Bibliographic citations
Bazán, M., (2019). Determinación del caudal y el coeficiente de gasto en una compuerta plana rectangular deslizante con pendientes 1%, 2% y 3% [Tesis, Universidad Privada del Norte]. https://hdl.handle.net/11537/23087
Bazán, M., Determinación del caudal y el coeficiente de gasto en una compuerta plana rectangular deslizante con pendientes 1%, 2% y 3% [Tesis]. PE: Universidad Privada del Norte; 2019. https://hdl.handle.net/11537/23087
@misc{renati/511042,
title = "Determinación del caudal y el coeficiente de gasto en una compuerta plana rectangular deslizante con pendientes 1%, 2% y 3%",
author = "Bazán Cabanillas, Mattheus Caleb",
publisher = "Universidad Privada del Norte",
year = "2019"
}
In this research work, the flow rate and the expense coefficient were evaluated in a flat rectangular sliding gate, with different openings and slopes, comparing them with the formulas used for this type of floodgates such as the flow rate and the expense coefficient, used in a channel of variable slope. The experimental part was carried out in the facilities of the hydraulics laboratory of the Universidad Privada del Norte - Cajamarca (UPNC), the laboratory has a variable slope channel but does not have a sliding rectangular flat gate, so it had to develop a gate with measurements that have been taken from the channel, with a thickness of 0.8 mm for the gate, with a 9.1cm radius steering wheel, a rod which connects the gate with the steering wheel and a frame-like structure. The results obtained in the research work established that the variables are: the flow rate, the expense coefficient and the opening of the flat gate, these values being variable according to the characteristics that influence the gate tests, for the slope of i = 1%, the flow rate as a function of the opening is adjusted to a polynomial equation Q = -275.36X2 + 137.58X + 6.4388 with a correlation coefficient of R2 = 0.973; that is to say that for every 5 mm on average the flow increases by 0.557; for the slope of i = 1.5%, the flow as a function of the aperture is adjusted to a polynomial equation Q = -4577.9X2 + 673.97X-9.289 with a correlation coefficient of R2 = 0.9938; that is to say that for every 5 mm on average the flow increases by 0.587; for the slope of i = 2%, the flow rate as a function of the aperture is adjusted to a polynomial equation Q = -14095X2 + 1787.4X-40.731 with a correlation coefficient of R2 = 0.9958; that is to say that for every 5 mm on average the flow increases by 1,634; and for the 3% slope, no data were obtained due to lack of flow.
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