Abstract The Brahmaputra River is one of the world's largest river systems, India's braided river, and its springtime runoff downstream streamflow are mostly due to snowmelt processes. This study analysed used Tropical Rainfall Measuring Mission (TRMM)/Global Forecast System (GFS) rainfall, PET, data as inputs a Rainfall–Runoff (RR) model, which based on MIKE Hydro NAM software package. mathema...

The Brahmaputra River (BR) is a heavily braided river, due to various intricate paths, high discharge variability and bank erodibility, as well multi-channel features, which, in turn, cause huge energy dissipation. river also experiences anastomosing planform changes response seasonal water sediment waves, resulting morphology with extreme complexity. purpose of this study was provide detailed ...

The purpose of this study, which covers the Aras River valley and its immediate surroundings, drained Kagizman Depression in Eastern Anatolia, Erzurum-Kars Section is to deal with development process river that settled region by incising Kars Plateau, geomorphological features, response tectonic movements area factors affecting morphological structure region. selected research both an important...

Please cite this article in press as: Carrivick, J.L., (2011), doi:10.1016/j.jhydrol.2011.11.026 Accurate quantification and effective modelling of water temperature regimes is fundamental to underpin projections of future Arctic river temperature under scenarios of climate and hydrological change. We present results from a deterministic two-dimensional hydrodynamic model coupled with a heat tr...

[1] Moderate Resolution Imaging Spectroradiometer (MODIS)–derived measurements of Lena River effective width (We) display a high predictive capacity (r 2 = 0.81, mean absolute error < 25%) to forecast downstream discharge conditions at Kusur station, some 8 d and 700 km later. Satellite-derived mean flow propagation speed (88 km d 1 or 1.01 m s ) compares well with that estimated from ground da...

The notion of q-Brownian motion introduced by Majid is extended to braided spaces corresponding to a generic R-matrix, and combined with the theory of quantum probability. This leads to a deenition of diiusions on these spaces. The corresponding heat equations (diierence-diierential equations) are solved in terms of Appell polynomials (i.e. shifted moment systems). Some examples of interest for...

We show that every Lie algebra or superLie algebra has a canonical braiding on it, and that in terms of this its enveloping algebra appears as a flat space with braided-commuting coordinate functions. This also gives a new point of view about q-Minkowski space which arises in a similar way as the enveloping algebra of the braided Lie algebra gl2,q. Our point of view fixes the signature of the m...

A braided Yang-Baxter Algebra in a Theory of two coupled Lattice Quantum KdV: algebraic properties and ABA representations. Abstract A generalization of the Yang-Baxter algebra is found in quantizing the mon-odromy matrix of two (m)KdV equations discretized on a space lattice. This braided Yang-Baxter equation still ensures that the transfer matrix generates operators in involution which form t...