Power Plants¶
Biomass Power Plant (existing)¶
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Set codification: |
PPBIO001 |
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Description: |
Biomass Power Plant (existing) |
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Set: |
Technology |
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Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.317 |
0.317 |
0.317 |
0.317 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.317 |
0.317 |
0.317 |
0.317 |
FixedCost[r,t,y] |
M$/GW |
44.5 |
44.5 |
44.5 |
44.5 |
OperationalLife[r,t] |
Years |
25 |
25 |
25 |
25 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
ResidualCapacity[r,t,y] |
GW |
0.03 |
0.03 |
0.03 |
0.03 |
TotalAnnualMaxCapacity[r,t,y] |
GW |
0.03 |
0.03 |
0.03 |
0.03 |
VariableCost[r,t,m,y] |
M$/PJ |
0.001 |
0.001 |
0.001 |
0.001 |
CapacityFactor[r,t,l,y]¶
The equation (1) shows the Capacity Factor for PPBIO001, for every scenario and season.
CapacityFactor=0.317% (1)
FixedCost[r,t,y]¶
The equation (2) shows the Fixed Cost for PPBIO001, for every scenario.
FixedCost=44.5 [M$/GW] (2)
OperationalLife[r,t]¶
The equation (3) shows the Operational Life for PPBIO001, for every scenario.
OperationalLife=25 Years (3)
OutputActivityRatio[r,t,f,m,y]¶
The equation (4) shows the Output Activity Ratio for PPBIO001, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (4)
ResidualCapacity[r,t,y]¶
The equation (5) shows the Residual Capacity for PPBIO001, for every scenario.
ResidualCapacity=0.03 [GW] (5)
TotalAnnualMaxCapacity[r,t,y]¶
The equation (6) shows the Total Annual Max Capacity for PPBIO001, for every scenario.
TotalAnnualMaxCapacity=0.03 [GW] (6)
VariableCost[r,t,m,y]¶
The equation (7) shows the Variable Cost for PPBIO001, for every scenario.
VariableCost=0.001 [M$/PJ] (7)
Biomass Power Plant (new)¶
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Set codification: |
PPBIO002 |
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Description: |
Biomass Power Plant (new) |
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Set: |
Technology |
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Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.75 |
0.75 |
0.75 |
0.75 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.317 |
0.317 |
0.317 |
0.317 |
CapitalCost[r,t,y] |
M$/GW |
2463.28 |
2463.28 |
2463.28 |
2463.28 |
FixedCost[r,t,y] |
M$/GW |
44.5 |
44.5 |
44.5 |
44.5 |
OperationalLife[r,t] |
Years |
25 |
25 |
25 |
25 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
TotalAnnualMaxCapacity[r,t,y] |
GW |
0 |
0.0115 |
0.0308 |
0.05 |
VariableCost[r,t,m,y] |
M$/PJ |
0.001 |
0.001 |
0.001 |
0.001 |
CapacityFactor[r,t,l,y]¶
The equation (1) shows the Capacity Factor for PPBIO002, for every scenario and season.
CapacityFactor=0.75% (1)
CapitalCost[r,t,y]¶
The equation (2) shows the Capital Cost for PPBIO002, for every scenario.
CapitalCost=2463.28 [M$/GW] (2)
FixedCost[r,t,y]¶
The equation (3) shows the Fixed Cost for PPBIO002, for every scenario.
FixedCost=44.5 [M$/GW] (3)
OperationalLife[r,t]¶
The equation (4) shows the Operational Life for PPBIO002, for every scenario.
OperationalLife=25 Years (4)
OutputActivityRatio[r,t,f,m,y]¶
The equation (5) shows the Output Activity Ratio for PPBIO002, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (5)
TotalAnnualMaxCapacity[r,t,y]¶
The figure 1 shows the Total Annual Max Capacity for PPBIO002, for every scenario.
Figure 1) Total Annual Max Capacity for PPBIO002.¶
VariableCost[r,t,m,y]¶
The equation (6) shows the Variable Cost for PPBIO002, for every scenario.
VariableCost=0.001 [M$/PJ] (6)
Diesel Power Plant (existing)¶
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Set codification: |
PPDSL001 |
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Description: |
Diesel Power Plant (existing) |
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Set: |
Technology |
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Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.034 |
0.034 |
0.034 |
0.034 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.034 |
0.034 |
0.034 |
0.034 |
FixedCost[r,t,y] |
M$/GW |
44.5 |
44.5 |
44.5 |
44.5 |
InputActivityRatio[r,t,f,m,y] (Diesel) |
PJ/PJ |
2.85 |
2.85 |
2.85 |
2.85 |
OperationalLife[r,t] |
Years |
30 |
30 |
30 |
30 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
ResidualCapacity[r,t,y] |
GW |
0.381 |
0.381 |
0.381 |
0.381 |
TotalAnnualMaxCapacity[r,t,y] |
GW |
0.381 |
0.381 |
0.381 |
0.381 |
VariableCost[r,t,m,y] |
M$/PJ |
1.3 |
1.3 |
1.3 |
1.3 |
CapacityFactor[r,t,l,y]¶
The equation (1) shows the Capacity Factor for PPDSL001, for every scenario and season.
CapacityFactor=0.034% (1)
FixedCost[r,t,y]¶
The equation (2) shows the Fixed Cost for PPDSL001, for every scenario.
FixedCost=44.5 [M$/GW] (2)
InputActivityRatio[r,t,f,m,y]¶
The equation (3) shows the Input Activity Ratio for PPDSL001, for every scenario and associated to the fuel Diesel.
