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Issue DateTitleAuthor(s)
2020A multilinear discrete Nash-cascade model for stage-hydrograph routing in compound river channelsSahoo B.; Perumal M.; Moramarco T.; Barbetta S.; Sahoo S.
2014A review of the synthetic unit hydrograph: From the empirical UH to advanced geomorphological methods [Revue de l'hydrogramme unitaire synthétique: Des HU empiriques aux méthodes géomorphologiques avancées]Singh P.K.; Mishra S.K.; Jain M.K.
2017A revisit of NRCS-CN inspired models coupled with RS and GIS for runoff estimationVerma S.; Verma R.K.; Mishra S.K.; Singh A.; Jayaraj G.K.
2008A variable storage coefficient model for rainfall-runoff computationBhunya P.K.; Singh P.K.; Mishra S.K.; Panigrahy N.
2007Critical appraisal of BOD and DO models applied to a highly polluted river in IndiaJha R.; Ojha C.S.P.; Bhatia K.K.S.
2018Data-based modelling approach for variable density flow and solute transport simulation in a coastal aquiferYadav B.; Mathur S.; Ch S.; Yadav B.K.
2007Deriving stage-discharge-sediment concentration relationships using fuzzy logicLohani A.K.; Goel N.K.; Bhatia K.K.S.
2010Estimation of unconfined aquifer parameters by genetic algorithms [Estimation des paramètres d'aquifères à nappe libre par algorithmes génétiques]Rajesh M.; Kashyap D.; Hari Prasad K.S.
2012Estimation of water cloud model vegetation parameters using a genetic algorithm [Estimation des paramètres de végétation dans un modèle de nuage utilisant un algorithme génétique]Kumar K.; Hari Prasad K.S.; Arora M.K.
2005Evaluation of temperature trends over India [Evaluation de tendances de température en Inde]Arora M.; Goel N.K.; Singh P.
2014Finite volume model for reactive transport in fractured porous media with distance- and time-dependent dispersionSharma P.K.; Ojha C.S.P.; Joshi N.
2009Fréchet and chi-square parametric expressions combined with Horton ratios to derive a synthetic unit hydrographBhunya P.K.; Singh P.K.; Mishra S.K.
1994Hydrodynamic derivation of a variable parameter muskingum method: 1. Theory and solution procedurePerumal M.
1994Hydrodynamic derivation of a variable parameter muskingum method: 2. VerificationPerumal M.
2016Neural network model for discharge and water-level prediction for Ramganga River catchment of Ganga Basin, IndiaKhan M.Y.A.; Hasan F.; Panwar S.; Chakrapani G.J.
2001On the Seddon speed formula [A propos de la formule de Seddon]Mishra S.K.; Singh V.P.
2013Physically-based distributed soil erosion and sediment yield model (DREAM) for simulating individual storm events [Modèle distribué à bases physiques d'érosion des sols et de production de sédiments (DREAM) pour la simulation d'événements particuliers]Ramsankaran R.; Kothyari U.C.; Ghosh S.K.; Malcherek A.; Murugesan K.
1993Reply: The cause of negative initial outflow with the muskingum methodPerumal M.
2002Stochastic modelling of the sediment load of the upper Yangtze River (China) [Modélisation stochastique de la charge sédimentaire du Yangtze supérieur, en Chine]Gangyan Z.; Goel N.K.; Bhatt V.K.
2013Temporal and spatial variability of annual and seasonal rainfall over Ethiopia [Variabilité temporelle et spatiale des précipitations annuelles et saisonnières sur l'Ethiopie]Wagesho N.; Goel N.K.; Jain M.K.