Market Power Issues in Deregulated/Privatized Electric Power Markets - - PowerPoint PPT Presentation

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Market Power Issues in Deregulated/Privatized Electric Power Markets - - PowerPoint PPT Presentation

Market Power Issues in Deregulated/Privatized Electric Power Markets Inter-American Development Bank Washington, DC Presented by Assef Zobian Tabors Caramanis & Associates Cambridge, MA 02138 November 7, 2000 1 November 7, 2000 TCA: A


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November 7, 2000 1

Market Power Issues in Deregulated/Privatized Electric Power Markets

Inter-American Development Bank Washington, DC Presented by Assef Zobian Tabors Caramanis & Associates Cambridge, MA 02138 November 7, 2000

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November 7, 2000 2

TCA: A Summary

Engineering and Management Consulting firm specializing in Energy and Manufacturing Systems Primary energy focus is electric and gas generation, transmission distribution and consumption Primary manufacturing focus is software development for production efficiency TCA Provide Services in: Regulatory Policy at Federal and State Levels and International Project / Investment Evaluation Price Forecasting Software Development (both custom and marketable) Manufacturing Productivity Commercial and Industrial Energy Efficiency 25 Employees in Cambridge MA and Northern California

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November 7, 2000 3

Presentation Outline

Definition of Market Power How and why it is an issue? Competition or Regulation Concentration Measures Examples of Strategic Bidding Simulation Tools

– GE-MAPS – COMPEL – META

Mitigation Remedies Proposal for market Power Study for Central American Electric

Power Markets

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November 7, 2000

Definition: Ability of single firm or group of

competing firms in a market to profitably raise prices above competitive levels and restrict output below competitive levels for a sustained period of time.

What is Market Power?

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November 7, 2000 5

Why Do We Care?

Mitigation of market power is essential for successful

implementation of the de-regulation/privatization of the electric power industry.

Important for – the consumers to realize the benefits of de-regulating the industry, and – for efficient operation of generation market.

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November 7, 2000 6

Vertical Market Power

Same entity owns resources across production levels

(generation, transmission, distribution).

Structural solutions to vertical market power require

vertical disintegration or functional unbundling (GenCo, TransCo, DistCo) while maintaining the transmission system regulated (Transmission Open Access).

TransCos and/or ISOs are a major step in addressing

vertical market power problems.

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November 7, 2000 7

Horizontal Market Power

Same entity owns resources at the same production

level (generation).

Transmission open access with RTOs mitigates some

  • f the institutional horizontal market power

problems (eliminate pancaking, increases competing capacity).

There is no general structural solution that fits all

systems.

Requires detailed analysis on a case by case basis

using a standard approach focusing on profitability of strategic behaviour.

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November 7, 2000 8

Regulation vs. Market

Regulation at its best can reach the outcome of

competitive markets.

Willing to live with less than perfect competitive

markets (workably competitive) if the social welfare loss is less than the cost of regulation

– “Choice between imperfect and costly regulation versus market imperfections” It is preferable to have: – Market-based mitigation options, and – Minimal residual regulation when none of market-based mitigation

  • ptions work.
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November 7, 2000 9

Structural Indices

Herfindahl-Hirschman Index (HHI). – Sum of squares of market shares – Acceptable levels (1000-1800) Time on Margin – There is no formal criterion to determine market power using this measure, but sometime HHIs are calculated for on-peak, off peak and super peak hours. Market shares – one criterion would be less than X% (20 to 30%) How good are these indices? – do not take into account potential competition or market realities such as transmission constraints, and – cannot capture potential strategic behavior.

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November 7, 2000 10

Behavioral Indices

Lerner Index is a measure of the prices above

competitive levels: LI = (P-C)/P

The Price-Cost Margin Index: PCMI= (P-C)/C These indices can be averaged over any period of

time, thus giving the ability to determine market conditions (load levels) when market power becomes apparent.

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November 7, 2000 11

Behavioral Analysis

Behavioral analysis – direct analysis of market power; It is based on the simulation of strategies through

which market participants could exercise market

  • power. These strategies involve strategic bidding and

capacity withholding (discussed later);

It provides for direct measures of market power such

as a price increase caused by the exercise of market power.

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November 7, 2000 12

What is Strategic Behavior?

Choosing the level and price of generating capacity to

  • ffer at the deregulated market in order to maximize
  • wn profitability.

