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Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market Gunn K. H. Larsen Jacquelien Scherpen (Mathematics and Natural


  1. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market Gunn K. H. Larsen Jacquelien Scherpen (Mathematics and Natural Sciences) Nicky van Foreest (Economics and Business) University of Groningen 19 May 2011 LCCC workshop on Dynamics, Control and Pricing in Power Systems Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  2. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Contents 1 Energy management on basis of prices 2 Model 3 Pricing Mechanism 4 Numerical result 5 Final remarks Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  3. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks The Flexines Project Gas important in Groningen area, micro-CHP of interest for distributed generation. • Business case : Estimation that in 2020 1 million µ CHP units in the Netherlands, in 2030 4 million. Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  4. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks The Flexines Project, some history • First discussions 5 years ago, stability of net. • After 2 years focus on prices popped up, ECN involved. • Shift of focus, start project 2 years ago. Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  5. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks The Flexines Project Goal Develop Energy Management System (EMS) based on prices, helping user to regulate costs. Result ”Power to the people.”In other words: Distributed Generation (DG). Our role Network balance and prices. Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  6. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks The Flexines Project Goal Develop Energy Management System (EMS) based on prices, helping user to regulate costs. Result ”Power to the people.”In other words: Distributed Generation (DG). Our role Network balance and prices. Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  7. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Control network problem Motivation: • Want stable electricity network. • Every house should not turn on or off devices all at the same time. • Need coordination. What is the control? • When to turn on/off devices (Washing machine, µ CHP etc.) Can we use pricing to achieve the control goal? • ? Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  8. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Smart grid experiment in suburb Groningen One working pricing mechanism inside Flexines project: • Name: Integral. • Place: Hoogkerk. • Field test with ECN’s Power-Matcher concept. • Multi-agent accumulating bid curves in a tree structure. Microeconomics used to determine equilibrium price. Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  9. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Another alternative: Distributed control • Interested in an alternative way of coordination. • Centralized control → Local price communication between neighbors. • The micro Combined Heat Power ( µ CHP) system is one option for local production. • Overall efficiency of the µ CHP can be as high as 90%. • Electrical output is typical 1kWh. Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  10. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Another alternative: Distributed control • Interested in an alternative way of coordination. • Centralized control → Local price communication between neighbors. • The micro Combined Heat Power ( µ CHP) system is one option for local production. • Overall efficiency of the µ CHP can be as high as 90%. • Electrical output is typical 1kWh. Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  11. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Network situation • No longer centralized top down control • End users also producers, prosumers • In addition to conventional power plants, energy produced locally. • µ CHPs: relieve stress in network and increase reliability. Local balancing. • Local production → lower transmission losses → efficient recourse use. • Topology changes Recent work of Houwing/Negenborn/De Schutter, 2011, demand response with µ CHP systems, but with given price patterns. Mixed-integer linear programming. Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  12. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Network control goal Goal Want imbalance to be zero. Mean Local coordination of electrical devices. Price signals to turn on/off µ CHPs. Result Avoid peaks → may allow more connections on one transformer. Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  13. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Problem formulation K 1 � E [ | x ( k ) | 2 Q + | u ( k ) | 2 J u = lim R ] K K →∞ k =1 such that: x ( k + 1) = Ax ( k ) + Bu ( k ) + w ( k ) Where A ij � = 0 if and only if there is information going from user i to user j . x imbalance, w change in demand (white noise), v change in production. Information matrix A   ∗ 0 0 ∗ 0 ∗ ∗ 0 0 0     A = ∗ 0 ∗ 0 0     ∗ 0 ∗ ∗ ∗   0 0 0 ∗ ∗ Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  14. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Circle connection of five households. All houses with µ CHP. Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  15. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Our electricity grid   α β · · · β · · · β α β     A LV = . . ...  . .  . .   β β · · · α   ∗ ∗ · · · 0 ∗ ∗ · · · 0     A LV = . . ...  . .  . .   0 0 · · · ∗ Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  16. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Our electricity grid   A (1) ǫ G (2) ǫ m G ( m ) · · · LV LV LV ǫ G (1) A (2) ǫ m − 1 G ( m )   · · ·   LV LV LV A MV =   . . ... . .   . .   ǫ m G (1) ǫ m − 1 G (2) A ( m ) · · · LV LV LV   ∗ ∗ · · · 0 ∗ ∗ · · · 0     A LV = . . ...  . .  . .   0 0 · · · ∗ Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  17. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Our electricity grid   A (1) ǫ G (2) ǫ m G ( m ) · · · MV MV MV ǫ G (1) A (2) ǫ m − 1 G ( m )   · · ·   MV MV MV A HV =   . . ... . .   . .   ǫ m G (1) ǫ m − 1 G (2) A ( m ) · · · MV MV MV   ∗ ∗ · · · 0 ∗ ∗ · · · 0     A LV = . . ...  . .  . .   0 0 · · · ∗ Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  18. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Our electricity grid   A (1) ǫ G (2) ǫ m G ( m ) · · · HV HV HV ǫ G (1) A (2) ǫ m − 1 G ( m )   · · ·   HV HV HV A =   . . ... . .   . .   ǫ m G (1) ǫ m − 1 G (2) A ( m ) · · · HV HV HV   ∗ ∗ · · · 0 ∗ ∗ · · · 0     A LV = . . ...  . .  . .   0 0 · · · ∗ Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

  19. Energy management on basis of prices Model Pricing Mechanism Numerical result Final remarks Transportation prices • Market in the Netherlands deregulated, separate price for network transport and energy delivery. • In Flexines information on both is required. • Transport can be accounted for by choices in A matrix, i.e., low weight corresponds to expensive transport. Pricing mechanism applied to a Multi-Supplier Multi-Consumer Electricity Market University of Groningen

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