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Table 1 The variables of the basic and coordinated dispatch models

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

Model Discrete variable Continuous variable
Basic \( {d}_{i,t}^F \), \( {d}_{j,t}^{in} \), \( {d}_{j,t}^{out} \), \( {d}_{k,t}^{ch} \), \( {d}_{k,t}^{dis} \) \( {P}_{i,t}^F \), \( {P}_{j,t}^{H, in} \), \( {P}_{j,t}^{H, out} \), \( {P}_{k,t}^{B, ch} \), \( {P}_{k,t}^{B, dis} \), \( {P}_{w,t}^{W, cur} \), Um, t, θm, n, t
Coordinated Day-Ahead \( {d}_{i,t}^F \), \( {d}_{j,t}^{in} \), \( {d}_{j,t}^{out} \) \( {P}_{i,t}^F \), \( {P}_{j,t}^{H, in} \), \( {P}_{j,t}^{H, out} \), \( {P}_{w,t}^{W, cur} \), Um, t, θm, n, t
Intra-Day \( {d}_{j,t}^{in} \), \( {d}_{j,t}^{out} \), \( {d}_{k,t}^{ch} \), \( {d}_{k,t}^{dis} \) \( {P}_{i,t}^F \), \( {P}_{j,t}^{H, in} \), \( {P}_{j,t}^{H, out} \), \( {P}_{k,t}^{B, ch} \), \( {P}_{k,t}^{B, dis} \), \( {P}_{w,t}^{W, cur} \), Um, t, θm, n, t