It is often not in the generation owner’s interest to sell

(bid) all capacity it has, or sell it at cost, or both

Strategic behavior may have a significant impact on the

spot market price of electricity.

Should capture

– Short-term as well as medium-term and long-term dynamics – Barriers to entry (or lack of) and other market realities – Transmission constraints

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November 7, 2000 13

Strategic Behavior is a Real Phenomenon

Market Clearing Prices vs. Marginal Costs. NEPOOL, July-1999 (15 hourly prices in excess of $200/MWh are not shown)

5 25 45 65 85 105 125 145 165 185 10000 12000 14000 16000 18000 20000 22000 24000 Hourly Load (MW) Price ($/Mwh) Marginal Cost Actual NEPOOL Price

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November 7, 2000 14

Strategic Bidding

Strategic bidding involves generating firms bidding

prices above the variable production costs of their units, with the intent of forcing the market clearing price above competitive levels.

Under this strategy, generating units are usually

dispatched in the same merit order as under the production cost bidding.

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November 7, 2000 15

Capacity Withholding

Capacity withholding involves firms removing some of

their capacity from the bidding process or from the market for a certain period of time, in an effort to cause more expensive units in the system to set the market clearing price.

Unlike strategic bidding, capacity withholding changes

the merit order in which units are dispatched.

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November 7, 2000 16

Profitability & Market Equilibria

Behavioral analysis measures increase in profitability

under different market equilibria.

Nash: A player maximizing its own payoff given the

strategies followed by all opposing players (General equilibrium)

– Cournot: Set of outputs for which each firm maximizes profit given the outputs of the remaining firms – Bertrand: Set of outputs for which each firm maximizes profit given the prices of the remaining firms – Supply Function: Set of outputs for which each firm maximizes profit given the supply curves of the remaining firms

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November 7, 2000 17

Examples of Strategic Bidding in Electric Power Markets

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November 7, 2000 18

Strategic Bidding- Strategy One

Strategy One: Bid up to the next unit in the merit order. This strategy increase generators profits without risking losing

revenues, since same unit merit order is maintained

Quantity

MW

$/MWh Price S

Demand

Price C

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November 7, 2000 19

Bid up to the next owner in the merit order. Generation companies can increase market clearing

prices without risking losing any profits since they are maintain the same company merit order

Strategic Bidding- Strategy Two

Quantity

MW

$/MWh Price C

Demand

Price S

A A A

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November 7, 2000 20

Bid up anticipating that your competitors will follow

a strategy (any of the above strategies).

Strategic Bidding- Strategy Three

Quantity

MW

$/MWh Price C

Demand

Price S

A A A

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November 7, 2000 21

Equilibrium Strategies

The SFE approach is a sophisticated form of strategy

three where the units maintain the same unit merit

  • rder.

Cournot equilibrium involves changing the merit

  • rder and effectively withdrawing capacity.

Another strategy would be to use transmission

constraints to maximize profits of a portfolio of generation assets or portfolio of generation and transmission assets.

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November 7, 2000 22

Generation Capacity Withholding

Generation companies have incentives to withhold

capacity and increase market clearing prices only if they can increase their profits

Generation company increase their profits by

withholding units only if the increase in revenues is higher than the lost opportunity costs

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November 7, 2000 23

Profitability for BlueCo

Quantity

MW

$/MWh

MW

$/MWh Price Price Opportunity cost Increase in profits

Demand Demand

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November 7, 2000 24

Profitable Strategic Bidding

A generation company may profitably withhold

capacity or strategically bid if any or all of the following is true:

– it owns many generating units and has a relatively large market share – its units are strategically located on the supply curve (many base- load and marginal units) – it can implicitly collude with other generating companies to reach a market equilibrium

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November 7, 2000 25

Simulation Tools

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November 7, 2000 26

Simulation Models

TCA uses a commercially available production cost simulation

software such as MAPS developed by General Electric as well as software developed by TCA staff to model competitive electric power markets.

GE-MAPS

– Is a least-cost security-constrained dispatch model that is similar the to dispatch software used in control centers. It determines the least cost dispatch of generation units subject to security constraints and calculates the associated locational market clearing prices.

COMPEL

– Is a strategic behavior model that simulates the bidding behavior be generators in deregulated power markets. Instead of marginal cost based bids, it determines a set of bids that maximize the revenue for a portfolio of generation assets for each market participant.

