Q1. A generation system has three units with the following cost characteristics as shown below. C1(P1) = 100 + 3 P1 + 0.01 P1² C:(P:) = 250 + 2.5 P2 + 0.005 P:? C3(P3) = 500 + 2 P3 + 0.0025 P3? a) The generation company's own system demand is 950 MW each and if the market price is $5/MWh find Buy – Sell decision for each unit b) If the market price changed to S7/MWh, find Buy – Sell decision for each unit Note: U1, U1, U, capacities are as follows 1200MW, 1500MW and 1600MW
Q1. A generation system has three units with the following cost characteristics as shown below. C1(P1) = 100 + 3 P1 + 0.01 P1² C:(P:) = 250 + 2.5 P2 + 0.005 P:? C3(P3) = 500 + 2 P3 + 0.0025 P3? a) The generation company's own system demand is 950 MW each and if the market price is $5/MWh find Buy – Sell decision for each unit b) If the market price changed to S7/MWh, find Buy – Sell decision for each unit Note: U1, U1, U, capacities are as follows 1200MW, 1500MW and 1600MW
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Q1. A generation system has three units with the following cost characteristics as shown below.
C1(P1) = 100 + 3 P1 + 0.01 P1²
C2(P2) = 250 + 2.5 P2 + 0.005 P:2
C3(P3) = 500 + 2 P3 + 0.0025 P3?
a) The generation company's own system demand is 950 MW each and if the market price is
$5/MWh find Buy – Sell decision for each unit
b) If the market price changed to $7/MWh, find Buy – Sell decision for each unit
Note: U1, U1, U1 capacities are as follows 1200MW, 1500MW and 1600MW
Q2. Following is the arrangement of buy/sell bids received by an energy broker. The four utilities are
donated by U1, U2, U3, and U4 with appropriate capabilities for generating and consuming power
150
120
-U4-
100
U4-
60
-U2
30
-U1-
-U1
Quantity, Mw
30 50
100
125
200
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