The use of unit hydrographs for estimating floods is generally limited to catchments of size less than?
5000 km2
The unit hydrograph is a fundamental concept in hydrology used to estimate flood hydrographs resulting from a specific rainfall event. It represents the direct runoff hydrograph (DRH) that would result from one unit (e.g., 1 cm or 1 inch) of effective rainfall excess uniformly distributed over the drainage basin and occurring at a uniform rate over a specified duration.
Once a unit hydrograph for a specific duration (the unit duration) and basin is determined, it can be used to predict the DRH for any storm event by multiplying the unit hydrograph ordinates by the corresponding depths of effective rainfall in successive periods of the unit duration and then summing the resulting hydrographs.
While the unit hydrograph is a powerful tool, its application is based on certain assumptions. Two key assumptions are that the effective rainfall is uniformly distributed over the basin area and that the basin's response is linear (the principle of superposition applies).
These assumptions tend to hold reasonably well for smaller to medium-sized catchments. However, as the size of the drainage basin increases, the uniformity of rainfall distribution over the entire area during a single storm event becomes less likely. Also, the complex effects of channel storage, floodplain storage, and varying travel times across a very large basin become more significant and often exhibit non-linear behavior.
Due to these factors, the linear assumptions of the unit hydrograph model break down for very large catchments. Therefore, the use of unit hydrographs for estimating flood hydrographs is generally limited to drainage areas up to a certain size.
Based on common hydrological practice and the limitations imposed by the underlying assumptions, the unit hydrograph method is typically considered applicable for catchments with sizes less than approximately 5000 km2.
For catchments significantly larger than this limit, more complex hydrological models that can account for non-uniform rainfall, spatial variations in basin characteristics, and non-linear storage effects are usually employed for flood estimation.
In summary, the unit hydrograph is a valuable tool for flood hydrograph estimation, but its applicability is constrained by basin size. The method is generally most reliable for catchments where the assumptions of uniform rainfall and linear response are approximately met, which typically limits its use to areas less than about 5000 km2.
| Concept | Description | Applicability Limit |
|---|---|---|
| Unit Hydrograph | Direct runoff hydrograph from unit effective rainfall (1 cm or 1 inch) over unit duration, uniform distribution. | Generally limited to catchments < 5000 km2 |
| Assumptions | Uniform rainfall distribution, linear response (superposition). | |
| Limitations (Large Basins) | Non-uniform rainfall, non-linear storage, varying travel times. | Becomes significant for catchments > 5000 km2 |
While the unit hydrograph is widely used, especially for moderate-sized catchments, other methods exist for different situations:
The choice of method depends on the catchment size, available data, and the required accuracy of the flood estimate.
What are the lower and upper limits of catchment area for applicability of the use of unit-hydrograph?
Select the correct option with regard to the following two statements (H1 and H2) pertaining to the hydrograph of a storm in a catchment.
H1: The rising limb of the hydrograph depends on the catchment characteristics only.
H2: The recession limb of the hydrograph depends on the storm characteristics and catchment characteristics.
Basin lag in hydrology is the time difference between the ______.
Isolated storm is represented in a hydrograph with
Generally, a Hydrograph is a graphical representation of: