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Original Articles

Physically based hydrological flood routing methods

Méthodes hydrologiques d'études de propagation des crues d'après des bases physiques

Pages 237-261 | Received 10 Jan 1985, Accepted 02 Jan 1986, Published online: 21 Dec 2009

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Jean-Claude Bader, Gilles Belaud, Jean-Pierre Lamagat, Thibaud Ferret & Philippe Vauchel. (2017) Modélisation de propagation d’écoulement entre lits mineur et majeur sur les fleuves Sénégal et Niger. Hydrological Sciences Journal 62:3, pages 447-466.
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ZBIGNIEWW. KUNDZEWICZ. (1986) The hydrology of tomorrow. Hydrological Sciences Journal 31:2, pages 223-235.
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Articles from other publishers (7)

Maria Triselia Guhar, Muhammad Saleh Pallu & Mukhsan Putra Hatta. (2020) Application Research of Mathematical Model in Tallo River Flood Analysis. IOP Conference Series: Materials Science and Engineering 917:1, pages 012062.
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Nicolás Montes, José Ángel Aranda & Rafael García-Bartual. (2020) Real Time Flow Forecasting in a Mountain River Catchment Using Conceptual Models with Simple Error Correction Scheme. Water 12:5, pages 1484.
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Vijay P. Singh. (2018) Hydrologic modeling: progress and future directions. Geoscience Letters 5:1.
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Muthiah Perumal, Gokmen Tayfur, C. Madhusudana Rao & Gurhan Gurarslan. (2017) Evaluation of a physically based quasi-linear and a conceptually based nonlinear Muskingum methods. Journal of Hydrology 546, pages 437-449.
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Dong Ha Kim & Aris P. Georgakakos. (2014) Hydrologic routing using nonlinear cascaded reservoirs. Water Resources Research 50:8, pages 7000-7019.
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Muthiah Perumal & Roland K. Price. (2013) A fully mass conservative variable parameter McCarthy–Muskingum method: Theory and verification. Journal of Hydrology 502, pages 89-102.
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Alfred Becker & Zbigniew W. Kundzewicz. (2010) Nonlinear flood routing with multilinear models. Water Resources Research 23:6, pages 1043-1048.
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