Many watershed models used within the hydrologic research community assume (by default) stationary conditions - that is - the key watershed properties that control water flow are considered to be time-invariant. This assumption is rather convenient and pragmatic and opens up the wide arsenal of (multivariate) statistical and nonlinear optimization methods for inference of the (temporally-xed) model parameters. Several contributions to the hydrologic literature have brought into question the continued usefulness of this stationary paradigm for hydrologic modeling. This paper builds on the likelihood-free diagnostics approach of Vrugt and Sadegh [2013] and uses a diverse set of hydrologic summary metrics to test the stationary hypothesis and detect changes in the watersheds response to hydro-climatic forcing. Models with xed parameter values cannot simulate adequately temporal variations in the summary statistics of the observed catchment data, and consequently the DREAM(ABC) algorithm cannot nd solutions that sufficiently honor the observed metrics. We demonstrate that the presented methodology is able to differentiate successfully between watersheds that are classified as stationary and those that have undergone signicant changes in land use, urbanization and/or hydro-climatic conditions, and thus are deemed nonstationary.

Sadegh, M., Vrugt J., A., Xu, C., Volpi, E. (2015). The Stationarity Paradigm Revisited: Hypothesis Testing Using Diagnostics, Summary Metrics, and DREAM(ABC). WATER RESOURCES RESEARCH, 51(11), 9207-9231 [10.1002/2014WR016805].

The Stationarity Paradigm Revisited: Hypothesis Testing Using Diagnostics, Summary Metrics, and DREAM(ABC)

VOLPI, ELENA
2015-01-01

Abstract

Many watershed models used within the hydrologic research community assume (by default) stationary conditions - that is - the key watershed properties that control water flow are considered to be time-invariant. This assumption is rather convenient and pragmatic and opens up the wide arsenal of (multivariate) statistical and nonlinear optimization methods for inference of the (temporally-xed) model parameters. Several contributions to the hydrologic literature have brought into question the continued usefulness of this stationary paradigm for hydrologic modeling. This paper builds on the likelihood-free diagnostics approach of Vrugt and Sadegh [2013] and uses a diverse set of hydrologic summary metrics to test the stationary hypothesis and detect changes in the watersheds response to hydro-climatic forcing. Models with xed parameter values cannot simulate adequately temporal variations in the summary statistics of the observed catchment data, and consequently the DREAM(ABC) algorithm cannot nd solutions that sufficiently honor the observed metrics. We demonstrate that the presented methodology is able to differentiate successfully between watersheds that are classified as stationary and those that have undergone signicant changes in land use, urbanization and/or hydro-climatic conditions, and thus are deemed nonstationary.
2015
Sadegh, M., Vrugt J., A., Xu, C., Volpi, E. (2015). The Stationarity Paradigm Revisited: Hypothesis Testing Using Diagnostics, Summary Metrics, and DREAM(ABC). WATER RESOURCES RESEARCH, 51(11), 9207-9231 [10.1002/2014WR016805].
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11590/117073
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