(27) Cap & Trade - State carbon allowance cap:
\[\sum_{g \in (\bigcup_{i \in I_{w}} G_{i}) \cap G^{F}} a_{g,t} - em_{w}^{emis} \le ALW_{t,w}; w \in W, t \in T\]
(28) Cap & Trade - Balance between allowances and emissions:
\[N_{t} \sum_{h \in H_{t}} EF_{g} \times p_{g,t,h} = a_{g,t} + b_{g,t-1} = b_{g,t}; g \in (\bigcup_{i \in I_{w}} G_{i}) \cap G_{F}, w \in W, t \in T\]
(29) Cap & Trade - No cross-year banking:
\[b_{g,1} = b_{g,end} = 0; g \in G_{F}\]
(30) Binary variables:
\[x_{g} = \{0,1 \}; \forall g \in G_{+} y_{l} = \{0,1 \}; \forall l \in L_{+} z_{s} = \{0,1 \}; \forall s \in S_{+}\]
(31) Nonnegative variable:
\[a_{g,t}, b_{g,t}, p_{g,t,h}, p_{d,t,h}^{LS}, c_{s,t,h}, dc_{s,t,h}, dr_{i,t,h}^{DR}, dr_{i,t,h}^{UP}, dr_{i,t,h}^{DN},soc_{s,t,h}, pt^{rps}, pw_{g,w}, pwi_{g,w,w'}, em^{emis} \\ -\ge 0\]
(32) Demand response (load shifting) constraints - 1:
\[dr_{i,t,h}^{DR} = DR_{i,t,h}^{REF} + dr_{i,t,h}^{UP} - dr_{i,t,h}^{DN}; \forall i \in I, h \in H\]
(33) Demand response (load shifting) constraints - 2:
\[\sum_{i=h}^{h+23} dr_{i,t,h}^{UP} = \sum_{i=h}^{h+23} dr_{i,t,h}^{DN}; \forall i \in I, h \in HD \text{{1, 25, 49, T-23}}\]
(34) Demand response (load shifting) constraints - 3:
\[DR_{i,t,h}^{REF} + dr_{i,t,h}^{UP} \le DR^{MAX}; \forall i \in I, h \in H\]
(35) Demand response (load shifting) constraints - 4:
\[dr_{i,t,h}^{DN} \le DR_{i,t,h}^{REF}; \forall i \in I, h \in H\]
Settings
This document was generated with Documenter.jl version 1.5.0 on Monday 1 July 2024. Using Julia version 1.6.7.