2015
DOI: 10.1016/j.catena.2015.08.002
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Effect of temporal resolution on rainfall erosivity estimates in zones of precipitation caused by frontal systems

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Cited by 13 publications
(3 citation statements)
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“…In Chile's central region, Bonilla and Vidal [47] obtained an RE range of 50 to 6000 MJ • mm • ha −1 • h −1 with an increase from north to south. Moreover, Lobo and Bonilla [60] based on the hourly precipitation from AWS estimates the RE at a point level with a range of 68 to 3520 MJ • mm • ha −1 • h −1 . In addition, they highlighted that the use of rainfall at a higher temporal resolution results in a nonlinear decrease in the RE.…”
Section: Introductionmentioning
confidence: 99%
“…In Chile's central region, Bonilla and Vidal [47] obtained an RE range of 50 to 6000 MJ • mm • ha −1 • h −1 with an increase from north to south. Moreover, Lobo and Bonilla [60] based on the hourly precipitation from AWS estimates the RE at a point level with a range of 68 to 3520 MJ • mm • ha −1 • h −1 . In addition, they highlighted that the use of rainfall at a higher temporal resolution results in a nonlinear decrease in the RE.…”
Section: Introductionmentioning
confidence: 99%
“…Vários autores comentam da dificuldade de obter esses dados, tanto no Brasil como em outros países de todas as regiões do globo (MELLO et al, 2007, BESKOW et al, 2009LI, 2015;LOBO;BONILLA, 2015). Yin et al (2015) comentam que mesmo nas redes de estações automáticas de países desenvolvidos, a resolução temporal dos dados não permite o cálculo de forma direta da energia cinética da chuva.…”
Section: Introductionunclassified
“…Yang et al (2010) adopted the 10-min and hourly rainfall data of the drainage basin of the Zengwen Reservoir in southern Taiwan to compare the R j that was calculated from the two types of data. Lobo and Bonilla (2015) developed a method for calculating R by using rainfall data recorded at 1-24 h intervals in Chile because rainfall data recorded at less than hourly intervals are rare worldwide. Panagos et al (2017) argued that using annual rainfall data to calculate R could be problematic and lead to substantial biases.…”
mentioning
confidence: 99%