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Recently, Yang and Yang (2011) proposed an analytical derivation of climate elasticity (YY2011), in which a parameter n was used to represent the impact of the catchment characteristics.
Sensitivity of changes in annual streamflow and baseflow to climate was evaluated using climate elasticity (sensitivity) and the residuals were attributed to land surface changes.
The climate elasticity of runoff is an important indicator that is used to quantify the relationship between changes in runoff and changes in climate variables.
This methodology can also be used to predict the runoff change in these catchments without direct influence of local human activities under the future climate scenario based on the climate elasticity of runoff estimated from the historical hydroclimatic data.
This study revisits Fu's two-parameter climate elasticity index and enhances it by using the Gardner function to strengthen the former's prediction reliability when the future climate condition is beyond the historical range.
In this study, we used a technique involving integrated climate elasticity and eight Budyko-based methods to assess the relative impacts of climate change and human activities on runoff changes during high-flow and low-flow seasons in 17 catchments across the Loess Plateau during the period of 1961 2013.
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Luntz came up with the more neutral term "climate change," but its elasticity ended up working to the Democrats' advantage, in much the same way that the jeer "Obamacare" was embraced by the White House as a terrific brand.
Elasticity of baseflow to climate variability and agricultural land use change were quantified for the 99 studied watersheds.
To separate the effect of different climatic variables on runoff, the potential evaporation (E0) elasticity of runoff needs to be presented in term of observed climate variables.
We partitioned change in catchment properties into vegetation-induced change and non-vegetation-induced change in the hydrological modeling method, and climate conditions into precipitation and potential evaporation in the elasticity method.
The equation has many real-world applications like elasticity, electromagnetic waves, acoustic wave scattering, weather and climate prediction, water wave propagation, noise reduction in silencers, and radar scattering.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com