In mountainous watersheds, rainfall generates runoff quickly because of the decreased depression storage, high downslope flow velocity, and smaller chance for rainwater infiltration. In order to obtain precise event-based runoff estimations in mountainous watersheds, a slope-adjusted curve number (CNII) with a smaller initial abstraction ratio () is indispensable in the standard natural resources conservation service (NRCS) curve number (CN) model. Using measured rainfall-runoff data from 39 mountainous watersheds in South Korea, this study investigated two existing CNII approaches and suggested a new approach that was accompanied by a lower value. The new CNII equation was calibrated with 1,402 measured rainfall-runoff events from 31 water...
Accurate runoff estimation is a prerequisite for effective management and development of water reso...
The Natural Resources Conservation Service Curve Number (NRCS-CN) method is highly recommended for r...
In this study, 52 asymptotic Curve Number (CN) regression equations were developed for combinations ...
Quantifying runoff from a storm event is a crucial part of rainfall-runoff model development. The ob...
Rainfall runoff is a complex phenomenon in nature. It differs from place to place due to different t...
The Natural Resources Conservation Service Curve Number (NRCS-CN) method is widely used for predicti...
Employing a dataset of 658 large storm-events from 15 South Korean watersheds (48.6-249.63 km(2)), t...
Not AvailableUSDA-SCS (now NRCS) Curve Number method is most widely used for runoff estimation due t...
The Soil Conservation Service curve number (SCS-CN) method is one of the most popular methods used t...
The curve number (CN) method developed by the United States Department of Agriculture (USDA) in 1954...
A major structural inconsistency of the traditional curve number (CN) model is its dependence on an ...
The major problem in the assessment of relationships between rainfall and runoff occurs when a study...
In the past, the CN was determined through SCS handbook. In order to determine runoff prediction usi...
The selection of curve number to represent watersheds with similar land use and land cover is often ...
Rainfall-runoff information is critical for water resource and river basin management. Runoff can be...
Accurate runoff estimation is a prerequisite for effective management and development of water reso...
The Natural Resources Conservation Service Curve Number (NRCS-CN) method is highly recommended for r...
In this study, 52 asymptotic Curve Number (CN) regression equations were developed for combinations ...
Quantifying runoff from a storm event is a crucial part of rainfall-runoff model development. The ob...
Rainfall runoff is a complex phenomenon in nature. It differs from place to place due to different t...
The Natural Resources Conservation Service Curve Number (NRCS-CN) method is widely used for predicti...
Employing a dataset of 658 large storm-events from 15 South Korean watersheds (48.6-249.63 km(2)), t...
Not AvailableUSDA-SCS (now NRCS) Curve Number method is most widely used for runoff estimation due t...
The Soil Conservation Service curve number (SCS-CN) method is one of the most popular methods used t...
The curve number (CN) method developed by the United States Department of Agriculture (USDA) in 1954...
A major structural inconsistency of the traditional curve number (CN) model is its dependence on an ...
The major problem in the assessment of relationships between rainfall and runoff occurs when a study...
In the past, the CN was determined through SCS handbook. In order to determine runoff prediction usi...
The selection of curve number to represent watersheds with similar land use and land cover is often ...
Rainfall-runoff information is critical for water resource and river basin management. Runoff can be...
Accurate runoff estimation is a prerequisite for effective management and development of water reso...
The Natural Resources Conservation Service Curve Number (NRCS-CN) method is highly recommended for r...
In this study, 52 asymptotic Curve Number (CN) regression equations were developed for combinations ...