InputActivityRatio=2.85 [PJ/PJ] (3)
OperationalLife[r,t]¶
The equation (4) shows the Operational Life for PPDSL001, for every scenario.
OperationalLife=30 Years (4)
OutputActivityRatio[r,t,f,m,y]¶
The equation (5) shows the Output Activity Ratio for PPDSL001, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (5)
ResidualCapacity[r,t,y]¶
The equation (6) shows the Residual Capacity for PPDSL001, for every scenario.
ResidualCapacity=0.381 [GW] (6)
TotalAnnualMaxCapacity[r,t,y]¶
The equation (7) shows the Total Annual Max Capacity for PPDSL001, for every scenario.
TotalAnnualMaxCapacity=0.381 [GW] (7)
VariableCost[r,t,m,y]¶
The equation (8) shows the Variable Cost for PPDSL001, for every scenario.
VariableCost=1.3 [M%/PJ] (8)
Diesel Power Plant (new)¶
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Set codification: |
PPDSL002 |
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Description: |
Diesel Power Plant (new) |
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Set: |
Technology |
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Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.034 |
0.034 |
0.034 |
0.034 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.034 |
0.034 |
0.034 |
0.034 |
CapitalCost[r,t,y] |
M$/GW |
1269.78 |
1269.78 |
1269.78 |
1269.78 |
FixedCost[r,t,y] |
M$/GW |
44.5 |
44.5 |
44.5 |
44.5 |
InputActivityRatio[r,t,f,m,y] (Diesel) |
PJ/PJ |
2.5 |
2.5 |
2.5 |
2.5 |
OperationalLife[r,t] |
Years |
30 |
30 |
30 |
30 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
VariableCost[r,t,m,y] |
M$/PJ |
1.3 |
1.3 |
1.3 |
1.3 |
CapacityFactor[r,t,l,y]¶
The equation (1) shows the Capacity Factor for PPDSL002, for every scenario and season.
CapacityFactor=0.034% (1)
CapitalCost[r,t,y]¶
The equation (2) shows the Capital Cost for PPDSL002, for every scenario.
CapitalCost=1269.78 [M$/GW] (2)
FixedCost[r,t,y]¶
The equation (3) shows the Fixed Cost for PPDSL002, for every scenario.
FixedCost=44.5 [M$/GW] (3)
InputActivityRatio[r,t,f,m,y]¶
The equation (4) shows the Input Activity Ratio for PPDSL002, for every scenario and associated to the fuel Diesel.
InputActivityRatio=2.5 [PJ/PJ] (4)
OperationalLife[r,t]¶
The equation (5) shows the Operational Life for PPDSL002, for every scenario.
OperationalLife=30 Years (5)
OutputActivityRatio[r,t,f,m,y]¶
The equation (6) shows the Output Activity Ratio for PPDSL002, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (6)
VariableCost[r,t,m,y]¶
The equation (7) shows the Variable Cost for PPDSL002, for every scenario.
VariableCost=1.3 [M$/PJ] (7)
Oil Power Plant (existing)¶
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Set codification: |
PPFOB001 |
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Description: |
Oil Power Plant (existing) |
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Set: |
Technology |
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Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.034 |
0.034 |
0.034 |
0.034 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.034 |
0.034 |
0.034 |
0.034 |
FixedCost[r,t,y] |
M$/GW |
44.5 |
44.5 |
44.5 |
44.5 |
InputActivityRatio[r,t,f,m,y] (Fuel Oil) |
PJ/PJ |
2.85 |
2.85 |
2.85 |
2.85 |
OperationalLife[r,t] |
Years |
30 |
30 |
30 |
30 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
ResidualCapacity[r,t,y] |
GW |
0.214 |
0.214 |
0.214 |
0.214 |
TotalAnnualMaxCapacity[r,t,y] |
GW |
0.214 |
0.214 |
0.214 |
0.214 |
VariableCost[r,t,m,y] |
M$/PJ |
1.3 |
1.3 |
1.3 |
1.3 |
CapacityFactor[r,t,l,y]¶
The equation (1) shows the Capacity Factor for PPFOB001, for every scenario and season.
CapacityFactor=0.034% (1)
FixedCost[r,t,y]¶
The equation (2) shows the Fixed Cost for PPFOB001, for every scenario.
FixedCost=44.5 [M$/GW] (2)
InputActivityRatio[r,t,f,m,y]¶
The equation (3) shows the Input Activity Ratio for PPFOB001, for every scenario and associated to the fuel Fuel Oil.
InputActivityRatio=2.85 [PJ/PJ] (3)
OperationalLife[r,t]¶
The equation (4) shows the Operational Life for PPFOB001, for every scenario.
OperationalLife=30 Years (4)
OutputActivityRatio[r,t,f,m,y]¶
The equation (5) shows the Output Activity Ratio for PPFOB001, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (5)
ResidualCapacity[r,t,y]¶
The equation (6) shows the Residual Capacity for PPFOB001, for every scenario.
ResidualCapacity=0.214 [GW] (6)
TotalAnnualMaxCapacity[r,t,y]¶
The equation (7) shows the Total Annual Max Capacity for PPFOB001, for every scenario.
TotalAnnualMaxCapacity=0.214 [GW] (7)
VariableCost[r,t,m,y]¶
The equation (8) shows the Variable Cost for PPFOB001, for every scenario.
