<--- Back to Details
First PageDocument Content
Water / Hydrology / Soil science / Physical geography / Land management / Drainage / Agricultural soil science / Soil physics / Soil / Drainage equation / Drainage system / Surface irrigation
Date: 2013-09-05 10:41:44
Water
Hydrology
Soil science
Physical geography
Land management
Drainage
Agricultural soil science
Soil physics
Soil
Drainage equation
Drainage system
Surface irrigation

Developing Optimum Drainage Design Guidelines for the Red River Basin

Add to Reading List

Source URL: www.rrbdin.org

Download Document from Source Website

File Size: 2,06 MB

Share Document on Facebook

Similar Documents

Water / Hydrology / Soil science / Physical geography / Land management / Drainage / Agricultural soil science / Soil physics / Soil / Drainage equation / Drainage system / Surface irrigation

Developing Optimum Drainage Design Guidelines for the Red River Basin

DocID: 1reTf - View Document

DELFT UNIVERSITY OF TECHNOLOGY REPORTSELF-SIMILAR SOLUTIONS FOR THE FOAM DRAINAGE EQUATION

DocID: 1cVEJ - View Document

Environment / Environmental engineering / Hydraulic engineering / Physical geography / Environmental soil science / Soil and water assessment tool / Universal Soil Loss Equation / Swat /  Pakistan / Drainage basin / Water / Earth / Hydrology

Soil and Water Assessment Tool R. Srinivasan Texas A&M University

DocID: 16kka - View Document

Physical geography / Hydraulic engineering / Drainage / Water streams / Geomorphology / Drainage equation / Heat equation / Differential equation / Water / Hydrology / Earth

69 Modelling sediment drainage from roads to rivers * SI Barry † National Centre for Epidemiology and Population Health, Australian National University, Canberra, ACT; School of Physical, Environmental and Mathematic

DocID: 164xO - View Document

Water waves / Dynamics / Hydraulic engineering / Boussinesq approximation / Drainage equation / Cnoidal wave / Groundwater flow equation / Fluid mechanics / Hydrology / Fluid dynamics

Steady recharge-induced groundwater flow over a plane bed: nonlinear and linear solutions T.G. Chapman UNSW School of Civil and Environmental Engineering Abstract: The form of the free surface in two-dimensional groundw

DocID: 15H51 - View Document