In recent works (Bolla Pittaluga et al. 2003a, Miori et al. 2005) the equilibrium configurations of a simple channel division and their stability have been investigated within the context of a one dimensional approach. Physically based relationships for sediment distribution have been employed by the authors at the channel division point, which allow to model the effect of transverse bed slope at the bifurcation on bed load transport. Both works are based on the assumption of steady forcing conditions. Recent experimental observations on gravel-bed channel divisions (Bertoldi et al., 2005) have shown that bar migration along the upstream channel induce time fluctuations in water and sediment feeding of the downstream branches, which signifi...
Bifurcating rivers shape natural landscapes by distributing water and sediments on fluvial plains an...
We investigate the equilibrium configurations and the stability of river bifurcations in gravel brai...
Mountain rivers exhibit sediment transport rate fluctuations that often cover more than two orders o...
In a recent paper Bolla Pittaluga et al. (2003a) proposed a physically based formulation for the nod...
In a recent paper, Bolla Pittaluga et al. proposed a physically based formulation for the nodal poin...
In the present work we investigate the interaction between migrating alternate bars and the dynamics...
We derive an idealized model of a gravel-sand river bifurcation and analyze its stability properties...
Channel bifurcations can be found in river network systems from high gradient gravel-bed rivers to f...
The paper shows a mathematical model for the evaluation of the morphological changes in the transiti...
Assuming that the equilibrium geometry of river channels does not depend on their initial state but ...
The evolution of the bed surface and bedload transport rates under a sudden increase of the water di...
At river bifurcations, water and sediment are divided over two branches. The dynamics of the bifurca...
Understanding and predicting the morphological adaptation of rivers and in particular of their width...
In river channel networks, the sediment transport division determines the morphodynamic development ...
Bifurcating rivers shape natural landscapes by distributing water and sediments on fluvial plains an...
We investigate the equilibrium configurations and the stability of river bifurcations in gravel brai...
Mountain rivers exhibit sediment transport rate fluctuations that often cover more than two orders o...
In a recent paper Bolla Pittaluga et al. (2003a) proposed a physically based formulation for the nod...
In a recent paper, Bolla Pittaluga et al. proposed a physically based formulation for the nodal poin...
In the present work we investigate the interaction between migrating alternate bars and the dynamics...
We derive an idealized model of a gravel-sand river bifurcation and analyze its stability properties...
Channel bifurcations can be found in river network systems from high gradient gravel-bed rivers to f...
The paper shows a mathematical model for the evaluation of the morphological changes in the transiti...
Assuming that the equilibrium geometry of river channels does not depend on their initial state but ...
The evolution of the bed surface and bedload transport rates under a sudden increase of the water di...
At river bifurcations, water and sediment are divided over two branches. The dynamics of the bifurca...
Understanding and predicting the morphological adaptation of rivers and in particular of their width...
In river channel networks, the sediment transport division determines the morphodynamic development ...
Bifurcating rivers shape natural landscapes by distributing water and sediments on fluvial plains an...
We investigate the equilibrium configurations and the stability of river bifurcations in gravel brai...
Mountain rivers exhibit sediment transport rate fluctuations that often cover more than two orders o...