Transcript Document

WP5
Dynamics of supply-chain and
market volatility of networks
Fernanda Strozzi
Cattaneo University-LIUC
Italy
Work
number
package 5
Start date or starting event:
Month 0
Work package title
Dynamics of supply-chain and market volatility of
networks
Participant ID
QMUL
Person-months per 6
participant:
JRC
COLB
MASA LIUC NESA GEME
3
18
4
24
Ad
hoc
Ad
hoc
Objectives:
To understand and measure how the volatility, in the time series of energy market spot
prices affects congestion and its links to frequencies and length of blackouts trends in
European synchronously connected grids.
To connect the Electricity grid with supply – chain networks and electricity market spot
prices.
To develop and implement an algorithm for Early Warning Detection of blackouts.
WP5: Tasks overview
Electricity price
Model
T5.1
Coupling
models
Task5.5
EWDS of
Blackouts T5.4
Electric power
Model
T5.1
Correlations(T5.2)
Analysis(T5.3)
Energy spot prices
Volatility
Blackouts
Volatility
Interaction Risk
T5.6
Supply chain
Model
T5.1, T5.5
Deliverables
• D5.1. Report on supply-chain logical model by means of the Petri
nets formalism (M12), completed.
• D5.2. Report on market dynamics model (M12), completed.
• D5.3. Report (paper) on Cross Recurrence Quantification Analysis
between markets volatility and the dynamics of power systems
dynamic (M24), 50% Done
• D5.4.Report (paper) on coupled market dynamics - power systemssupply chains (M30)
• D5.5. Report on early warning detection algorithm and suggestions
on how implement it in real systems (M36)
EWDS developed for a one level supply-chain.
D5.1 (M12) Impact of the electric power supply on a logisticproduction system
Fault generation Model
Monte Carlo
One supply chain level
Petri Net
System Dynamic
Model
service level
D5.1
Supply-Chain and electric model
Faults generation model:
• Model of Medium Voltage (2400-34500 volts) Power Distribution
System in Presence of faults and restoration events.
• Monte Carlo Simulation to generate a Random Walk to simulate the
faults.
• Simulation of the protection device intervention and reconfiguration
of the system.
System Dynamic logical model
Identification of the important variable in one supply chain level and
their relationships.
Model of one supply chain level
Discrete model using Petri Net
D5.2 (M12)
Electricity Markets and Spot Price Models
The available studies are classified in terms of the applied methodology . The
proposed models can be broadly divided into three classes:
• Statistical: technical analysis, simple autoregressive models.
• Econometric: more sophisticate models with jumps, peak over the threshold
and regime switching. Other models are focused on price
volatility evaluation.
• Structural fundamental methods, including the impacts of important
physical and economic factors on the spot price (Economic Cycles)
The available models are mostly either for univariate or uniequational analysis.
Not agreement on the models to utilize and on the main variables to be
considered
D5.2 (M12)
Electricity Markets and Spot Price Models
Dynamic Factor Models
Stock and Watson (2002a,b, 1999)
• Factor Model (Principal Component): to identify latent (not
measured)variables + Dynamical model (Dynamical Factor) to
study the relationships between variables.
• They can cope with many variables without running into scarce
degrees of freedom.
• They can manage large data set at a high disaggregate level.
• They have not been explored for the electricity price dynamics
D5.2 (M12)
Future Work
Electricity price
Factor Dynamic Model
?
Fault generation Model
Monte Carlo
One supply chain level
Petri Net
Global service activity
service level
System Dynamic
Model
D5.3 (M24)
RQA analysis of electricity prices and blackout
Recurrence Plots (RPs) represent the distance between state space points
of a time series.
RPs use state space reconstruction techniques (normally delayed vectors
of only one measured variable)
RQA extracts quantitative information from Recurrence Plots, in terms
of several parameters: DET(%determinism), RR(% recurrence), LAM
(laminarity)
N
DET 
x
 lP(l )
RR( ) 
1
N2
N
R
i , j 1
i, j
l  l min
N
 lP(l )
N
l 1
LAM 
 vP(v)
v vmin
N
 vP(v)
v 1
t
( )
D5.3 (M24)
RQA parameters are able to distinguish between spot electricity prices
dynamics and Gaussian linear correlated noise with the same
autocorrelation function (the same FFT)
RQA parameters gives a new measure
of the dispersion of data (volatility) and
dynamical information.
D5.3 (M24)
RQA analysis of electricity prices and blackout
[1] Application of non-linear time series analysis techniques to the
Nordic spot electricity market data.
F. Strozzi, E.Gutiérrez, C. Noè, T. Rossi, M.Serati and J.M. Zaldívar.
LIUC Paper 200, october 2007.
[2] Application of RQA to Financial Time Series, F. Strozzi, J.M.
Zaldivar, J. Zbilut, Second International workshop on Recurrence Plot,
Siena, 10-12 September 2007.
[3] Measuring volatility in the Nordic spot electricity market using
Recurrence Quantification Analysis. F. Strozzi, E.Gutiérrez, C. Noè, T.
Rossi, M.Serati and J.M. Zaldívar . Submitted to Physica D
D5.5 (M36)
Early Warning Detection System (EWDS)
for Blackouts
Divergence control
• Divergence gives a filtered measure of the acceleration of the measured
variable.
• Divergence can be obtained analytically from the model of the system
(the trace of its Jacobian).
• Divergence can be reconstructed on-line using only one measured
variable
On-line Safety and optimization of chemical reactions
controlling temperature to prevent runaway reactions
On-line Trading startegy applied to high frequencies stock exchange
better results than RSI (Relative Strenght Index)
D5.5 (M36)
Early Warning Detection Algorithm for Blackouts
Bullwip control in supply-chain
application off-line and comparison with a
proportional control
O1
D1=O0
D0
Bullwhipi =var(Di)/var(Oi)
[2] Strozzi, F., Zaldivar, J.M., Noè, C., 2007, The Control of Local Stability
and of the bullwhip effect in a supply chain. International Journal of Production
Economics (In press).
[3] Caloiero, G., Strozzi, F., Zaldívar, J.M., 2007. A supply chain as a serie of
filter or amplifiers of the bullwhip effect. International Journal of Production
Economics (Accepted).
D5.5 (M36)
Early Warning Detection Algorithm for Blackouts
Bullwip control in supply-chain
on-line application and comparison with a proportional control
Cost reduction with the
new control technique
based on the divergence
of the system in case of a
periodic noisy demand
[4] Strozzi, F., Noè, C., and Zaldivar, J.M. 2007, Control and on-line optimization of
a supply chain. (In preparation).
LIUC Collaborations
•
•
•
•
Qeen Mary (Physica A)
JRC (Physica A, Physica D)
COLB (under discussion)
MASA (under discussion)
LIUC Gender Action
2 female PhD students started to work on:
• Models of Supply Chain
• Ranking Risk in Supply Chain