2015
DOI: 10.1007/s12205-015-0126-5
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Stable channel design with different sediment transport equations and geomorphologic constraints in Cheongmi stream

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Cited by 7 publications
(3 citation statements)
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“…Stable depth and slope for the channel base width, determined by the empirical equation, are calculated using the sediment transport equation and flow depth prediction of Brownlie (1981). In this study, more equations are adopted to calculate sediment capacity during stable channel design, and stable channel calculation can be performed by additionally selecting Ackers and White (1973)'s, Engelund and Hansen (1967)'s, Yang (1979)'s and Meyer-Peter and müller (1948)'s equations (Jang et al, 2015). Copeland's method (1994) is the most widely used method of stable channel design.…”
Section: General Stable Channel Designmentioning
confidence: 99%
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“…Stable depth and slope for the channel base width, determined by the empirical equation, are calculated using the sediment transport equation and flow depth prediction of Brownlie (1981). In this study, more equations are adopted to calculate sediment capacity during stable channel design, and stable channel calculation can be performed by additionally selecting Ackers and White (1973)'s, Engelund and Hansen (1967)'s, Yang (1979)'s and Meyer-Peter and müller (1948)'s equations (Jang et al, 2015). Copeland's method (1994) is the most widely used method of stable channel design.…”
Section: General Stable Channel Designmentioning
confidence: 99%
“…In contrast, when the depth (D) needs to be fixed, the stable width (W) and slope are determined. Three algorithms are applied to develop the SCAD program (Jang et al, 2015). The Naesung Stream is a tributary of Nakdong River in South Korea.…”
Section: General Stable Channel Designmentioning
confidence: 99%
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