VariableCost=1.3 [M$/PJ] (8)
Oil Power Plant (new)¶
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Set codification: |
PPFOB002 |
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Description: |
Oil Power Plant (new) |
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Set: |
Technology |
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Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.034 |
0.034 |
0.034 |
0.034 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.034 |
0.034 |
0.034 |
0.034 |
CapitalCost[r,t,y] |
M$/GW |
4650.33 |
4650.33 |
4650.33 |
4650.33 |
FixedCost[r,t,y] |
M$/GW |
44.5 |
44.5 |
44.5 |
44.5 |
InputActivityRatio[r,t,f,m,y] (Fuel Oil) |
PJ/PJ |
2.5 |
2.5 |
2.5 |
2.5 |
OperationalLife[r,t] |
Years |
30 |
30 |
30 |
30 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
VariableCost[r,t,m,y] |
M$/PJ |
1.3 |
1.3 |
1.3 |
1.3 |
CapacityFactor[r,t,l,y]¶
The equation (1) shows the Capacity Factor for PPFOB002, for every scenario and season.
CapacityFactor=0.034% (1)
CapitalCost[r,t,y]¶
The equation (2) shows the Capital Cost for PPFOB002, for every scenario.
CapitalCost=4650.33 [M$/GW] (2)
FixedCost[r,t,y]¶
The equation (3) shows the Fixed Cost for PPFOB002, for every scenario.
FixedCost=44.5 [M$/GW] (3)
InputActivityRatio[r,t,f,m,y]¶
The equation (4) shows the Input Activity Ratio for PPFOB002, for every scenario and associated to the fuel Fuel Oil.
InputActivityRatio=2.5 [PJ/PJ] (4)
OperationalLife[r,t]¶
The equation (5) shows the Operational Life for PPFOB002, for every scenario.
OperationalLife=30 Years (5)
OutputActivityRatio[r,t,f,m,y]¶
The equation (6) shows the Output Activity Ratio for PPFOB002, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (6)
VariableCost[r,t,m,y]¶
The equation (7) shows the Variable Cost for PPFOB002, for every scenario.
VariableCost=1.3 [M$/PJ] (7)
Geothermal Power Plant (existing)¶
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Set codification: |
PPGEO001 |
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Description: |
Geothermal Power Plant (existing) |
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Set: |
Technology |
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Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.634 |
0.89 |
0.89 |
0.89 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.634 |
0.89 |
0.89 |
0.89 |
FixedCost[r,t,y] |
M$/GW |
44.5 |
44.5 |
44.5 |
44.5 |
InputActivityRatio[r,t,f,m,y] (Geothermal energy) |
PJ/PJ |
1 |
1 |
1 |
1 |
OperationalLife[r,t] |
Years |
40 |
40 |
40 |
40 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
ResidualCapacity[r,t,y] |
GW |
0.206 |
0.206 |
0.206 |
0.206 |
TotalAnnualMaxCapacity[r,t,y] |
GW |
0.206 |
0.206 |
0.206 |
0.206 |
VariableCost[r,t,m,y] |
M$/PJ |
0.001 |
0.001 |
0.001 |
0.001 |
CapacityFactor[r,t,l,y]¶
The equation (1) shows the Capacity Factor for PPGEO001, for every scenario and season.
Figure 1) Capacity Factor for PPGEO001.¶
FixedCost[r,t,y]¶
The equation (1) shows the Fixed Cost for PPGEO001, for every scenario.
FixedCost=44.5 [M$/GW] (1)
InputActivityRatio[r,t,f,m,y]¶
The equation (2) shows the Input Activity Ratio for PPGEO001, for every scenario and associated to the fuel Geothermal Energy.
InputActivityRatio=2.85 [PJ/PJ] (2)
OperationalLife[r,t]¶
The equation (3) shows the Operational Life for PPGEO001, for every scenario.
OperationalLife=40 Years (3)
OutputActivityRatio[r,t,f,m,y]¶
The equation (4) shows the Output Activity Ratio for PPGEO001, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (4)
ResidualCapacity[r,t,y]¶
The equation (5) shows the Residual Capacity for PPGEO001, for every scenario.
ResidualCapacity=0.206 [GW] (5)
TotalAnnualMaxCapacity[r,t,y]¶
The equation (6) shows the Total Annual Max Capacity for PPGEO001, for every scenario.
TotalAnnualMaxCapacity=0.206 [GW] (6)
VariableCost[r,t,m,y]¶
The equation (7) shows the Variable Cost for PPGEO001, for every scenario.
VariableCost=0.001 [M$/PJ] (7)
Geothermal Power Plant (new)¶
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Set codification: |
PPGEO002 |
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Description: |
Geothermal Power Plant (new) |
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Set: |
Technology |
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Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.634 |
0.89 |
0.89 |
0.89 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.634 |
0.89 |
0.89 |
0.89 |
CapitalCost[r,t,y] |
M$/GW |
7828.28 |
7828.28 |
7828.28 |
7828.28 |
FixedCost[r,t,y] |
M$/GW |
44.5 |
44.5 |
44.5 |
44.5 |
InputActivityRatio[r,t,f,m,y] (Geothermal energy) |
PJ/PJ |
1 |
1 |
1 |
1 |
OperationalLife[r,t] |
Years |
40 |
40 |
40 |
40 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
TotalAnnualMaxCapacity[r,t,y] |
GW |
0.2 |
0.2 |
0.35 |
0.5 |
TotalAnnualMinCapacityInvestment[r,t,y] |
GW |
0 |
0.055 |
0 |
0 |
VariableCost[r,t,m,y] |
M$/PJ |
0.001 |
0.001 |
0.001 |
0.001 |
CapacityFactor[r,t,l,y]¶
The figure 1 shows the Capacity Factor for PPGEO002, for every scenario and season.
Figure 1) Capacity Factor for PPGEO002.¶
CapitalCost[r,t,y]¶
The equation (1) shows the Capital Cost for PPGEO002, for every scenario.
