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Modelling Through High Frequency Data Sampling and Other Advantages

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Modelling Through High Frequency Data Sampling and Other Advantages. by Francis Pelletier - PhD Candidate, ETS Christian Masson – PhD Director, ETS Antoine Tahan – PhD Co-Director, ETS Martin Jetté , General Manager, OSIsoft Canada ULC. Presented at :. In collaboration with. - PowerPoint PPT Presentation
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Modelling Through High Frequency Data Sampling and Other Advantages by Francis Pelletier - PhD Candidate, ETS Christian Masson – PhD Director, ETS Antoine Tahan – PhD Co-Director, ETS Martin Jetté, General Manager, OSIsoft Canada ULC École de Technologie Supérieure Presented at : In collaboration with
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Page 1: Modelling Through High Frequency Data Sampling and Other Advantages

Modelling Through High Frequency Data Sampling and Other Advantages

by Francis Pelletier - PhD Candidate, ETSChristian Masson – PhD Director, ETSAntoine Tahan – PhD Co-Director, ETS

Martin Jetté, General Manager, OSIsoft Canada ULC

École de Technologie Supérieure

Presented at :

In collaboration with

Page 2: Modelling Through High Frequency Data Sampling and Other Advantages
Page 3: Modelling Through High Frequency Data Sampling and Other Advantages

3

Project’s objectives

1. Improve Actual Power Performance Evaluation Techniques (modelling)

2. Improve Power Performance of Operational Wind Power Plant An energy increase of 1% in energy output could represent a financial benefit of

3-4 Millions Euros (100MW Wind Power Plant)

PhD Project: Power Performance Evaluation and Improvement of Operational Wind Power Plant

/21

Page 4: Modelling Through High Frequency Data Sampling and Other Advantages

4

Advanced Data acquisitioning system

Frequency Sampling = 1 HzNumber of tags per second ≈ 100 000 tagsPI Disk Space per year ≈ 0.6 Tbyte / year/21

Page 5: Modelling Through High Frequency Data Sampling and Other Advantages

5

1. High Frequency Data Sampling improves Power Curve modelling

capabilities

/21

Page 6: Modelling Through High Frequency Data Sampling and Other Advantages

6

PO

WE

R

TIME

Industry-Standard vs High frequency data sampling(10 minute-average VS 1 second)

Typical industry-standard data logger output (10 minute-average)

1 second data output

Power (10 min)

Power (1 sec)/21

Page 7: Modelling Through High Frequency Data Sampling and Other Advantages

7

ACTUALLY AVAILABLE WITH 10 MINUTE-AVERAGE DATA• AVERAGE10min• STD10min• min10min• max10min

NEW METRICS WITH 1 SECOND DATA SAMPLING

• Avg, Std, min, max for period different than 10 minutes • Statistical distribution• Skewness - Kurtosis• Derivatives• Filters / smoothing• Dynamic response• (V10min)2 ≠ (V2)10min

• Etc…

ADVANTAGES RELATED TO HIGH FREQUENCY DATA SAMPLINGNew Metrics

/21

Page 8: Modelling Through High Frequency Data Sampling and Other Advantages

8

ADVANTAGES RELATED TO HIGH FREQUENCY DATA SAMPLINGIncreases the Number of Data for Modelling

Period: 2009-02-01 00:00:00

to 2010-02-01 00:00:00 2009-02-01

00:00:00to 2010-02-01 00:00:00

2009-02-01 00:02:00

to 2010-02-01 00:02:00

2009-02-01 00:04:002009-02-01 00:06:002009-02-01 00:08:00

to 2010-02-01 00:04:00 to 2010-02-01 00:06:00 to 2010-02-01 00:08:00 /21

00:00:00 00:10:00 00:20:00 ...

