Ptresentación IEEE Std 738

8/20/2019 Ptresentación IEEE Std 738

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Improving Overhead TransmissionLine Usage Efficiency on a

Caribbean Island Power System

S. Bahadoorsingh, L. Bhairosingh, S. Sharma, M. Ganness

The University of the West Indies | Dept of Electrical and Computer Engineering

IEEE PES T&D 2014

Chicago, Illinois

16th April 2014

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Transmission Line Rating Factors

2



Dynamic Line Rating – The Concept

3

• Know true line capacity in real time

• Improve system reliability

• Optimize grid utilization

(Oncor Electric Delivery Company, 2010)



Standards

1. IEEE Standard for Calculating the Current-

Temperature of Bare Overhead Conductors

(IEEE 738-2006)

2. Cigré “Thermal Behaviour of Overhead

Conductors”

4



Heat Balance Equation (IEEE 738)

2 ( )r c s cq q q I R T

Heat losses Heat gains

Radiated heat loss

Convected heat loss

Solar heat gain

Joule heating

( )

r c s

c

q q q I

R T

Ampacity



Screenshot of developed MATLAB based DLR software showcasing the steady state calculation window.

6



7



T&TEC Case study

Chaguanas East- Chaguanas West Circuit

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Conductor type: Wolf

Conductor

diameter (mm)

AC resistance

@ 25°C (Ωm-1)

AC resistance

@ 75°C (Ωm-1)

18.1 0.000183 0.000223

Manufacturer Rating (temperate climate): 512 A



Hourly readings for wind speed based on ARMA model and ambient temperature and for July 18th 2012

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Actual conductor loading for July 18th 2012 and calculated ampacity



Results:

o Highest ampacity calculated was 107% greater than manufacturer’s

rating and 197% higher than actual conductor loading

o Lowest ampacity calculated was 42% higher than manufacturer’s rating

and 103% higher than actual conductor rating

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Constraints/ Limitations

• Lack of real time updating of climatic data

• More loading data needed for lines with climatic data available

Further Work

• Effects of DLR on:

o system voltages and losses

o unit commitment

o contingency planning

o protection circuitry

•Cost analysis

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Conclusion• Electricity transmission traditionally limited by line’s thermal limit

• Static ratings challenged as being overly conservative due to load growth

• DLR provides improved asset management

• T&TEC case study:

o Highest ampacity calculated was 107% greater than manufacturer’s

rating and 197% higher than actual conductor loading

o Lowest ampacity calculated was 42% higher than manufacturer’s rating

and 103% higher than actual conductor rating

• DLR provides progression to a smarter grid

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ReferencesBernini, Minardo, Persiano, A. Vaccaro, D. Villacci and L. Zeni. 2007. “Dynamic

loading of overhead lines by adaptive learning techniques and distributedtemperature sensing.” IET Generation, Transmission and Distribution 1 (6):

912-919

Ciniglio, Orlando A., and Anjan Deb. 2004. “Optimizing Transmission Path

Utilization in Idaho Power.” IEE Transactions on Power Delivery 19 (2): 830-

834.Hall, J.F., and A.K.Deb. 1988. “Economic Evaluation of Dynamic Line Rating by

Adaptative Forecasting.” IEE Transactions on Power Delivery 3 (4): 2048-

2055.

Kopsidas, Konstantinos. 2009. "Modelling Thermal Rating of Arbitrary

Overhead Line System." Doctoral Thesis. The University of Manchester,United Kingdom.

Kopsidas, K., and S. M. Rowland. 2011. “Evaluating opportunities for

increasing power capacity of existing overhead line systems.” IET

Generation, Transmission and Distribution 5 (1): 1-10.

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Appendix

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Heat loss- radiation (IEEE 738)

15

4 4273 273

0.0178 -

100 100

[ ]r Tc Ta

q D

Conductor temperature Ambient temperature

Conductor diameter Emissivity



Heat loss - convection (IEEE 738)

• Wind speed = 0ms-1 (natural convection occurs)

• Wind speed < 0.6096ms-1

• Wind speed > 0.6096ms-1

16

0.52

1 1.01 0.0372 ( )[ ] f w

c f angle c a

f

D V q k K T T

0.6

2 0.0119 ( )[ ] f w

c f angle c a

f

D V q k K T T

0.5 0.750.0205 ( )cn f c aq D T T

Air density

Wind speed

Air viscosity

Thermal conductivity of air Wind direction factor



Heat Gain (IEEE 738)

• Solar heating

17

'

sin( ) s seq Q A

Absorption coefficient

Total solar and sky radiated heat flux rate

Angle of incidence of sun's rays

Conductor area per unit length



Heat Gain (IEEE 738)

• Joule heating

• AC resistance

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2 ( )c I R T

( ) ( )( ) [ ]( ) ( )high low

c c low low

high low

R T R T T T

R T T T R T

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Non-steady state (IEEE 738)

Fault: Less than 5 minutes

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2c p

dT mC I R

dt

Total conductor heat capacity

Change in conductor temperature

No heat exchange between the conductor and its environment.

Ambient temperature has no effect on the conductor’s temperature.

If line were operating below maximum allowable temperature before fault, the

heat storage capacity of the conductor allows it to tolerate a higher amount of

current for the duration of the fault.

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Non-steady state (IEEE 738)

Non-steady state: Between 5-30 minutes

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2( )c

c r p c s

dT q q mC I R T q

dt

Immediately prior to stepchange (t=0-)

• Conductor is in thermal

equilibrium

•

Heat gains = heat losses

Immediately following stepchange (t=0+)

• Conductor resistance,

temperature, heat losses

(qr, qc)remain unchanged

• Rate of generation of ohmic

losses increase

• Conductor temperature

begins to increase

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(IEEE 738, 2006)

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Ptresentación IEEE Std 738