## 6 Conclusions
\begin{tabular}{l l} \(REC_{1}^{p}\) & Energy eligible from the WPG for REC settlement without a multiplier in the market \\ \(REC_{2}^{p}\) & Energy discharged from the BESS with the WPG eligible for the REC multiplier \\ \(\omega^{w}\) & Multiplier for REC settlement eligible for the energy discharged from the BESS with the WPG \\ \(X^{w}\) & Price of REC eligible for the day \\ \(p_{wb,t}^{loss}\) & Energy charged and discharged from the BESS with the WPG \\ \(c_{wb}^{wb}\) & Cost of operations of the BESS coordinated with the WPG \\ \(p_{wb,t}^{BBG}\) & Energy discharged from the BESS with the WPG \\ \(p_{wb,t}^{W2B}\) & Energy charged into the BESS from the WPG \\ \(p_{wb,t}^{W2G}\) & Energy injected into the grid from the WPG \\ \(P_{Pmax}^{PCS}_{wb,t}\) & Maximum energy technically permissible for a single operation \\ \(SoC_{wb,t}\) & State of charge in the BESS coordinated with the WPG at time \(t\) \\ \(SoC_{wb}^{max}\) & Maximum state of charge in the BESS coordinated with the WPG \\ \(SoC_{wb}^{min}\) & Minimum state of charge in the BESS coordinated with the WPG \\ \(\beta_{wb}\) & Charging efficiency of the BESS coordinated with the WPG \\ \(\alpha_{\text{zb}}\) & Discharging efficiency of the BESS coordinated with the WPG \\ \(\delta_{wb,t}^{C}\) & Binary decision variable for the BESS coordinated with the WPG to charge \\ \(\delta_{wb,t}^{D}\) & Binary decision variable for the BESS coordinated with the WPG to discharge \\ \(M_{t}^{S-B}\) & Profit generated from coordination between the PV generator and the BESS \\ \(PCC_{t}^{S}\) & Power measured at the point of common coupling eligible for SMP revenue \\ \(REC_{1}^{S}\) & Energy eligible from the WPG for REC settlement without a multiplier in the market \\ \(REC_{5}^{S}\) & Energy discharged from the BESS with the WPG eligible for the REC Multiplier \\ \(\omega^{S}\) & Multiplier for REC settlement eligible for energy discharged from the BESS with the PV \\ \(X^{S}\) & Price of REC eligible for the day for the portfolio with the PV and the BESS \\ \(P_{sb,t}^{loss}\) & Energy charged and discharged from the BESS with the PV \\ \(c_{sb}\) & Cost of operations of the BESS coordinated with the PV \\ \(P_{sb,t}^{BBG}\) & Energy discharged from the BESS with the PV \\ \(P_{sb,t}^{SBG}\) & Energy charged to the BESS with the PV \\ \(P_{sb,t}^{S2G}\) & Energy injected into the grid from the PV \\ \(Pmax_{sb}^{PCS}\) & Maximum energy technically permissible for a single operation \\ \(SoC_{sb,t}\) & State of charge in the BESS coordinated with the PV \\ \(SoC_{sb}^{max}\) & Maximum state of charge in the BESS coordinated with the PV \\ \(\beta_{sb}\) & Charging efficiency of the BESS coordinated with the PV \\ \(\alpha_{sb}\) & Discharging efficiency of the BESS coordinated with the PV \\ \(\delta_{sb,t}^{C}\) & Binary decision variable for the BESS coordinated with the PV to charge \\ \(\delta_{sb,t}^{C}\) & Binary decision variable for the BESS coordinated with the PV to discharge \\ \(RWB_{t}^{BMP}\) & SMP revenue generated from the portfolio with the WPG and the BESS \\ \(RWB_{t}^{RECs}\) & REC revenue of the portfolio with the WPG and the BESS with a multiplier \\ \(RSB_{t}^{BMP}\) & SMP revenue generated from the portfolio with the PV and the BESS with the incentive \\ \(RSB_{t}^{BCE_{5}}\) & REC revenue of the portfolio with the PV and the BESS with a multiplier \\ \(\tau^{o}\) & Coefficient for the incentive settlement for the DER complying with the \\ \(\gamma^{o}\) & Coefficient for the maximum SoC complying with the reliability criteria at the \\ installation site \\ \(\varepsilon\) & Coefficient for the maximum output tolerance at the PCC after the reliability criteria \\ \(PV_{k}^{cap}\) & Capacity of the PV installed \\ \end{tabular}   
* (24) Ministry of Trade, Industry & Energy. Order for SoC Management of ESS and greater Flexibilities for Achievement of RPS. 2020.