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November 7, 2000 27

Nodal Pricing - The Mathematical Model

The model can be mathematically described as follows:

Minimize Total Cost = ∑

∈I i i *Gen i GenCost

Subject to: (1)

i i

MaxCap Gen ≤ I ∈ ∀i

(2)

∑ ∑

∈ ∈

+ =

A a Pool a I i i

ser Spin Load Gen Re

(3)

l l

MaxFlows PowerFlows ≤ L ∈ ∀l

(4)

l l

MinFlows PowerFlows ≥ L ∈ ∀l

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November 7, 2000 28

Nodal Marginal Pricing - Theory

Nodal prices can be higher than the marginal cost

  • f the most expensive unit running.

Nodal prices at constrained out areas can be

negative. Nodal prices are not necessarily capped by the marginal costs

  • f marginal units - they can be higher than the most expensive

unit, or negative.

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November 7, 2000 29

Example of nodal prices without constraints.

Cost = $30/MWh Capacity= 50MW Dispatch 20 MW Cost = $20/MWh Capacity= 30 MW Dispatch 30 MW

A B C

Load =50 MW Price =$30/MWh Price = $30/MWh

Nodal Marginal Pricing - Theory

Price =$30/MWh

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November 7, 2000 30

Example of nodal prices with constraints. Note that prices can exceed the highest marginal cost unit.

Cost = $30/MWh Capacity= 50MW Dispatch 40 MW Cost = $20/MWh Capacity= 30MW Dispatch 10 MW

A B C

Price =$40/MWh Price =$20/MWh Price = $30/MWh 20 MW Limit

Nodal Marginal Pricing - Theory

Load =50 MW

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November 7, 2000 31

Price Forecasting Models

There are three possible approaches to price

forecasting:

– Production Cost Models: Build a Market Model with specified assumptions » Can be complicated » Results accuracy depends on accuracy of input assumptions – Stochastic Models: Run a large number of Monte Carlo simulations » Require large number of simulations » Require knowledge of the distribution of the input variables – Knowledge-Based Systems: Try to learn the market by observing prices and relating these to events » Need to learn all possible events » Price accuracy depends on the training

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November 7, 2000 32

Market Model

The market model can be either one of the following:

– Competitive: Generators bid incremental costs – Duopolistically Competitive: » Most realistic, but difficult to model » Many possible equilibria – Monopolistic: Generators maximizes revenues

We use GE MAPS to model both perfectly competitive market where generators bid incremental costs and oligopolistic markets where generators reach a Nash-type equilibrium (Supply Function Equilibrium). We use another model, COMPEL, to determine the strategic bids.

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November 7, 2000 33

MAPS Model Inputs

Thermal Characteristics

Units Summer and Winter capacities Units heat rates, fuel types & outages Units variable operation and maintenance cost by unit type and size

Hydro Unit Characteristics

Hydro and pump storage generation levels

Fuel Prices

Fuel prices for each geographic area

Transmission System Representation

Transmission constraints

External Supply Curves

Imports and exports from outside the Northeast system

Load Requirements

Forecasted peak load and hourly shape, and dispatchable demand Reserves requirements

Economic Entry and Retirements

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November 7, 2000 34

Example of Market Analysis using GE-MAPS

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November 7, 2000 35

Supply Curve & Ownership of Generation Units for a Typical Electricity Market in the US

10 20 30 40 50 60 5000 10000 15000 20000 25000 30000 35000 40000 45000 50000 55000 60000 65000 Cumulative Capacity (MW) Price Company 1 Company 2 Company 3 Company 4 Company 5 Company 6 Company 7 Company 8 Company 9 Company 10 Company 11 Company 12 Company 13 Company 14 Company 15 Company 16 Company 17 Company 18 Company 19 Company 21 Company 22

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November 7, 2000 36

Load Histogram

Summer Load

100 200 300 400 500 600 700 800 900 < 25000 25-30000 30-35000 35-40000 40-45000 45-50000 50-55000 > 55000 Loads Frequency (hours)

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November 7, 2000 37

Ownership of Marginal Units

Marginal Units

Company 5 11% Company 6 3% Company 7 0% Company 8 3% Company 9 0% Company 10 19% Company 11 8% Company 12 2% Company 19 3% Company 21 28% Company 2 2% Company 4 1% Company 3 0% Company 1 1% Company 22 2% Company 20 1% Company 17 0% Company 16 0% Company 15 0% Company 14 1% Company 18 8% Company 13 5%

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November 7, 2000 38

COMPEL: TCA Model for Simulating Strategic Behavior

COMPEL is a software model developed by TCA

under the Small Business Innovation Research grant from the National Science Foundation.