CapitalCost=7828.28 [M$/GW] (1)
FixedCost[r,t,y]¶
The equation (2) shows the Fixed Cost for PPGEO002, for every scenario.
FixedCost=44.5 [M$/GW] (2)
InputActivityRatio[r,t,f,m,y]¶
The equation (3) shows the Input Activity Ratio for PPGEO002, for every scenario and associated to the fuel Geothermal Energy.
InputActivityRatio=1 [PJ/PJ] (3)
OperationalLife[r,t]¶
The equation (4) shows the Operational Life for PPGEO002, for every scenario.
OperationalLife=40 Years (4)
OutputActivityRatio[r,t,f,m,y]¶
The equation (5) shows the Output Activity Ratio for PPGEO002, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (5)
TotalAnnualMaxCapacity[r,t,y]¶
The figure 2 shows the Total Annual Max Capacity for PPGEO002, for every scenario.
Figure 2) Total Annual Max Capacity for PPGEO002.¶
TotalAnnualMinCapacityInvestment[r,t,y]¶
The figure 3 show the Total Annual Min Capacity Investment for PPGEO002, for every scenario.
Figure 3) Total Annual Min Capacity Investment for PPGEO002.¶
VariableCost[r,t,m,y]¶
The equation (6) shows the Variable Cost for PPGEO002, for every scenario.
VariableCost=0.001 [M$/PJ] (6)
Hydro Dam Power Plant (existing)¶
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Set codification: |
PPHDAM001 |
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Description: |
Hydro Dam Power Plant (existing) |
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Set: |
Technology |
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Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.4374 |
0.6 |
0.6 |
0.6 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.4374 |
0.6 |
0.6 |
0.6 |
FixedCost[r,t,y] |
M$/GW |
47.9 |
47.9 |
47.9 |
47.9 |
InputActivityRatio[r,t,f,m,y] (Hydraulic energy) |
PJ/PJ |
1 |
1 |
1 |
1 |
OperationalLife[r,t] |
Years |
80 |
80 |
80 |
80 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
ResidualCapacity[r,t,y] |
GW |
1.13 |
1.13 |
1.13 |
1.13 |
TotalAnnualMaxCapacity[r,t,y] |
GW |
1.13 |
1.13 |
1.13 |
1.13 |
VariableCost[r,t,m,y] |
M$/PJ |
0.001 |
0.001 |
0.001 |
0.001 |
CapacityFactor[r,t,l,y]¶
The figure 1 shows the Capacity Factor for PPHDAM001, for every scenario and season.
Figure 1) Capacity Factor for PPHDAM001.¶
FixedCost[r,t,y]¶
The equation (1) shows the Fixed Cost for PPHDAM001, for every scenario.
FixedCost=47.9 [M$/GW] (1)
InputActivityRatio[r,t,f,m,y]¶
The equation (2) shows the Input Activity Ratio for PPHDAM001, for every scenario and associated to the fuel Hydraulic Energy.
InputActivityRatio=2.85 [PJ/PJ] (2)
OperationalLife[r,t]¶
The equation (3) shows the Operational Life for PPHDAM001, for every scenario.
OperationalLife=80 Years (3)
OutputActivityRatio[r,t,f,m,y]¶
The equation (4) shows the Output Activity Ratio for PPHDAM001, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (4)
ResidualCapacity[r,t,y]¶
The equation (5) shows the Residual Capacity for PPHDAM001, for every scenario.
ResidualCapacity=1.13 [GW] (5)
TotalAnnualMaxCapacity[r,t,y]¶
The equation (6) shows the Total Annual Max Capacity for PPHDAM001, for every scenario.
TotalAnnualMaxCapacity=1.13 [GW] (6)
VariableCost[r,t,m,y]¶
The equation (7) shows the Variable Cost for PPHDAM001, for every scenario.
VariableCost=0.001 [M$/PJ] (7)
Hydro Dam Power Plant (new)¶
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|---|---|---|---|---|---|
Set codification: |
PPHDAM002 |
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Description: |
Hydro Dam Power Plant (new) |
||||
Set: |
Technology |
||||
Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.4374 |
0.6 |
0.6 |
0.6 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.4374 |
0.6 |
0.6 |
0.6 |
CapitalCost[r,t,y] |
M$/GW |
8241.97 |
8241.97 |
8241.97 |
8241.97 |
FixedCost[r,t,y] |
M$/GW |
47.9 |
47.9 |
47.9 |
47.9 |
InputActivityRatio[r,t,f,m,y] (Hydraulic energy) |
PJ/PJ |
1 |
1 |
1 |
1 |
OperationalLife[r,t] |
Years |
80 |
80 |
80 |
80 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
VariableCost[r,t,m,y] |
M$/PJ |
0.001 |
0.001 |
0.001 |
0.001 |
CapacityFactor[r,t,l,y]¶
The figure 1 shows the Capacity Factor for PPHDAM002, for every scenario and season.
Figure 1) Capacity Factor for PPHDAM002.¶
CapitalCost[r,t,y]¶
The equation (1) shows the Capital Cost for PPHDAM002, para todos los escenarios.
CapitalCost=8241.97 [M$/GW] (1)
FixedCost[r,t,y]¶
The equation (2) shows the Fixed Cost for PPHDAM002, for every scenario.
FixedCost=47.9 [M$/GW] (2)
InputActivityRatio[r,t,f,m,y]¶
The equation (3) shows the Input Activity Ratio for PPHDAM002, for every scenario and associated to the fuel Hydraulic Energy.
