ntls and the supply challenge proving the yelland thesis william c. erasmus cem (fsaiee)

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NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

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Page 1: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

NTLs and the Supply ChallengeProving the Yelland Thesis

William C. Erasmus CEM (FSAIEE)

Page 2: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

Introduction

• In South Africa we have adequate energy (kWhs) but we do not have the power capacity (MW or GW) to meet the demand for energy

• This status unequivocally creates an opportunity to unlock power capacity by reducing energy demand through DR and reducing NTLs thereby deferring new investment into generation, transmission and distribution

Page 3: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

What are Non-Technical Losses – NTL’s ?

Commercial AdministrativeReceivables

• Fraud may be:– Energy theft (illegal connections to the network)

– Meter fraud or by-passes

• Meter errors

• Fraud may be implemented by the customer or by professionals

Page 4: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

NTL’s :

Commercial

• High cost of managing aging accounts– Default Customers – Delayed Payments and

no payment• Defaulter consumer (*) some will delay, some will not

pay

• Volume and aging of receivable accounts has HIGH CO$T IMPACT consumer used energy but did not pay on time, which increase company’s financial expenses

* Usually not accounted as NTL.

AdministrativeReceivables

Page 5: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

NTL’s :Commercial

• Internal process flaws and database inconsistencies (Average 20% of all problems identified by C&I Audits in SA)– Human and system errors (*)

– Incorrect tariff (*)

– Internal fraud (*)* Usually not accounted.

AdministrativeReceivables

Page 6: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

Non-Technical Loss

NTLs and the Supply Challenge

NTLdetection

Revenue Increase

Energy Consumption Reduction

Time

Energy

Energy paid

Energy consumption

32%*

68%*

* Figures from recent studies in Brazil

Cost-free DSM

Page 7: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

Advantages of NTL Reduction

• NTLs decrease double benefit– Significant energy consumption reduction - unlocked significant additional power capacity

– Revenue increase• Energy consumption reduction

– Diminishes total supply – Reduces the demand-peak

• Therefore, reducing NTLs has a huge benefit in demand management without additional investments– Cost-free DSM benefits

Page 8: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

Brazilian Case StudiesNortheast BrasilNortheast Brasil

Southeast BrasilSoutheast Brasil

BrazilBrazil

SAELPASAELPA Area: 54.595 Km2

Consumers : 837 thousand NTLs : 9%

Area: 1.789 Km2

Consumers : 131 thousand NTLs: 4%

Area: 17.419 Km2

Consumers : 436 thousandNTLs: 4%

Area: 17.331 Km2

Consumers : 378 thousand NTLs: 2% Date: April / 04

Page 9: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

Energisa (SAELPA)• Energisa implemented solutions to reduce NTLs

from Feb-03 to Nov-04 at their following distribution companies: ENERGIPE – Feb/04 SAELPA/CELB – May/04

CFLCL/ CENF – Nov/04

• RESULTS AFTER 1-Year– SAELPA has 850 thousand customers in one of

poorest states of Brazil– Productivity increase = 90.25%– Energy consumption reduction = 40 GWh– Additional net revenue in 1 year = US$ 2,9 million

Page 10: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

• CEMAR implemented a solution in 2006 and results for 2007 are:– Cemar has 1,35 million customers– Productivity increase = 118.89%– Energy consumption reduction = 227 GWh– Additional net revenue in 1 year = US$ 16,9 million

Cemar

Page 11: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

ProdGES = { [ i

n

= 1(

j

m

= 1 EbcAiCj

+ EiAiCj ) ] + EcrGES }

_________________________________________________

[ i

n

= 1 (

j

m

= 1CostAiCj

) ]

Measurement of Productivity

Non-Technical Loss

NTLDetection

Revenue Increase

Energy Consumption Reduction

Time

Energy

Energy Paid

Energy Consumption

Page 12: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)
Page 13: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

Opportunity Cost/Benefit Differentiator

• Cost to implement a solution to identify sources of NTLs for, say, Jhb Metro (1.4 million consumers) = 20 million USD and deliver result in 1-year with a ROI in excess of 400%

• New thermal plant of equivalent unlocked capacity would cost in the region of between 10 to 20 billion USD and take nearly 9-years to complete

• The opportunity for the economy is a no-brainer

Page 14: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

The Important ?• Business/Economy needs to ask

Government/Eskom why the economy is been held to ransom a situation which is critically effecting employment, job creation and the countries ability to remain globally competitive

Page 15: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

Thank You

Page 16: NTLs and the Supply Challenge Proving the Yelland Thesis William C. Erasmus CEM (FSAIEE)

Optimization Problem• There are several activities to reduce NTLs such as

inspections, anti-theft cable-box-seal, AMR, “SMART” meters etc.

• Activities can’t be applied to all customers because of economic restrictions hence, distribution companies only have budget for a portion of consumer base

• The consequential questions are:– What is the most-effective (ROI) activity for each

customer ?– Who are the top customers to apply each activity ?

• As a result we are confronted with an optimization problem