackets) of each variable are as follows. The units can be canceled in steps, beginning with the parameter with the largest number of dimensions. In this case, the process will begin with the drag force, which has the largest number of dimensions when expressed in terms of mass (Cameron et al 2019, Esam and AL-Turaihi 2017). The force is divided by the density to cancel the mass dimension.

EXPERIMENTAL WORK
Influence of float size
Computation of discharges
CONCLUSIONS
Full Text
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