InputActivityRatio=1 [PJ/PJ] (3)
OperationalLife[r,t]¶
The equation (4) shows the Operational Life for PPHDAM002, for every scenario.
OperationalLife=80 Years (4)
OutputActivityRatio[r,t,f,m,y]¶
The equation (5) shows the Output Activity Ratio for PPHDAM002, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (5)
VariableCost[r,t,m,y]¶
The equation (6) shows the Variable Cost for PPHROR002, for every scenario.
VariableCost=0.001 [M$/PJ] (6)
Hydro Run of River Power Plant (existing)¶
|
|
|||||
|---|---|---|---|---|---|
Set codification: |
PPHROR001 |
||||
Description: |
Hydro Run of River Power Plant (existing) |
||||
Set: |
Technology |
||||
Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.4966 |
0.6 |
0.6 |
0.6 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.4966 |
0.6 |
0.6 |
0.6 |
FixedCost[r,t,y] |
M$/GW |
47.9 |
47.9 |
47.9 |
47.9 |
InputActivityRatio[r,t,f,m,y] (Hydraulic energy) |
PJ/PJ |
1 |
1 |
1 |
1 |
OperationalLife[r,t] |
Years |
60 |
60 |
60 |
60 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
ResidualCapacity[r,t,y] |
GW |
1.21 |
1.21 |
1.21 |
1.21 |
TotalAnnualMaxCapacity[r,t,y] |
GW |
1.21 |
1.21 |
1.21 |
1.21 |
VariableCost[r,t,m,y] |
M$/PJ |
0.001 |
0.001 |
0.001 |
0.001 |
CapacityFactor[r,t,l,y]¶
The figure 1 shows the Capacity Factor for PPHROR001, for every scenario and season.
Figure 1) Capacity Factor for PPHROR001.¶
FixedCost[r,t,y]¶
The equation (1) shows the Fixed Cost for PPHROR001, for every scenario.
FixedCost=47.9 [M$/GW] (1)
InputActivityRatio[r,t,f,m,y]¶
The equation (2) shows the Input Activity Ratio for PPHROR001, for every scenario and associated to the fuel Hydraulic Energy.
InputActivityRatio=1 [PJ/PJ] (2)
OperationalLife[r,t]¶
The equation (3) shows the Operational Life for PPHROR001, for every scenario.
OperationalLife=60 Years (3)
OutputActivityRatio[r,t,f,m,y]¶
The equation (4) shows the Output Activity Ratio for PPHROR001, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (4)
ResidualCapacity[r,t,y]¶
The equation (5) shows the Residual Capacity for PPHROR001, for every scenario.
ResidualCapacity=1.21 [GW] (5)
TotalAnnualMaxCapacity[r,t,y]¶
The equation (6) shows the Total Annual Max Capacity for PPHROR001, for every scenario.
TotalAnnualMaxCapacity=1.21 [GW] (6)
VariableCost[r,t,m,y]¶
The equation (7) shows the Variable Cost for PPHROR001, for every scenario.
VariableCost=0.001 [M$/PJ] (7)
Hydro Run of River Power Plant (new)¶
|
|
|||||
|---|---|---|---|---|---|
Set codification: |
PPHROR002 |
||||
Description: |
Hydro Run of River Power Plant (new) |
||||
Set: |
Technology |
||||
Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.4966 |
0.6 |
0.6 |
0.6 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.4966 |
0.6 |
0.6 |
0.6 |
CapitalCost[r,t,y] |
M$/GW |
4385.15 |
4385.15 |
4385.15 |
4385.15 |
FixedCost[r,t,y] |
M$/GW |
47.9 |
47.9 |
47.9 |
47.9 |
InputActivityRatio[r,t,f,m,y] (Hydraulic energy) |
PJ/PJ |
1 |
1 |
1 |
1 |
OperationalLife[r,t] |
Years |
60 |
60 |
60 |
60 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
TotalAnnualMaxCapacity[r,t,y] |
GW |
0.02 |
0.08 |
0.14 |
0.2 |
TotalAnnualMinCapacityInvestment[r,t,y] |
GW |
0.019 |
0 |
0 |
0 |
VariableCost[r,t,m,y] |
M$/PJ |
0.001 |
0.001 |
0.001 |
0.001 |
CapacityFactor[r,t,l,y]¶
The figure 1 shows the Capacity Factor for PPHROR002, for every scenario and season.
Figure 1) Capacity Factor for PPHROR002.¶
CapitalCost[r,t,y]¶
The equation (1) shows the Capital Cost for PPHROR002, para todos los escenarios.
CapitalCost=4385.15 [M$/GW] (1)
FixedCost[r,t,y]¶
The equation (2) shows the Fixed Cost for PPHROR002, for every scenario.
FixedCost=47.9 [M$/GW] (2)
InputActivityRatio[r,t,f,m,y]¶
The equation (3) shows the Input Activity Ratio for PPHROR002, for every scenario and associated to the fuel Hydraulic Energy.
InputActivityRatio=1 [PJ/PJ] (3)
OperationalLife[r,t]¶
The equation (4) shows the Operational Life for PPHROR002, for every scenario.
OperationalLife=60 Years (4)
OutputActivityRatio[r,t,f,m,y]¶
The equation (5) shows the Output Activity Ratio for PPHROR002, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (5)
TotalAnnualMaxCapacity[r,t,y]¶
The figure 2 shows the Total Annual Max Capacity for PPHROR002, for every scenario.
Figure 2) Total Annual Max Capacity for PPHROR002.¶
TotalAnnualMinCapacityInvestment[r,t,y]¶
The figure 3 shows the Total Annual Min Capacity Investment for PPHROR002, for every scenario.
