2019
DOI: 10.3390/w11061253
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Roughness Effect of Submerged Groyne Fields with Varying Length, Groyne Distance, and Groyne Types

Abstract: Design guidelines were developed for a number of in-stream structures; however, the knowledge about their morphological and hydraulic function is still incomplete. A variant is submerged groynes, which aim to be applicable for bank protection especially in areas with restricted flood water levels due to their shallow height. Laboratory experiments were conducted to investigate the backwater effect and the flow resistance of submerged groyne fields with varying and constant field length and groyne distance. The… Show more

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Cited by 12 publications
(10 citation statements)
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“…Those undulations are fixed and do not interact with bedforms (Ouillon & Dartus, 1997; Wilbers, 1999), but may statically influence bedform geometry (de Ruijsscher et al., 2020). The influence of groynes changes with high discharge conditions, especially when groynes are submerged and become part of the conducting section of the bed (Möws & Koll, 2019; Yossef, 2004). The low flow conditions studied minimize the impact of groynes, but the ubiquitous presence of groynes along the opposite banks complicates quantifying groyne roughness.…”
Section: Discussionmentioning
confidence: 99%
“…Those undulations are fixed and do not interact with bedforms (Ouillon & Dartus, 1997; Wilbers, 1999), but may statically influence bedform geometry (de Ruijsscher et al., 2020). The influence of groynes changes with high discharge conditions, especially when groynes are submerged and become part of the conducting section of the bed (Möws & Koll, 2019; Yossef, 2004). The low flow conditions studied minimize the impact of groynes, but the ubiquitous presence of groynes along the opposite banks complicates quantifying groyne roughness.…”
Section: Discussionmentioning
confidence: 99%
“…While; (20) cm projection length (Lg) (approximately not less than one-third of the flume width [11], and (10) cm is the projection length of the Groyne which parallel to the flow direction (I) as appeared in Fig. 2 and 3.…”
Section: The Experimental Modelsmentioning
confidence: 99%
“…As the Colebrook equation is empirical [1,16], its accuracy can be disputed [17,18] (e.g., the new Oregon and Princeton experiment related to pipe friction [18]); nevertheless, the equation is widely accepted as a standard and is in common use in the design of water and gas pipe networks [19]. It can be also adapted for special cases such as air flow through fuel cells [20], water flow in rivers [21,22] and blood flow in blood vessels [23].…”
Section: 51mentioning
confidence: 99%