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Phasor Data for Event Detection, Feedback Control and On-line Generator Modelling in the SyGMA lab

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R.A. de Callafon

1

, C.H Wells

2,

Sai Akhil Reddy

1

[email protected]

Joint work with H. Ghoudjehbaklou, T. Rahman, S. Sankaran, at Diego Gas and Electric (SDG&E)

1SyGMA Lab, University of California, San Diego (UCSD) 2OSIsoft

JSIS Talk, April 26-28, 2006

Phasor Data for Event Detection, Feedback Control

and On-line Generator Modelling in the SyGMA lab

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Official Opening

The new SyGMA lab at SDSC, UCSD opened on

March 17, 2016

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Mission Statement

The SyGMA lab: key player in the emerging technology on electric grid instrumentation.

 Development of new data processing, modeling

and model validation tools

 Advanced grid monitoring and automatic control

of electric networks

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Real-time Event Detection

 Real-time event detection algorithm is currently being

developed to run on Linux using Python on Raspberry PI.

 Automatically detect events in real-time.

 Send only the data with events to the data server, which can

(5)

Real-time data Live on SyGMA website

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Funded by CEC

Application to Anza Borrego microgrid

Tom Bialek, Neal Bartek SDG&E, Main PI Objective Control P/Q at PCC via P/Q of distributed smart inverters (while maintaining constrains)

Feedback Control with Phasor Data

PCC

control

See: Borrego Spring Microgrid Demonstration Project http://www.energy.ca.gov/2014publications/CEC-500-2014-067/CEC-500-2014-067.pdf

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Feedback Control with Phasor Data

Detailed simulations with Simulink/SimPower Systems

Simulations reveal:

 Typical oscillations  Coupling between

P/Q at PCC that is

both static and dynamic

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Feedback Control with Phasor Data

Phasor based Feedback Control

Feedback control algorithm uses phasor feedback (V,I, + angles) Feedback algorithm takes into account:

 Grid dynamics (oscillation response)

 Communication delays (PMU data + actuation)

 Non-linear dynamic coupling (trig. between phasors and P/Q)  Disturbance rejection + tracking (to follow P/Q references)

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Detailed simulations with Simulink/SimPower Systems

Simulations reveal:

 Damping of oscillations

 Reduced coupling between

P/Q at PCC that is

both static and dynamic

 Tracking and disturbance

rejection of P/Q at PCC

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Generator Model Validation

Disturbance (change in f or P/Q) generated by “grid”

Measurements of f, V/I and P/Q at high/low side

In addition to

Koserev/Yang

approach:

 Rotor “phasor” angle 𝜃

and rotor frequency 𝜔

 Field 𝑉𝑓 𝐼𝑓

𝑇

𝜔

𝑉

𝐼

𝑉

𝐼

low side high side

𝑉

𝑓

𝐼

𝑓
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Overview of data

Instrumentation for rotor angle measurements

Rotor phasor angle via zero-crossing detection Rotor frequency via timing

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Typical Rotor Angle Data

𝜃(𝑘) 𝜃𝑢 𝑘 = 𝑢𝑢(𝜃 𝑘 ) 𝜔 𝑘 = 𝜃𝑢 𝑘 − 𝜃𝑢(𝑘 − 1) 0.03333

Note: 𝜃 𝑘 constant if rotor frequency = 60Hz (not absolute rotation)

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Comparison of rotor angle and frequency

𝑓(𝑘) = 60+ 𝜃𝑢 𝑘 − 𝜃𝑢(𝑘 − 1)

0.03333 ∙ 2 ∙ 180

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Final Transient Data: Field V,I and P,Q

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15

Generator Models

Callafon - SyGMA Lab, JSIS Meeting, April 2016

More advanced models

(simplified CIGRE or GT1)

 Still “simplified” model

Ham et al. “Development and Experience in Digital Turbine Control” IEEE Trans. on Energy Conversion, (1988)

Features:

 Logic for feedback (P/PI/PID)  2nd order model for

gas turbine dynamics

 Possibility to model power

output as function of heat/speed

 Similar to GGVO1

CIGRE Technical Brochure 238, Modeling of Gas Turbines and Steam Turbines in Combined-Cycle Power Plants (2003)

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Results of “fitting” measured rotor frequency

Due to simple dynamics between

POI PMU frequency and rotor

frequency and excellent fit

is obtained

Results

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Results of “fitting” Ifield and Vfield

Dynamic effects are captured reasonably well

Results

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Results of “fitting” positive sequence real P and reactive Q

Dynamic effects are captured, but model needs more features

Results

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Wrap Up

Additional rotor angle/angular speed

𝜔

allows

characterization of PMU/transformer dynamics

Additional rotor angle, filed current and field voltage

can be exploited

distinguish generator dynamics from

PSS dynamics

𝑇

𝜔

𝑉

𝐼

𝑉

𝐼

low side high side

𝑉

𝑓

𝐼

𝑓
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http://sygma.sdsc.edu/ http://www.energy.ca.gov/2014publications/CEC-500-2014-067/CEC-500-2014-067.pdf

References

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