2021
DOI: 10.1016/j.scitotenv.2021.149366
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Overview of terrestrial water storage changes over the Indus River Basin based on GRACE/GRACE-FO solutions

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Cited by 35 publications
(25 citation statements)
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References 77 publications
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“…In addition, Dangar and Mishra (2021) highlight the impacts of long-term changes in climate in the Ganges river basin, which led to higher frequencies of droughts, warming temperature, and a decrease in monsoon rainfall. Zhu et al (2021) suggest similar reasons for negative trends in TWSA in the Indus river plains and additionally emphasize the high loss in groundwater during the pre-monsoon and monsoon season. The mismatch between trends in SWA and TWSA might be explained by the contribution of rainfall, glacier as well as snow melt, which might prevent a decrease in SWA.…”
Section: Discussionsupporting
confidence: 58%
“…In addition, Dangar and Mishra (2021) highlight the impacts of long-term changes in climate in the Ganges river basin, which led to higher frequencies of droughts, warming temperature, and a decrease in monsoon rainfall. Zhu et al (2021) suggest similar reasons for negative trends in TWSA in the Indus river plains and additionally emphasize the high loss in groundwater during the pre-monsoon and monsoon season. The mismatch between trends in SWA and TWSA might be explained by the contribution of rainfall, glacier as well as snow melt, which might prevent a decrease in SWA.…”
Section: Discussionsupporting
confidence: 58%
“…In addition, Dangar and Mishra (2021) highlighted the impacts of longterm changes in the climate in the Ganges river basin, which led to higher frequencies of droughts, warming temperatures, and a decrease in monsoon rainfall. Zhu et al (2021) suggested similar reasons for negative trends in TWSA in the Indus river plains and additionally emphasized the high loss in groundwater during the pre-monsoon and monsoon season. The mismatch between trends in SWA and TWSA could be likely explained by the contribution of rainfall, glacier as well as snow melt, which might prevent a decrease in SWA.…”
Section: Surface Water Areamentioning
confidence: 64%
“…Empirical orthogonal function (EOF) analysis involves decomposing time-varying variable fields into time-invariant spatial functions and time-dependent functions. The spatio-temporal dataset is then simplified, as it is transformed into spatial modes of physical quantities and associated time projections (time series) [43]. These spatial modes are EOFs, and they can be thought of as basic functions (a set of basic vectors in a space) which correspond with the variances.…”
Section: Methodsmentioning
confidence: 99%