Grid Connected Energy Storage for Residential, Commercial & Industrial Use - An Australian Perspective



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IEA Storage Workshop February 2013 Grid Connected Energy Storage for Residential, Commercial & Industrial Use - An Australian Perspective Tony Vassallo Faculty of Engineering & Information Technologies & EsToRen Energy Storage Research Network University of Sydney

Why store (electrical) energy? Electricity is the only major commodity that cannot easily be stored in large quantities

Why store (electrical) energy? Electricity is the only major commodity that cannot easily be stored in large quantities Lack of storage drives wholesale electricity price volatility from - $100 to $12,500 /MWh

Why store (electrical) energy? Electricity is the only major commodity that cannot easily be stored in large quantities Lack of storage drives wholesale electricity price volatility from - $100 to $12,500 /MWh Electricity supply system must be sized to cope with maximum demand, which may only represent a few hours/year

In Australia, peak demand is very costly Source: Ausgrid, Supply and demand: our five year network plan, 2011-2012 update, p. 10

What's driving growth in peak demand? Source: ENA

Why store (electrical) energy? Electricity is the only major commodity that cannot easily be stored in large quantities Lack of storage drives wholesale electricity price volatility from -$100 to $12,500 /MWh Electricity supply system must be sized to cope with maximum demand, which may only represent a few hours/year Storage can link variable generation with variable load

Why store (electrical) energy? Transmission grids provide energy where it is needed Energy storage provides energy when it is needed Dr Imre Gyuk Program Manager, Energy Storage, US Dept of Energy

Valuing energy storage Energy (minutes & hours) Diurnal load shifting Renewables integration Peak shaving Slow frequency response (FCAS) Spinning reserve Power (milliseconds & seconds) Power quality Frequency control Fast FCAS

Ancillary services to maintain grid stability Supply must meet demand If wind/solar power output goes up, other generators must compensate This occurs at the second, minute and longer timescales Even without intermittent generation, ancillary services are needed to balance load 6 second raise/lower 60 second raise lower Delayed raise/lower (5 minute) Increased intermittency requires more regulation

Battery or Gas Turbine for Ancillary Services

Battery or Gas Turbine for Ancillary Services

Storage costs two main aspects Stored energy ['fuel tank']- $400-4000/kWh depends on chemistry Power delivery ['engine'] - $300-600/kW [DC/AC, plus associated systems more silicon] High power, fast charge/discharge means greater cost in power converters e.g. seconds, minutes High energy hours, e.g. 2-4 hr charge/discharge means greater cost in cells/stacks Battery cost is not the important figure, but cost of stored energy, which is a function of...

How much does it cost to store electricity? Capital cost of storage system Storage + power conditioning Lifetime number of cycles Efficiency of storage O&M... $/kwh efficiency cycles/ day lifetime depth of discharge lifetime throughput $/kwh 1000 75% 1 10 y 100% 2737 kwh 0.36 500 0.18 500 20 y 5475 kwh 0.09

Residential demand hb_146 1/1/2010 to 31/12/2010

Effect of storage on peak demand 1 kwh 2 kwh 3 kwh 4 kwh 5 kwh

Effect of battery cost on optimum capacity

Variability in Canunda wind farm output

Why combine energy storage with wind power? Time shift output Reduce ramp rates Reduce losses (mlf) Reduce connection costs

Time shift output Source: Sandia 2010

Ramp rates Reduce ramp rate Currently 3 MW/min or 3% max output (in Australia) Considering change to 6 MW/5 min Many wind farms exceed this for 2-5% of time

Losses & connections Reduce losses Losses proportional to current 2 Reduce connection costs Cheaper to connect e.g. 65 MW high utilisation than 100 MW low utilisation

Flow batteries for wind farms? Electrolyte flows over non-reactive electrodes Energy is stored in the electrolyte Analogous to rechargable fuel cells regenerative fuel cells Zinc bromine Vanadium Polysulfide bromine Many different forms

Why flow batteries? Total/substantial control over energy/power ratio Energy ~ volume of electrolyte Power ~ area of electrode Potential for low cost in some chemistries

Aim of the Study What size (cost) of storage to reduce ramp rates? What size (cost) of storage for time-shifting?

Modelling storage for wind farms <5 min wind farm data not widely available Used 5 min data for ramp rates Battery SoC, lifetime, efficiency Energy (MWh) & power (kw) cost estimates Used Simulink Time shifting used multiple linear regression to estimate forward demand [using demand as proxy for price] High forward demand = discharge battery + wind output [0.9 for 30 min/24 h] Medium forward demand = wind output only, neither charge/discharge Low forward demand = priority to charge storage

Wind farm data 4 wind farms in SA used for ramp rate control Snowtown 99 MW Clements Gap 57 MW Hallet 1 95 MW Hallet 2 71 MW Snowtown used for time-shifting analysis 10% DR, 20 y life, 30% tax rate, SLDeprec

Modelling Results Wind Ramp Rate Mitigation Modelled various configurations of Li-ion, VFB & NaS Objective achieved at lowest capital cost by 1 h VFB Key driver for capital cost is discharge duration. Incorrect optimisation can more than double capital cost Natural smoothing effect between nearby wind farms. Centralised rather than individual storage systems are a more efficient solution >80% reduction in capital costs [Centralised systems also achieve greater GHG emission reductions]

Cost to limit >6MW/5 min to <1% Wind Farm MW 6 MW/5 min (%) Storage cost ('000s/MW) # Snowtown 99 95 65 Clements Gap 57 98 34 Hallet 1 95 95 54 Hallet 2 71 97 36 Combined 322 18 # Lowest cost

Time shifting Aim: Store energy generated during off-peak demand and discharge during peak demand to achieve greater value [Snowtown received average of $17.8 /MWh cf $38.80/MWh pool price] Dispatch decision controlled by demand forecasting model Storage can increase revenue by >50% Optimal ESS for Snowtown is 60 MW, 4 h capacity -ve NPV at current costs, break-even at ~$75/kWh Analysis only valid for Snowtown and pool prices 2009-2011

Conclusions & observations Large range of storage applications from sub-second to multi-hour Value is there, but costs need to reduce Regulatory environment needs changes Flow batteries well suited to wind farm output 4-6 hr capacity [Zinc-Br more challenging than VRB because of need for strip cycle] Key challenge for time-shifting economics is dispatch algorithm attempt to forecast price or use standard approach(s)? perfect foresight can easily double or triple revenue

Acknowledgements Marija Petkovic