Figure 3) Total Annual Min Capacity Investment for PPHROR002.¶
VariableCost[r,t,m,y]¶
The equation (6) shows the Variable Cost for PPHROR002, for every scenario.
VariableCost=0.001 [M$/PJ] (6)
Photovoltaic Power Plant Distribution (new)¶
|
|||||
|---|---|---|---|---|---|
Set codification: |
PPPVD002 |
||||
Description: |
Photovoltaic Power Plant Distribution (new) |
||||
Set: |
Technology |
||||
Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.227 |
0.227 |
0.227 |
0.227 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.227 |
0.227 |
0.227 |
0.227 |
CapitalCost[r,t,y] |
M$/GW |
1784.5 |
1553.5 |
1553.5 |
1553.5 |
FixedCost[r,t,y] |
M$/GW |
15.6 |
15.6 |
15.6 |
15.6 |
InputActivityRatio[r,t,f,m,y] (Solar energy) |
PJ/PJ |
1 |
1 |
1 |
1 |
OperationalLife[r,t] |
Years |
20 |
20 |
20 |
20 |
OutputActivityRatio[r,t,f,m,y] (Electricity For Transmission) |
PJ/PJ |
1 |
1 |
1 |
1 |
TotalAnnualMaxCapacity[r,t,y] |
GW |
0.1 |
0.3 |
1.659 |
3 |
VariableCost[r,t,m,y] |
M$/PJ |
0.001 |
0.001 |
0.001 |
0.001 |
CapacityFactor[r,t,l,y]¶
The equation (1) shows the Capacity Factor for PPPVD002, for every scenario and season.
CapacityFactor=0.227% (1)
CapitalCost[r,t,y]¶
The figure 1 shows the Capital Cost for PPPVD002, for every scenario.
Figure 1) Capital Cost for PPPVD002.¶
FixedCost[r,t,y]¶
The equation (2) shows the Fixed Cost for PPPVD002, for every scenario.
FixedCost=15.6 [M$/GW] (2)
InputActivityRatio[r,t,f,m,y]¶
The equation (3) shows the Input Activity Ratio for PPPVD002, for every scenario and associated to the fuel Solar Energy.
InputActivityRatio=1 [PJ/PJ] (3)
OperationalLife[r,t]¶
The equation (4) shows the Operational Life for PPPVD002, for every scenario.
OperationalLife=20 Years (4)
OutputActivityRatio[r,t,f,m,y]¶
The equation (5) shows the Output Activity Ratio for PPPVD002, for every scenario and associated to the fuel Electricity for Transmission.
OutputActivityRatio=1 [PJ/PJ] (5)
TotalAnnualMaxCapacity[r,t,y]¶
The figure 2 shows the Total Annual Max Capacity for PPPVD002, for every scenario.
Figure 2) Total Annual Max Capacity for PPPVD002.¶
VariableCost[r,t,m,y]¶
The equation (6) shows the Variable Cost for PPPVD002, for every scenario.
VariableCost=0.001 [M$/PJ] (6)
Photovoltaic Power Plant Transmission (existing)¶
|
|
|||||
|---|---|---|---|---|---|
Set codification: |
PPPVT001 |
||||
Description: |
Photovoltaic Power Plant Transmission (existing) |
||||
Set: |
Technology |
||||
Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.277 |
0.277 |
0.277 |
0.277 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.277 |
0.277 |
0.277 |
0.277 |
FixedCost[r,t,y] |
M$/GW |
31.3 |
31.3 |
31.3 |
31.3 |
InputActivityRatio[r,t,f,m,y] (Solar energy) |
PJ/PJ |
1 |
1 |
1 |
1 |
OperationalLife[r,t] |
Years |
25 |
25 |
25 |
25 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
ResidualCapacity[r,t,y] |
GW |
0.0054 |
0.0054 |
0.0054 |
0.0054 |
TotalAnnualMaxCapacity[r,t,y] |
GW |
0.0054 |
0.0054 |
0.0054 |
0.0054 |
VariableCost[r,t,m,y] |
M$/PJ |
0.001 |
0.001 |
0.001 |
0.001 |
CapacityFactor[r,t,l,y]¶
The equation (1) shows the Capacity Factor for PPPVT001, for every scenario and season.
CapacityFactor=0.277% (1)
FixedCost[r,t,y]¶
The equation (2) shows the Fixed Cost for PPPVT001, for every scenario.
FixedCost=31.3 [M$/GW] (2)
InputActivityRatio[r,t,f,m,y]¶
The equation (3) shows the Input Activity Ratio for PPPVT001, for every scenario and associated to the fuel Solar Energy.
InputActivityRatio=1 [PJ/PJ] (3)
OperationalLife[r,t]¶
The equation (4) shows the Operational Life for PPPVT001, for every scenario.
OperationalLife=25 Years (4)
OutputActivityRatio[r,t,f,m,y]¶
The equation (5) shows the Output Activity Ratio for PPPVT001, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (5)
ResidualCapacity[r,t,y]¶
The equation (6) shows the Residual Capacity for PPPVT001, for every scenario.
ResidualCapacity=0.0054 [GW] (6)
TotalAnnualMaxCapacity[r,t,y]¶
The equation (7) shows the Total Annual Max Capacity for PPPVT001, for every scenario.
TotalAnnualMaxCapacity=0.0054 [GW] (7)
VariableCost[r,t,m,y]¶
The equation (8) shows the Variable Cost for PPPVT001, for every scenario.
