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Table 1 Possible large-scale states driving downscaling with reanalysis and GCM simulations in present and future climates

From: Decomposition of the large-scale atmospheric state driving downscaling: a perspective on dynamical downscaling for regional climate study

Perturbation

A ′

Gp′

Gf′

Climatology

   

〈A〉

A

G p −{G p ,A}

 

(=〈A〉+{A,A})

〈A〉+{A,A}+A′

\(\langle A\rangle +\{A,A\}+G_{p}^{\prime }\)

\(\langle A\rangle +\{A,A\}+G_{f}^{\prime }\)

 

Present DDS (reanalysis)

Present Unbiased-DS

 

〈G p 〉

 

G p

 

(=〈A〉+{G p ,A})

〈A〉+{G p ,A}+A′

\(\langle A\rangle +\{G_{p},A\}+G_{p}^{\prime }\)

\(\langle A\rangle +\{G_{p},A\}+G_{f}^{\prime }\)

  

Present DDS (GCM)

 

〈UG f 〉

A+{G f ,G p }

 

G f −{G p ,A}

(=〈A〉+{G f ,G p })

〈A〉+{G f ,G p }+A′

\(\langle A\rangle +\{G_{f},G_{p}\}+G_{p}^{\prime }\)

\(\langle A\rangle +\{G_{f},G_{p}\}+G_{f}^{\prime }\)

 

Pseudo-Clim-DS

 

Future Unbiased-DS

〈G f 〉

 

G p +{G f ,G p }

G f

(=〈A〉+{G f ,A})

〈A〉+{G f ,A}+A′

\(\langle A\rangle +\{G_{f},A\}+G_{p}^{\prime }\)

\(\langle A\rangle +\{G_{f},A\}+G_{f}^{\prime }\)

  

ATC-Pseudo-Clim-DS

Future DDS

  1. The top, middle, and bottom rows in each cell represent the original form, decomposition form, and corresponding downscaling method, respectively. The climatology and perturbation of a state are represented by 〈 〉 and prime, respectively, and the climate difference by { }