Title of article :
Comparison of 1D models of water flow in unsaturated soils
Author/Authors :
C. Gandolfi*، نويسنده , , A. Facchi، نويسنده , , D. Maggi، نويسنده ,
Issue Information :
دوهفته نامه با شماره پیاپی سال 2006
Abstract :
Understanding the interaction between soil, vegetation and atmosphere processes and groundwater dynamics is of paramount importance in
water resources planning and management in many practical applications. Hydrological models of complex water resource systems need to include
a number of components and should therefore seek a balance between capturing all relevant processes and maintaining data requirement
and computing time at an affordable level. Water transfer through the unsaturated zone is a key hydrological process connecting atmosphere,
surface water and groundwater. The paper focuses on the analysis of the modelling approaches that are generally used to describe vertical water
transfer through unsaturated soil in hydrological models of water resource systems: a physically based approach, using numerical solutions of
Richards’ equation, and two conceptual models, based on reservoir cascade schemes, are compared. The analysis focuses on the soil water content
in the top soil (first meter) and on the outflow from the profile (i.e. recharge to the aquifer). Results show that the water contents simulated by
the mechanistic and conceptual models are in good agreement, unless the capillary fringe reaches the top soil (i.e. groundwater table very close
to the soil surface). The ability of conceptual models to capture the daily recharge dynamics is generally rather poor, especially when fine textured
soils and thick profiles are considered; a better agreement is found when recharge is accumulated over longer time periods (e.g. months).
Improvements can be achieved by allowing the number of reservoirs in cascade to vary with changing profile depth, although scientifically sound
rules for fixing the number of reservoirs need to be established.
Keywords :
Unsaturated zone , reservoir cascade , SWRRB , SWAP , Richards’ equation
Journal title :
Environmental Modelling and Software
Journal title :
Environmental Modelling and Software