VariableCost=0.001 [M$/PJ] (8)
Photovoltaic Power Plant Transmission (new)¶
|
|
|||||
|---|---|---|---|---|---|
Set codification: |
PPPVT002 |
||||
Description: |
Photovoltaic Power Plant Transmission (new) |
||||
Set: |
Technology |
||||
Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.227 |
0.227 |
0.227 |
0.227 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.227 |
0.227 |
0.227 |
0.227 |
CapitalCost[r,t,y] |
M$/GW |
2484.5 |
2253.5 |
2253.5 |
2253.5 |
FixedCost[r,t,y] |
M$/GW |
31.3 |
31.3 |
31.3 |
31.3 |
InputActivityRatio[r,t,f,m,y] (Solar energy) |
PJ/PJ |
1 |
1 |
1 |
1 |
OperationalLife[r,t] |
Years |
25 |
25 |
25 |
25 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
TotalAnnualMaxCapacity[r,t,y] |
GW |
0.3 |
0.3 |
0.4 |
0.5 |
TotalAnnualMinCapacityInvestment[r,t,y] |
GW |
0 |
0 |
0 |
0 |
VariableCost[r,t,m,y] |
M$/PJ |
0.001 |
0.001 |
0.001 |
0.001 |
CapacityFactor[r,t,l,y]¶
The equation (1) shows the Capacity Factor for PPPVT002, for every scenario and season.
CapacityFactor=0.227% (1)
CapitalCost[r,t,y]¶
The figure 1 shows the Capital Cost for PPPVT002, for every scenario.
Figure 1) Capital Cost for PPPVT002.¶
FixedCost[r,t,y]¶
The equation (2) shows the Fixed Cost for PPPVT002, for every scenario.
FixedCost=31.3 [M$/GW] (2)
InputActivityRatio[r,t,f,m,y]¶
The equation (3) shows the Input Activity Ratio for PPPVT002, for every scenario and associated to the fuel Solar Energy.
InputActivityRatio=1 [PJ/PJ] (3)
OperationalLife[r,t]¶
The equation (4) shows the Operational Life for PPPVT002, for every scenario.
OperationalLife=25 Years (4)
OutputActivityRatio[r,t,f,m,y]¶
The equation (5) shows the Output Activity Ratio for PPPVT002, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (5)
TotalAnnualMaxCapacity[r,t,y]¶
The figure 2 shows the Total Annual Max Capacity for PPPVT002, for every scenario.
Figure 2) Total Annual Max Capacity for PPPVT002.¶
TotalAnnualMinCapacityInvestment[r,t,y]¶
The figure 3 show the Total Annual Min Capacity Investment for PPPVT002, for every scenario.
Figure 3) Total Annual Min Capacity Investment for PPPVT002.¶
VariableCost[r,t,m,y]¶
The equation (6) shows the Variable Cost for PPPVT002, for every scenario.
VariableCost=0.001 [M$/PJ] (6)
Wind Power Plant Distribution (new)¶
|
|||||
|---|---|---|---|---|---|
Set codification: |
PPWND002 |
||||
Description: |
Wind Power Plant Distribution (new) |
||||
Set: |
Technology |
||||
Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.572 |
0.572 |
0.572 |
0.572 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.572 |
0.572 |
0.572 |
0.572 |
CapitalCost[r,t,y] |
M$/GW |
2384.5 |
2153.5 |
2153.5 |
2153.5 |
FixedCost[r,t,y] |
M$/GW |
179.1 |
179.1 |
179.1 |
179.1 |
InputActivityRatio[r,t,f,m,y] (Eolic energy) |
PJ/PJ |
1 |
1 |
1 |
1 |
OperationalLife[r,t] |
Years |
20 |
20 |
20 |
20 |
OutputActivityRatio[r,t,f,m,y] (Electricity For Transmission) |
PJ/PJ |
1 |
1 |
1 |
1 |
TotalAnnualMaxCapacity[r,t,y] |
GW |
0.075 |
0.225 |
0.375 |
0.525 |
VariableCost[r,t,m,y] |
M$/PJ |
0.001 |
0.001 |
0.001 |
0.001 |
CapacityFactor[r,t,l,y]¶
The equation (1) shows the Capacity Factor for PPWND002, for every scenario and season.
CapacityFactor=0.572% (1)
CapitalCost[r,t,y]¶
The figure 1 shows the Capital Cost for PPWND002, for every scenario.
Figure 1) Capital Cost for PPWND002.¶
FixedCost[r,t,y]¶
The equation (2) shows the Fixed Cost for PPWND002, for every scenario.
FixedCost=179.1 [M$/GW] (2)
InputActivityRatio[r,t,f,m,y]¶
The equation (3) shows the Input Activity Ratio for PPWND002, for every scenario and associated to the fuel Eolic Energy.
InputActivityRatio=1 [PJ/PJ] (3)
OperationalLife[r,t]¶
The equation (4) shows the Operational Life for PPWND002, for every scenario.
OperationalLife=20 Years (4)
OutputActivityRatio[r,t,f,m,y]¶
The equation (5) shows the Output Activity Ratio for PPWND002, for every scenario and associated to the fuel Electricity for Transmission.
OutputActivityRatio=1 [PJ/PJ] (5)
TotalAnnualMaxCapacity[r,t,y]¶
The figure 2 shows the Total Annual Max Capacity for PPWND002, for every scenario.
Figure 2) Total Annual Max Capacity for PPWND002.¶
VariableCost[r,t,m,y]¶
The equation (6) shows the Variable Cost for PPWND002, for every scenario.
