Given 3 parallel thermal units U1, U2 and U3 where their input-output fuel functions are as follows: Input-Output function (MBtu/h) Fuel Cost ($/MBtu) 1.0 H₁(P₁) = 250+ 3*P₁ +0.025*P₁² H₂(P₂)= 140+0.8*P₂ +0.006*P₂² H3(P3) = 375 +1.25*P3 +0.01*P3² 2.5 1.2 Unit 1 2 3 Select one: Ⓒa. OMW O b. None of these O c. 500MW Od 800MW In load period 1, the available spinning reserve is: Min MW Max MW No start-up costs; no minimum up- or downtime constraints are considered. The unit commitment of these 3 units is to be solved using the priority list method based on the full load average fuel costs. The below table showing the load over 4 periods in time (Note: a unit's status is 1 if the unit is ON, and 0 if the unit is OFF): Period t Pload (MW) U1 U2 U3 Max MW Spinning Reserve 1 2 3 4 300 500 600 1075 100 150 75 200 600 300

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Given 3 parallel thermal units U1, U2 and U3 where their input-output fuel functions are as follows:
Input-Output function (MBtu/h)
Fuel Cost
($/MBtu)
1.0
H₁ (P₁) 250+ 3*P₁ +0.025*P₁²
H₂(P₂) = 140 + 0.8*P₂ +0.006*P₂²
H3(P3) = 375 +1.25*P3 + 0.01*P3²
Unit
1
2
3
Select one:
Ⓒa. OMW
O b. None of these
O c. 500MW
O d. 800MW
In load period 1, the available spinning reserve is:
2.5
1.2
300
500
600
1075
Min MW Max MW
No start-up costs; no minimum up- or downtime constraints are considered.
The unit commitment of these 3 units is to be solved using the priority list method based on the full load average fuel costs. The below table showing the load
over 4 periods in time (Note: a unit's status is 1 if the unit is ON, and 0 if the unit is OFF):
Period t Pload (MW) U1 U2 U3 Max MW Spinning Reserve
1
2
3
4
100
150
75
200
600
300
Transcribed Image Text:Given 3 parallel thermal units U1, U2 and U3 where their input-output fuel functions are as follows: Input-Output function (MBtu/h) Fuel Cost ($/MBtu) 1.0 H₁ (P₁) 250+ 3*P₁ +0.025*P₁² H₂(P₂) = 140 + 0.8*P₂ +0.006*P₂² H3(P3) = 375 +1.25*P3 + 0.01*P3² Unit 1 2 3 Select one: Ⓒa. OMW O b. None of these O c. 500MW O d. 800MW In load period 1, the available spinning reserve is: 2.5 1.2 300 500 600 1075 Min MW Max MW No start-up costs; no minimum up- or downtime constraints are considered. The unit commitment of these 3 units is to be solved using the priority list method based on the full load average fuel costs. The below table showing the load over 4 periods in time (Note: a unit's status is 1 if the unit is ON, and 0 if the unit is OFF): Period t Pload (MW) U1 U2 U3 Max MW Spinning Reserve 1 2 3 4 100 150 75 200 600 300
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