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16-01-2019 Simulations, data science and machine learning Werner van Westering MSc. Senior data scientist & PhD candidate Data & Insight Alliander The energy transition & the electricity network

The energy transition & the electricity network

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Page 1: The energy transition & the electricity network

16-01-2019

Simulations, data science and machine learning

Werner van Westering MSc.

Senior data scientist & PhD candidateData & Insight Alliander

The energy transition & the electricity network

Page 2: The energy transition & the electricity network

Index

2

1. Introduction

2. Our context

3. Highlights

4. Case I: Network planning

5. Case II: Real time control

6. Outlook

Liander is the largest DNO in the

Netherlands and serves over 3 million

customers

• 3 million small-scale consumers

• 13,000 large-scale consumers

Key figures asset base Liander

• 50,000 km low voltage cable

• 35,000 km medium voltage cable

• 37,000 transformers

• 230 substations

Electricity & GasElectricity only

Key FiguresAlliander Service Area

Page 3: The energy transition & the electricity network

Our context

3

Challenge:

• Peak electricity load to increase three times

• 2.5% maximum replacement per year

Tools:

• 25 data scientists

• Data sets of:

- The entire Alliander grid

- Electricity consumption (anonomized)

- Sociographic data on neighbourhood level

• R/Pyhton programming language

• 512 GB RAM machines

Page 4: The energy transition & the electricity network

A few highlights

4

1. Asset health analytics

• ~200 variables

• Random forest

• Result: Priority list

2. Network recovery plans

- Real time data

- Linearized physics, brute force

- Result: Recovery plan in seconds

3. Smart meter deployment

- ~150 variables

- SVM for clustering

- Result: Risk map

Page 5: The energy transition & the electricity network

5

Case I: Network planning

Page 6: The energy transition & the electricity network

The ANDES model determines the impact of the energy transition

REGIONAL ADOPTIONLOCAL

ADOPTIONPROJECT ON GRID

TOPOLOGY

CALCULATE LOAD PROFILE PER

ASSET

DETERMINE # OF OVERLOADS

1 2 3 4 5

Page 7: The energy transition & the electricity network

ANDES technology adoption model

Input: 150 demographical aspects Output: The adoption is predicted at zip-code level per technology up to 2050

• Multiple regression techniques were studied.

• The result is an absolute number of EVs, HPs, and PV systems per zip code for every year.

…in the LianderService Area

Local adoptionfor each household…

Analysis: Probability of adoption is determined

Socio-demographic, e.g.:• income• education• Life phase

House properties, e.g.:• Type of house• Value house• Owned/rented

Financial info, e.g.:• Savings• insurance• Other financial info

Vehicle information, e.g.:• Number owned• Segment• Age

Media, e.g.:• Internet behaviour• Magazines• TV channel preference

Buying habits, e.g.:• Clothing segment• Holidays• Charity

Etcetera

Regression analysis

Page 8: The energy transition & the electricity network

Geographic representation of the technology adoption

Technology adoption percentage

PV 2030 High scenario

PV

EV

HP

20302023 2050

Page 9: The energy transition & the electricity network

An example of determining network overload

HV

Substation Transformer

MV

Distribution Transformer

LV

Sample power grid Load profile calculation

Customer load

Electric Vehicle charging

Solar feed-in

Heat pump

Large customer load

Total load at transformer

+

0

200

0

50

0

50

-50

0

0

50

0

500

Based on the analytical model with approximately 250 billion data points peak loads per asset are determined

Page 10: The energy transition & the electricity network

In development: INP AI Portfolio Optimization System

10

Optimization algorithm

Asset dataLoadConditionCustomer requirementsStrategy

Investment simulation

Investment model

Asset dataLoadConditionCustomer requirements

Project portfolio1. Replace cable X2. Service station Y3. New station Z4. Inspecti cable A5. Etc.

Content by Matthijs Danes and Willem van Doesburg

Page 11: The energy transition & the electricity network

11

Case II: Real time Control

Page 12: The energy transition & the electricity network

Case II: Buurtbatterij

Page 13: The energy transition & the electricity network

Algorithm design goal priority

13

Network

stability

Customers

self-sufficient

Energy

trading

Page 14: The energy transition & the electricity network

Predicting solar power generation

14

Variability:

- Time: 15 minutes

-Spatial resolution: 100 m

Results Research WUR & Alliander

So

lar

inte

nsi

ty[W

/m2]

State-of-the-art

Resolution of KNMI model:

- Time : ~1 hour

-Spatial resolution : ~2 km

Content by Frank Kreuwel

Page 15: The energy transition & the electricity network

Determining the optimal charge path

Optimization problem formulation:

Page 16: The energy transition & the electricity network

Buurtbatterij real time control

Page 17: The energy transition & the electricity network

17

Final remarks

Page 18: The energy transition & the electricity network

New insights warrant new decisions

18

Dilemma I: Is everybody equal or are some more equal than

others?

Dilemma II: Lower CO2 emissions or more reliability?

Page 19: The energy transition & the electricity network

Final remarks

19

• Feel free to contact me for:

- Model/data exchange

- Co-authorship

[email protected]