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Table 2 Comparison of the variable number of basic and coordinated dispatch models

From: A coordinated dispatch method with pumped-storage and battery-storage for compensating the variation of wind power

Number Basic model Coordinated model
Day-Ahead Intra-Day
Discrete variable \( {\displaystyle \begin{array}{l}\Big({N}_F+2\times {N}_H\\ {}+2\times {N}_B\Big)\times T\end{array}} \) (N F  + 2 × N H ) × T (2 × N H  + 2 × N B ) × T
Continuous variable \( {\displaystyle \begin{array}{l}\Big({N}_F+2\times {N}_H\\ {}+2\times {N}_B\\ {}+{N}_W+\\ {}2\times {N}_M\Big)\times T\end{array}} \) \( {\displaystyle \begin{array}{l}\Big({N}_F+2\times {N}_H\\ {}+{N}_W+2\times {N}_M\Big)\times T\end{array}} \) \( {\displaystyle \begin{array}{l}\Big({N}_F+2\times {N}_H+2\times {N}_B\\ {}+{N}_W+2\times {N}_M\Big)\times T\end{array}} \)