2020
DOI: 10.21082/jti.v41n1.2017.25-35
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Koreksi Bias Luaran Model Iklim Regional untuk Analisis Kekeringan

Abstract: Luaran simulasi model iklim regional perlu dikoreksi karena memiliki bias sistematis secara spasial dan temporal. Kajian ini membahas simulasi koreksi bias menggunakan metode statistik. Data yang dikoreksi adalah data curah hujan luaran simulasi RegCM4.4 pada periode 1981-2005. Dari simulasi koreksi bias tersebut kami mendapati bahwa koreksi bias menggunakan regeresi linear tidak mampu memperbaiki distribusi spasial maupun pola hujan. Namun, dengan menggunakan regresi polinomial, koreksi bias menunjukkan luara… Show more

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Cited by 4 publications
(3 citation statements)
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“…CHIRPS provides a global rainfall data set that has been corrected with the observational rainfall data. The correction method uses a quantile mapping approach (Piani et al, 2010), following the procedures of Jadmiko et al (2017). This rainfall data has a grid size of 0.5 degrees, so there were 224 grids in the study area.…”
Section: Data Collectionmentioning
confidence: 99%
See 1 more Smart Citation
“…CHIRPS provides a global rainfall data set that has been corrected with the observational rainfall data. The correction method uses a quantile mapping approach (Piani et al, 2010), following the procedures of Jadmiko et al (2017). This rainfall data has a grid size of 0.5 degrees, so there were 224 grids in the study area.…”
Section: Data Collectionmentioning
confidence: 99%
“…The model was run with a spatial resolution of 20 x 20 km 2 using initial conditions and boundary conditions (ICBC) data, the output of the HadGEM2-ES global climate model (Collins et al, 2011). The outputs of RegCM4 were corrected following the procedures from Jadmiko et al (2017) using the quantile mapping approach (Piani et al, 2010).…”
Section: Climate Change Scenariomentioning
confidence: 99%
“…The third step is to determine the transfer function y = f (x) which can be either a linear or polynomial regression equation to correct ECMWF rainfall data. Simulations conducted by Jadmiko et al (2017) shows that the regression equation that produces corrected rainfall closest to station rainfall is the 3rd order polynomial regression equation with the intercept value returned at point (0.0) (forcing intercept to zero) with the following form of the equation:…”
mentioning
confidence: 99%