A physically based distributed hydrologic model is developed in this study for ¯ood inundation simulation combining newly developed overland and channel network ¯ow simulation models with evapotranspiration, unsaturated zone and saturated zone models. The overland ¯ow and river ¯ow models are valida
A fast, physically based point snowmelt model for use in distributed applications
✍ Scribed by Mary Albert; Greg Krajeski
- Publisher
- John Wiley and Sons
- Year
- 1998
- Tongue
- English
- Weight
- 243 KB
- Volume
- 12
- Category
- Article
- ISSN
- 0885-6087
No coin nor oath required. For personal study only.
✦ Synopsis
A new mathematical solution to the problem of water ¯ow through snow is presented and its implementation in a snowmelt model, SNAP, is discussed. An analytical solution for vertical water ¯ow through homogeneous snow is developed and formulae that allow the solution to accommodate time-varying surface input from rain or snowmelt are derived. This facilitates use of the technique in a computer snowmelt model. Because the new technique requires no matrix computation, it is suciently computationally ecient to be a candidate for use in watershed-scale, distributed forecasting systems. Because it is a physically based model that takes into account the eect of the snow itself on the timing and magnitude of out¯ow, the model allows more accurate prediction of the magnitude and timing of snowmelt than in currently employed operational models. Results of the new model agree well with previous theoretical solutions and with ®eld measurements of melt and rain-on-snow events in a seasonal snow pack.
📜 SIMILAR VOLUMES
## Abstract This article shows how geostatistics can be used to reduce distributed physically based model (DPBM) uncertainties when assessing nitrate concentrations along a 250‐km stretch of the Seine River. First of all, co‐kriging is used to build a set of boundary conditions (BCs) (inlet concent
## Abstract A numerical model is presented for simulating dam‐break flows and flood diversions. The model is based on a projection method, which consists of combining the momentum and continuity equations to establish a Poisson‐type equation for the water surface level. The computed domain is discr