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Nonlinear Instantaneous Unit-Hydrograph Theory
The proposed equation for instantaneous unit hydrographs (IUHs) contains three physically-significant parameters: K1, the overland storage-discharge factor; K2, the channel storage-discharge factor; T, the time of concentration; and a functional parameter, w(τ), called the concentration-time diagram. Analysis of hyetographs and hydrographs for various storms over six drainage basins indicates a definite relationship between the parameters T and K2, and the instantaneous equivalent rainfall excess, Re. Nonlinearities in the instantaneous unit hydrographs derived from surface-runoff hydrographs caused by different storms over the same drainage basin are accounted for by the parameters of the IUH equation. Procedures for the analysis of data to establish relations between the parameters and Re, and the use of established relations to derive a surface-runoff hydrograph from a given effective hyetograph are explained and supplemented by examples.
Nonlinear Instantaneous Unit-Hydrograph Theory
The proposed equation for instantaneous unit hydrographs (IUHs) contains three physically-significant parameters: K1, the overland storage-discharge factor; K2, the channel storage-discharge factor; T, the time of concentration; and a functional parameter, w(τ), called the concentration-time diagram. Analysis of hyetographs and hydrographs for various storms over six drainage basins indicates a definite relationship between the parameters T and K2, and the instantaneous equivalent rainfall excess, Re. Nonlinearities in the instantaneous unit hydrographs derived from surface-runoff hydrographs caused by different storms over the same drainage basin are accounted for by the parameters of the IUH equation. Procedures for the analysis of data to establish relations between the parameters and Re, and the use of established relations to derive a surface-runoff hydrograph from a given effective hyetograph are explained and supplemented by examples.
Nonlinear Instantaneous Unit-Hydrograph Theory
Singh, Krishan Piara (Autor:in)
Journal of the Hydraulics Division ; 90 ; 313-347
01.01.2021
351964-01-01 pages
Aufsatz (Zeitschrift)
Elektronische Ressource
Unbekannt
Nonlinear instantaneous unit-hydrograph theory
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