Research Article

Planning of Electric Power Systems Considering Virtual Power Plants with Dispatchable Loads Included: An Inexact Two-Stage Stochastic Linear Programming Model

Table 3

Dispatchable loads adjusting quantity.

TimePeriodp=1p=2p=3

Spring

 1t=147.38,58.0847.38,58.0847.38,50.16
t=20,47.380,47.380,47.38
t=30.43,200,0.430,0.43

 2t=10,50.160,50.160,50.16
t=20,58.080,58.080,58.08
t=327.38,57.6538.08,57.6513.85,57.65

 3t=10,57.650,57.650,57.65
t=2000
t=3000

 4t=1000
t=2000
t=3000

Summer

 1t=10,58.0847.38,58.080
t=20,58.080,58.0847.38,58.08
t=30,43.243.2,47.380,43.2

 2t=10,47.3800,47.38
t=20,47.380,47.380
t=30,14.880,14.8814.88,43.76

 3t=10,58.080,58.080,58.08
t=20,58.080,58.080,58.08
t=30,47.3800

 4t=1000
t=2000
t=3000

Autumn

 1t=1000
t=20,22.3600
t=30,2000

 2t=147.38,49.8447.38,49.8447.38,49.84
t=225.02,58.0847.38,58.0847.38,58.08
t=30,27.380,47.380,47.38

 3t=10,58.080,58.080,58.08
t=2000
t=30,58.080,58.080,58.08

 4t=1000
t=2000
t=3000

Winter

 1t=147.38,58.0847.38,58.080,47.38
t=247.38,58.0847.38,58.080,47.38
t=3000,20

 2t=1000,58.08
t=2000,58.08
t=30,7.380,47.3827.38,58.08

 3t=1000
t=2000
t=30,4000

 4t=1000
t=20,50.160,50.160,50.16
t=3000