VariableCost=0.001 [M$/PJ] (6)
Wind Power Plant Transmission (existing)¶
|
|
|||||
|---|---|---|---|---|---|
Set codification: |
PPWNT001 |
||||
Description: |
Wind Power Plant Transmission (existing) |
||||
Set: |
Technology |
||||
Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.572 |
0.572 |
0.572 |
0.572 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.572 |
0.572 |
0.572 |
0.572 |
FixedCost[r,t,y] |
M$/GW |
179.1 |
179.1 |
179.1 |
179.1 |
InputActivityRatio[r,t,f,m,y] (Eolic energy) |
PJ/PJ |
1 |
1 |
1 |
1 |
OperationalLife[r,t] |
Years |
25 |
25 |
25 |
25 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
ResidualCapacity[r,t,y] |
GW |
0.39 |
0.39 |
0.39 |
0.39 |
TotalAnnualMaxCapacity[r,t,y] |
GW |
0.39 |
0.39 |
0.39 |
0.39 |
VariableCost[r,t,m,y] |
M$/PJ |
0.001 |
0.001 |
0.001 |
0.001 |
CapacityFactor[r,t,l,y]¶
The equation (1) shows the Capacity Factor for PPWNT001, for every scenario and season.
CapacityFactor=0.572% (1)
FixedCost[r,t,y]¶
The equation (2) shows the Fixed Cost for PPWNT001, for every scenario.
FixedCost=179.1 [M$/GW] (2)
InputActivityRatio[r,t,f,m,y]¶
The equation (3) shows the Input Activity Ratio for PPWNT001, for every scenario and associated to the fuel Eolic Energy.
InputActivityRatio=1 [PJ/PJ] (3)
OperationalLife[r,t]¶
The equation (4) shows the Operational Life for PPWNT001, for every scenario.
OperationalLife=25 Years (4)
OutputActivityRatio[r,t,f,m,y]¶
The equation (5) shows the Output Activity Ratio for PPWNT001, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (5)
ResidualCapacity[r,t,y]¶
The equation (6) shows the Residual Capacity for PPWNT001, for every scenario.
ResidualCapacity=0.39 [GW] (6)
TotalAnnualMaxCapacity[r,t,y]¶
The equation (7) shows the Total Annual Max Capacity for PPWNT001, for every scenario.
TotalAnnualMaxCapacity=0.39 [GW] (7)
VariableCost[r,t,m,y]¶
The equation (8) shows the Variable Cost for PPWNT001, for every scenario.
VariableCost=0.001 [M$/PJ] (8)
Wind Power Plant Transmission (new)¶
|
|
|||||
|---|---|---|---|---|---|
Set codification: |
PPWNT002 |
||||
Description: |
Wind Power Plant Transmission (new) |
||||
Set: |
Technology |
||||
Parameter |
Unit |
2020 |
2030 |
2040 |
2050 |
CapacityFactor[r,t,l,y] (Dry) |
% |
0.572 |
0.572 |
0.572 |
0.572 |
CapacityFactor[r,t,l,y] (Rain) |
% |
0.572 |
0.572 |
0.572 |
0.572 |
CapitalCost[r,t,y] |
M$/GW |
2584.5 |
2353.5 |
2353.5 |
2353.5 |
FixedCost[r,t,y] |
M$/GW |
179.1 |
179.1 |
179.1 |
179.1 |
InputActivityRatio[r,t,f,m,y] (Eolic energy) |
PJ/PJ |
1 |
1 |
1 |
1 |
OperationalLife[r,t] |
Years |
25 |
25 |
25 |
25 |
OutputActivityRatio[r,t,f,m,y] (Electricity Supply by Plants) |
PJ/PJ |
1 |
1 |
1 |
1 |
TotalAnnualMaxCapacity[r,t,y] |
GW |
0.3 |
0.3 |
0.65 |
1 |
TotalAnnualMinCapacityInvestment[r,t,y] |
GW |
0 |
0 |
0 |
0 |
VariableCost[r,t,m,y] |
M$/PJ |
0.001 |
0.001 |
0.001 |
0.001 |
CapacityFactor[r,t,l,y]¶
The equation (1) shows the Capacity Factor for PPWNT002, for every scenario and season.
CapacityFactor=0.572% (1)
CapitalCost[r,t,y]¶
The figure 1 shows the Capital Cost for PPWNT002, for every scenario.
Figure 1) Capital Cost for PPWNT002.¶
FixedCost[r,t,y]¶
The equation (2) shows the Fixed Cost for PPWNT002, for every scenario.
FixedCost=179.1 [M$/GW] (2)
.
InputActivityRatio[r,t,f,m,y]¶
The equation (3) shows the Input Activity Ratio for PPWNT002, for every scenario and associated to the fuel Eolic Energy.
InputActivityRatio=1 [PJ/PJ] (3)
OperationalLife[r,t]¶
The equation (4) shows the Operational Life for PPWNT002, for every scenario.
OperationalLife=25 Years (4)
OutputActivityRatio[r,t,f,m,y]¶
The equation (5) shows the Output Activity Ratio for PPWNT002, for every scenario and associated to the fuel Electricity Supply by Plants.
OutputActivityRatio=1 [PJ/PJ] (5)
TotalAnnualMaxCapacity[r,t,y]¶
The figure 2 shows the Total Annual Max Capacity for PPWNT002, for every scenario.
Figure 2) Total Annual Max Capacity for PPWNT002.¶
TotalAnnualMinCapacityInvestment[r,t,y]¶
The figure 3 shows the Total Annual Min Capacity Investment for PPWNT002, for every scenario.
Figure 3) Total Annual Min Capacity Investment for PPWNT002.¶
VariableCost[r,t,m,y]¶
The equation (6) shows the Variable Cost for PPWNT002, for every scenario.
VariableCost=0.001 [M$/PJ] (6)