Irrigation and Water Engineering

Irrigation and Water Engineering

Laboratory study of the effect of the threshold angle of triangular cup overflows on the stability of the rock in the downstream

Document Type : Original Article

Authors
1 Department of Water Sciences and Engineering, Ahvaz Branch, Islamic Azad University, Ahvaz, Iran
2 Department of Water Sciences and Engineering, Ahvaz Branch, Islamic Azad University, Ahvaz, Iran.
3 Department of Water Science and Engineering, Ahvaz Branch, Islamic Azad University, Ahvaz, Iran.
10.22125/iwe.2023.420134.1757
Abstract
One of the erosion control options in the downstream of the overflows is to use crushed stone to reduce the excess output energy and to minimize the amount of erosion and scouring in the downstream of the overflow. In this research, experiments were conducted to check the stability of the rock in the downstream of the spillway by changing the threshold angle. For this purpose, a triangular cup overflow with four different threshold angles was made of fiberglass. Experiments were carried out using a piled stone density with four different diameters in clear water. In each experiment, the flow depth was measured under the movement threshold conditions and then the stability number was calculated using the obtained data. The results of this research showed that the highest stability number related to the overflow with a threshold of 45 degrees and the lowest stability number was observed in the overflow with a threshold of 15 degrees. Also, the relative diameter of the aggregates is also an effective factor in the stability of the aggregates, and the stability number at the threshold of movement in the four angles of the triangular overflow threshold decreases with the increase of the relative diameter of the aggregates. In order to provide a relationship to estimate the relative diameter of the checkered stone, the variables of the investigation and the correlation coefficient of the results obtained from this relationship with the laboratory results for the triangular overflow were obtained as 0.85.
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حیدرنژاد، م.، اسکندری، ا.، مسجدی، ع.، پورمحمدی، م.، و کمان‌بدست، ا. 1398. مطالعه‌ی آزمایشگاهی تاثیر هندسه‌ی پائین‌دست پرتابه‌ی جامی شکل بر میزان آبشستگی پایاب آن. مجله مهندسی آب، 12(42): 65-77.
صفرنژادی، غ.، حیدرنژاد، م.، بردبار، ا.، پورمحمدی، م.، و کمان‌بدست، ا. ۱۳۹۸. بررسی آزمایشگاهی اثر مانع با دندانه‌های ذوزنقه‌ای و مثلثی در پرتابه جامی‌شکل روی آبشستگی پایین‌دست با استفاده از مدل فیزیکی. علوم آب و خاک - ویژه‌نامه سیل و فرسایش خاک، 23(4): 243-254.
کیخایی، م.، حیدرپور، م.، و موسوی، ف. 1388. بررسی الگوی پوشش سنگ چین در محل احداث گروه پایه های استوانه ای در پل ها. فصلنامه علوم آب و خاک، 49(13).
مسجدی، ع.، و تائیدی، ا. 1396. بررسی تاثیر زبری بر پایداری سنگ چین در اطراف پایه استوانه ای پل در قوس رودخانه. مجله مهندسی آب، 10(32): 1-12.
 
Chiew, Y. 1995. Mechanics of riprap failure. J Hydr Eng ASCE, 121(9): 635-643.
Escarameia, M., & May, R. 1992. Channel protection downstream of structures: HR Wallingford Report SR 313.
Farhoudi, J., & Sadast Helbar, S. 2009. Design of Stable Riprap Downstream of Stilling Basins Using Froud Number. J soil and water, 19(1).
Farhoudi, J., & Valizadegan, E. 2004. Bed protection criterion downstream of stilling basins. Yichang, China: ISRS.
Lauchlan, C., & Melville, B. 2001. Riprap protection at bridge piers. ASCE J Hydr Eng, 127(5): 30-38.
Melville, B. W., Van Ballegooy, S., Coleman, S. E., & Barkdoll, B. 2007. Riprap size selection at wing-wall abutment. ASCE, J. Hydraul. Eng, 133: 1265-1269.
Parola, A. C. 1993. Stability of riprap at bridge piers. J Hydr Eng ASCE, 119(10): 1080-1093.
Peterka, A. 1968. Hydraulic design of stilling basins and energy dissipators engineering monograph. USA: USBR.
Pilarczyk, K. W. 1990. Stabiuty criterisi for revetments, proc. In H. H. Chang, & J. C. Hill (Eds.), National Conf. on Hydraulics Eng, Am Soc Civ Eng: 15-26. San Diego, USA.
Posey, C. J. 1974. Tests of scour protection for bridge piers. J Hydr Div ASCE, 100(12): 17731783.
Quazi, M. E., & Peterson, A. W. 1973. A method for bridge pier riprap design, Pro. First Can. Hydraul. Conf: 96-106. Edmonton, AB: CSCE.
Simarro, G., Chreties, C., & Teixeria, L. 2011. Riprap sizing for pile group. Journal of Hydraulic Engineering, 137(12): 1676-1679.
Worman, A. 1989. Riprap protection without filter layers. J Hydr Eng ASCE, 115(12): 1615-1630.
Yoon, T. H., Yoon, S. B., & Yoon, K. S. 1995. Design of riprap for scour protection around bridge piers, 26th IAHR Congress, Vol. 1: 105-110. UK.