00:05:00 00:15:00

P10min = 100 kW P10min = 500 kW

P10min = 300 kW

Page 9: Modelling Through High Frequency Data Sampling and Other Advantages

9

Power Curve Analysis – Standard Analysis

Ref.: Jean-Daniel Langlois – GL : GreenPower Conferences – Houston09

Anemometer

defect

Ice accretion on blades

Tower vibration

Faults and

downtime

High wind speed cut-

out

Pow

er [k

W]

Wind Speed [m/s]/21

Page 10: Modelling Through High Frequency Data Sampling and Other Advantages

10

Problems faced by O&M personel

STD>50kW

Pow

er [k

W]

Wind Speed [m/s]

Power Curve

/21

Page 11: Modelling Through High Frequency Data Sampling and Other Advantages

11

Review of literature – Power curve modellingDiscrete models (Bin) P=f(WS@nacelle) IEC61400-12-1

Air density correction TI correction Multivariate analysis

IEC61400-12-2

Parametric models Polynomial functions Logistic function with 4 parameters

(G.A.) Power curve partitions (3 regions)

Stochastic models Markov Chain

Non-parametric models K-NN SVM Boosting Tree ANN etc...

Data Reduction Techniques PCA Self Organizing Map (SOM)

It has been found that the power curve modeling’s precision is difficult to improve because of: - Non-linearities - Interaction between variables

/21

Page 12: Modelling Through High Frequency Data Sampling and Other Advantages

Some Results with ANN modelingP = f (WS & Air Density)

PO

WE

R [k

W]

Wind Speed [m/s]

Air Density

1.22 kg/m^3

to

1.3 kg/m^3

Page 13: Modelling Through High Frequency Data Sampling and Other Advantages

Some Results with ANN modelingP = f (WS & Turbulence Intensity)

PO

WE

R [k

W]

Wind Speed [m/s]

Turbulence Intensity (TI)

7.5%

to

15%

Page 14: Modelling Through High Frequency Data Sampling and Other Advantages

Some Results with ANN modelingP = f (WS & Wind Shear)

PO

WE

R [k

W]

Wind Speed [m/s]

Wind Shear(V80/V40)

1.15

to

1.5

Page 15: Modelling Through High Frequency Data Sampling and Other Advantages

Some Results with ANN modelingP = f (WS & WSskew)

PO

WE

R [k

W]

Wind Speed [m/s]

Wind Speed Skewness

-0.5

to

+0.25

Page 16: Modelling Through High Frequency Data Sampling and Other Advantages

16

2. Other Advantages Related to High Frequency Data Sampling

/21

Page 17: Modelling Through High Frequency Data Sampling and Other Advantages

17

Control validation (Cut-in & Cut-out validation)Cut-out

( Low wind speed) Cut-in

168.75

137,5

-18.75

12.5

43.75

75

Cut-in Wind Speed

(3.5 m/s)

Power (1sec)

Wind Speed (1sec)

Enables: - Yaw validation & Yaw error detection - Diverter position - Pitch & RPM validation - Faults investigation - Availability validation - etc... /21

Page 18: Modelling Through High Frequency Data Sampling and Other Advantages

18

Enhanced Trouble Shooting PossibilitiesINSTANTANEOUS OVER POWER

Maximum Instantaneous Power

Power (1sec) – Normal BehaviourPower (1sec) – Over Power

/21

Page 19: Modelling Through High Frequency Data Sampling and Other Advantages

19

Advantages related to high frequency data sampling III- Trouble shooting possibilities

T X RPMgenerator

PO

WE

R

ENCODER MALFUNCTION (1 second Data)/21

Page 20: Modelling Through High Frequency Data Sampling and Other Advantages

20

• New faults and underperformance investigations techniques• Availability validation • Support for Insurance or legal claims

Ex.: Gear box, blade damage etc…• Advance power curve modelling (Markov chain)• Condition monitoring (ex.: FFT analysis…)• Forecasting Improvement (Ramp)• Improve quality control of data (Outlier’s identification)• Wake’s validation and investigation • Control validation and optimization• Etc…

Other opportunities related to high frequency data sampling

/21

Page 21: Modelling Through High Frequency Data Sampling and Other Advantages

21

Conclusion• High frequency data sampling improves modelling

possibilities

• Several other advantages related to high frequency data sampling have been found.

• Future investigations will certainly demonstrate new advantages related to high frequency data sampling of wind power plants

/21

Page 22: Modelling Through High Frequency Data Sampling and Other Advantages

22

Merci!

Thank you!


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