Given two thermal generating units with the following polynomial cost functions: Coal Fired: F1(P) = 50 + 2P + 0.02P?$/h; 40MW «P « 200MW Gas Fired: (F2(P2) = 50 + P2 + 0.04P$/h; 60MW « P2 « 250MW \) %3D In an economic dispatch, If the load is reduced to 180 MW, which case is cheaper? Select one: O a. Unit 1 is OFF, and P2 = 180 MW O b. P1 = 111.67 MW , P2 = 68.33 MW. C. P1 = 180 MW, and unit 2 is OFF. O d. None of these O e. P, = 120 Mw, P2 = 60 MW. O f. P; = 114 MW, P2 = 66 MW.

Power System Analysis and Design (MindTap Course List)
6th Edition
ISBN:9781305632134
Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Chapter2: Fundamentals
Section: Chapter Questions
Problem 2.31P: Consider two interconnected voltage sources connected by a line of impedance Z=jX, as shown in...
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Given two thermal generating units with the following polynomial cost functions:
Coal Fired: F1(P) = 50 + 2P + 0.02P?$/h; 40MW «P « 200MW
Gas Fired: (F2(P2) = 50 + P2 + 0.04P $/h; 60MW < P2 < 250MW )
In an economic dispatch, If the load is reduced to 180 MW, which case is cheaper?
Select one:
O a. Unit 1 is OFF, and P2 = 180 MW
O b.
P1 = 111.67 MW , P2 = 68.33 MW.
C.
P1 = 180 MW, and unit 2 is OFF.
O d. None of these
O e. P, = 120 Mw , P2 = 60 MW.
O f. P; = 114 MW, P2 = 66 MW.
Transcribed Image Text:Given two thermal generating units with the following polynomial cost functions: Coal Fired: F1(P) = 50 + 2P + 0.02P?$/h; 40MW «P « 200MW Gas Fired: (F2(P2) = 50 + P2 + 0.04P $/h; 60MW < P2 < 250MW ) In an economic dispatch, If the load is reduced to 180 MW, which case is cheaper? Select one: O a. Unit 1 is OFF, and P2 = 180 MW O b. P1 = 111.67 MW , P2 = 68.33 MW. C. P1 = 180 MW, and unit 2 is OFF. O d. None of these O e. P, = 120 Mw , P2 = 60 MW. O f. P; = 114 MW, P2 = 66 MW.
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