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An Energy Control Center for a Network of Distributed Generators

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Title: An Energy Control Center for a Network of Distributed Generators


1
An Energy Control Center for a Network of
Distributed Generators
  • By Etienne Dupuis
  • Supervisor Dr. J.H Taylor

2
Topics
  • Power systems and Distributed Generators.
  • A control center for distributed generators.
  • Renewable energy and forecasting.
  • Control center algorithms.
  • A new Unit Commitment Algorithm.

3
Power Systems
  • Large units and high voltage transmission lines.
  • Fifteen units in New Brunswick.
  • Installed capacity of 3948 MW.
  • 6665 km of transmission lines.

Source www.nbpower.com
4
Distributed Generators
  • Ratings from tens of kW to a few MW.
  • Both renewable and non-renewable technologies are
    available.
  • Some units can be situated close to the customer.
  • The NIMBY factor and deregulation favor
    distributed generation.

5
ASPRIs Distributed Generators
  • Renewable
  • Wind Turbine, 30kW
  • Dorchester, NB
  • Small Hydro, 25kW
  • York Mills, NB
  • Non-Renewable
  • Fuel Cell,
  • Saint-Johns, NL
  • Micro-gas turbine,
  • Fredericton, NB

6
This Project
  • Aggregate the controls of distributed generators.
  • Provides a basis to include distributed
    generators in the economic dispatch and ancillary
    service dispatch.

Integrating distributed generators
7
Optimization of DG generation
  • Forecasting / Bidding
  • Generation Scheduling
  • Economic Dispatch
  • Unit Commitment
  • Ancillary services
  • Hydro-Thermal Scheduling

8
Forecasting
  • Forecasting wind speed improves the scheduling of
    our power system.
  • Forecasting the hydraulic head of hydro units
    improves the hydro-thermal schedule.
  • Classical time series forecasting, neural
    networks and meteorological methods will be
    investigated in this project.

9
Time Series Analysis
  • The correlation between measurements is used to
    estimate an ARMA model to fit the data.
  • Extensions are available for handling seasonal
    series.

Lag 1 and lag 2 correlations for MA models
10
Neural Networks
  • Feed-forward neural networks are composed of an
    input, hidden and output layer.
  • The inputs are weighted, summed and passed trough
    a non-linear function before being used as input
    to the next layer.
  • The weights of the network are adjusted so that
    the output of the network approximates that of
    the system.

11
Meteorology
  • Forecasts from environment Canada are a start.
  • Numerical weather prediction provide increased
    lead times.
  • Ensemble forecasts are an interesting way to
    estimate confidence in the forecast.

Source weatheroffice.ec.gc.ca
12
Economic Dispatch
  • Cost of thermal generators are expressed as
    quadratic functions of their power output.
  • The optimization is constrained by the physical
    limits of the generators and the need to meet the
    power demand.

Cost Contours for 2 generators
13
Unit Commitment
  • Another optimization problem.
  • Which thermal units to assign to meet demand and
    minimize cost.
  • Unlike the Economic Dispatch problem, Unit
    Commitment is hard!
  • To find the optimal solution for N generators, we
    could have to perform an economic dispatch 2N
    times.

14
Lagrangian Relaxation
  • A commonly used solution to the Unit Commitment
    problem.
  • The solution is iterative and determines which
    unit to commit based on the profitability for a
    given marginal cost of power.
  • This method does not always yield an optimal
    solution.

15
Another problem with Lagrangian Relaxation
  • Identical units are an irritant because they get
    committed by the algorithm at the same time.
  • If distributed generation becomes widely used,
    identical units are bound to turn up.

16
Solving the UC by sintering
  • Use algebra to obtain the quadratic parameters of
    the optimal path.
  • We obtain the optimal commitments for the two
    units over their full feasible range.

17
Algorithm output
  • We end up with 5 quadratic curves which represent
    the lowest cost as a function of power for these
    units.
  • The good news is we can keep going!

18
Cost Curve Sintering for 20 units
  • The sintering method returned the same commitment
    vector as CE 100 of the time.
  • Sintering ran in 1.437 seconds, it took 220
    minutes to run CE at P5 resolution.
  • Sintering yields more info.

19
Error Analysis
  • The difference between the costs returned by the
    two methods is introduced by the tolerance of the
    CE method.
  • The circles in the stem plot are x10 accuracy.

20
Computation time for sintering
  • Sintering took 69 minutes
  • Predicted time for CE, 6.41050
  • YEARS!

21
Solving the UC for multiple hours
  • Start-up costs make solving the UC more
    difficult.
  • Sintering is a good match to Dynamic Programming,
    because it provides a list of good unit
    combinations.

22
Including transition costs
  • The movie on the right shows the effect of
    progressively adding faster states to the
    sintered commitments.
  • DP is run over 100 time instances, with a
    sinusoidal forcing function.

23
Sintered curves for bidding
  • ProfitP( / W)-Cost.
  • The degree of uncertainty of the wind forecast
    could be used alongside the profit curve to make
    a bid into the power pool.

24
Hydro-thermal scheduling
  • Power from hydro plants is a function of flow,
    hydraulic head and turbine efficiency.
  • Constraints on the drawdown and storage can be
    significant factors.
  • Plants can be coupled hydraulically in series or
    parallel.
  • Solutions are specific to the hydro system under
    study.

25
Hydrological Forecasting
  • Real time hydrometric data is available from
    Water Survey of Canada.
  • Water levels are a function of precipitation,
    soil saturation, vegetation and other factors.

Source Environment Canada
26
References
  • Power Generation Operation Control, Allen J.
    Wood, Bruce F. Wollenberg.
  • Time Series Analysis Forecasting and Control
    third edition, George E.P. Box, Gwilym M.
    Jenkins, Gregory C. Reinsel.
  • Artificial Neural Networks, Forecasting Time
    Series, V. Rao Vemuri, Robert D. Rogers.
  • Wind Power Prediction using Ensembles, Riso
    institute.
  • Unit Commitment A bibliographical Survey,
    Narayana Prasad Padhy.

27
Significance
  • Power system scheduling at the distributed
    generator level enables this technology.
  • Generator aggregation could lead to a new
    solution to the unit commitment problem.
  • Renewable generators make the specific goals of
    ASPRI coherent with those of utilities
    incorporating wind power to their system.

28
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