COMPEL’s major feature is the ability to directly

model strategic behavior of generating companies in deregulated power markets.

COMPEL is powered with unique computational

algorithms whose distinctive feature is the use of the innovative game-theoretical approach based on the Supply Function Equilibrium (SFE) technique.

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November 7, 2000 39

COMPEL Algorithms

Generate equilibrium unit capacity withholding

strategies.

Generate equilibrium bidding strategies. Solve a two-stage game-theoretical problem in which

capacity withholding decisions and bidding strategies are inter-dependent.

Compute a system dispatch subject to generated

capacity withholding decisions and bidding strategies.

COMPEL can simulate the unilateral strategic

behavior of one firm as well as tacit collusion of any sub-group of firms.

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November 7, 2000 40

Example of Strategic Bidding In COMPEL

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November 7, 2000 41

Supply of Market Players

Supply of Market Participants $- $5.00 $10.00 $15.00 $20.00 $25.00 $30.00 $35.00 500 1000 1500 2000 2500 Capacity (MW) Variable Cost ($/MWh)

Unit #1 Unit #4 Unit #5 Unit #2 Unit #3 Unit #6

Firm 1 Firm 2

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November 7, 2000 42

Impact of Strategic Bidding on Production Cost Bid

$- $5.00 $10.00 $15.00 $20.00 $25.00 $30.00 $35.00 1 2 3 4 5 6 Generation Unit # Bid Price ($/MWh)

Impact of Strategic Bidding Production Cost

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November 7, 2000 43

Unit Dispatch by Bidding Scenario

Unit Dispatch by Bidding Scenario (Load Served 1850 MW) $- $5.00 $10.00 $15.00 $20.00 $25.00 $30.00 $35.00 500 1000 1500 2000 Cumulative Capacity (MW) Bid Price ($)

Firm 1 PCB + Firm 2 PCB Firm 1 SB + Firm 2 SB Firm 1 PCB + Firm 2 SB Firm 1 SB + Firm 2 PCB

1850

Market Clearing Price: Strategic Bidding ($31.68/MWh) Market Clearing Price: Production Cost ($25.00/MWh)

PCB: Production Cost Bidding SB: Strategic Bidding

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November 7, 2000 44

Profit

Profit with Both Firms Bidding Production Cost $0 $5,000 $10,000 $15,000 $20,000 $25,000 Firm 1 Firm 2 Profit Profit with Firm 1 Bidding Production Cost, Firm 2 Bidding Strategically $0 $5,000 $10,000 $15,000 $20,000 $25,000 Firm 1 Firm 2 Profit Profit with Firm 1 Bidding Strategically, Firm 2 Bidding Production Cost $0 $5,000 $10,000 $15,000 $20,000 $25,000 Firm 1 Firm 2 Profit Profit with Both Firms Bidding Strategically

$0 $5,000 $10,000 $15,000 $20,000 $25,000 Firm 1 Firm 2 Profit

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November 7, 2000 45

Mitigation Remedies

For markets with high industry concentrations regulation could be minimal and gaming reduced by implementing certain policies:

– Price or revenue caps – Divestiture of generation assets – Must-run cost-based bids – Control delegation (long-term operation control or blind trust) – Contract for differences – Transmission reinforcements – Assign transmission rights to the load in case of transmission congestion

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November 7, 2000 46

MAPS and COMPEL

We use GE MAPS to solve for market clearing prices and

companies profits under both marginal cost bidding and strategic bidding subject to transmission and operating constraints.

Also, we use GE MAPS and COMPEL to determine the

impact and effectiveness of proposed mitigation measures in reducing the potential for exercising market power.

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November 7, 2000 47

Are Electric Generation Markets Contestable?

Contestability: Little entry and exit costs Long term equilibrium: contestable markets are

equivalent to Bertrand equilibrium where prices are capped at the cost of new entry or long-run average cost

How much contestable? Are there barriers to entry ? What about new generation technologies ?

Distributed generation ?

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November 7, 2000 48

Where is the Cutoff?

Where do you draw the line between economic rent

and market power rent?

If the market is competitive with no significant

barriers to entry would not the average price be naturally capped by the long-run cost of energy production ? If it is higher, it is an invitation for new entry.