PSerc Project M-24 where The line active power flows are, The economic case for bulk energy storage in transmission systems with high percentages of renewable resources X= Wichita State University, Arizona State University Initiated September 2012 Project Team W. T. Jewell (PI) – Wichita State University K. W. Hedman – Arizona State University G. T. Heydt – Arizona State University Industry Advisors Paul Myrda (EPRI) Don Pelley (SRP) James Price (CAISO) Hussam Sehwail (ITC) Janos Toth (BC Hydro) Helen Whittaker (BCHydro) Bill Winston (Southern Company) Students Haneen Aburub (WSU) Nan Li (ASU) Trevor Hardy (WSU) John Ruggiero (ASU) Zhouxing Hu (WSU) Nick Steffan (ASU) Summary: As renewable penetrations increase, the uncertainty and variability of wind and solar may be alleviated by multiple bulk energy storage technologies. This project addresses the economic case for bulk energy storage optimized for multiple objectives, including cost, congestion, and emissions, for increasing levels of renewable resource penetration. Motivations Mathematical Model The increasing ramping requirement introduced by renewable energy may degrade the efficiencies and increase the average costs of conventional generators. On the other hand, the fast ramping capability of energy storage makes it competitive under high renewable penetration levels. A traditional day-ahead generation scheduling problem. Objective function: minimize expected generator fix costs, variable costs and ramping costs. Ramping costs – costs that occur during the 10-min fast ramping process: 2l 1 Pg k,t Pg 0,t Objectives Evaluation of Conventional Generators Evaluate the efficiencies and competitiveness of traditional generators under high renewable penetration levels. Identify the effectiveness of energy storage under high penetration levels of renewable resources. 23 Marginal Cost, dF/dP ($/MWh) 22 21 Generator Cost Curves As renewable penetration levels increase, conventional generator will operate at lower outputs, which has higher average costs and lower marginal costs. Marginal cost 20 19 18 17 16 15 100 150 200 250 Output, P/ MW 300 350 Average Cost, F/P ($/MWh) 80 Average cost 70 Low penetration level 60 50 High penetration level 40 30 100 150 200 250 Output, P/ MW 300 350 RampCost c g l[ 2 l Pg 0,t ], L An Application An application to the state of Arizona has been studied: three large pumped hydro storage facilities have been located and operated using an optimal storage strategy regime. g, k, t Two PHS and one CAES were included in the model. Without Energy Storage Wind Level With Energy Storage Hourly Expected Hourly Expected Expected Number of Expected Number of Average Average Units Units Capacity Capacity Cost per Unit Cost per Unit Factor Dispatched Factor Dispatched ($/MWh) ($/MWh) 30% 80.98 39.3% 19 81.83 43.6% 18 40% 82.81 33.6% 20 80.07 38.6% 17 50% 84.42 27.8% 20 80.92 31.0% 17 60% 86.46 24.5% 21 80.25 27.8% 17 70% 87.01 22.4% 21 86.52 21.6% 19 Hourly Expected Average Cost = Variable Cost + Fix Cost + Ramping Cost C g kt G Hourly Expected Average Cost k ,t t g kt g 1 Lake Mead County Mohave Glen Coconino Canyon Year of Nearby develop bus ment Water source Operating Entity N/A Lake Mead Western Area Power Administration Glen Canyon N/S N/A Colorado River Western Area Power Administration Horse Mesa N/A Salt River Salt River Project Mead N/S k E g kt on Pumped Location hydro name On Ng , g, k, t k Horse Mesa Maricopa k ,t Summary of Results As renewable penetration levels increase, conventional generators have higher expected average costs and lower capacity factors. Under high renewable penetration levels, energy storage can improve the efficiencies and reduce the average costs of conventional generators. Large scale pumped hydro may be used as an energy storage medium, even in arid areas such as Arizona Typical annual operating cost savings are in the 8 to 13% range for the state of Arizona (accounting for the cost of added facilities)
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