identifying opportunities to improve the efficiency of power transmission through existing overhead...
TRANSCRIPT
Identifying opportunities to improve the efficiency of power transmission through
existing Overhead Power Lines
Konstantinos Kopsidas
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Structure of the PresentationStructure of the PresentationStructure of the PresentationStructure of the Presentation
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• Basics of Ampacity & Sag • Holistic Computational Methodology for
Rating an OHL• Analysis/Comparison of AAAC & ACSR
Conductors on an 33kV OHL system• Advanced conductors on the 33kV system• Conclusions - The Way Forward
Basics of Ampacity & SagBasics of Ampacity & SagBasics of Ampacity & SagBasics of Ampacity & Sag
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Ampacity = The amount of current a conductor can carry without exceeding a specified temperature
i R
heat
Increase in conductor
temperature
IMAX is defined by the max conductor temperature or the max conductor elongation
set by the operator
i R
heat
Increase in conductor
temperature
Sag
Conductor initial length
Elastic elongation
Plastic elongation
Sag at max mechanical
loading
Sag
Conductor initial length
Elastic elongation
Plastic elongation
Sag at max electrical loading Minimum clearance
to ground
Sag after re-tensioning the conductor
Sag at max electrical loading Minimum clearance
to ground
Increase tension
Sag after re-tensioning the conductor
Minimum clearance to ground
Sag at max electrical loading
Conductor initial length
Elastic elongation
Plastic elongation
Thermal elongation
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Basics of Ampacity & SagBasics of Ampacity & SagBasics of Ampacity & SagBasics of Ampacity & Sag
SPANMCTTension
SPAN
Sag
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Electrical computation
Ageing computation
OHLData
Operational Data
Newton-Raphson iteration of Change of State Equation
Conductor Tension & Sag
At TOPERATING (oC)
Conductor Ampacity
Conductor RAC at TOPERATING & ƒ SYSTEM
Weather Data
Conductor Data
Conductor Creep (IEEE Std)
(Creep-Strain Curves)
Final System Conditions
Mechanical computationIEEE 738 Std
(Current-Temperature Calculation)
Conductor Tension & Sag with Creep
At specified Load
Maximum conductor tension (MCT)
Computational MethodologyComputational MethodologyComputational MethodologyComputational Methodology
YES
Initial condition:EDT at specified
Temperature
Final condition: specified by load case
VLMWT at the specified load case
AMWT=ACWT
ACWT= RBS
SF
AMWT=IMWT
IMWT=RBS
SF
ACWT ≥ IMWTNO
Change of State equation iteration using
Newton-Raphson
VLMWT ≥ AMWT
MCT = AMWTMCT = VLMWT
AMWT
Load case (1 - 6)
At specified Load Case (1-6)
YES
NO
ConductorInsulator or fitting
Load case (1 - 6)
Load case (1 - 6)
MCT
VIBRATION LIMIT CONDUCTOR LIMIT
STRUCTURE LIMIT
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Electrical computation
Ageing computation
OHLData
Operational Data
Newton-Raphson iteration of Change of State Equation
Conductor Tension & Sag
At TOPERATING (oC)
Conductor Ampacity
Conductor RAC at TOPERATING & ƒ SYSTEM
Weather Data
Conductor Data
Conductor Creep (IEEE Std)
(Strain-Strain Curves)
Final System Conditions
Mechanical computationIEEE 738 Std
(Current-Temperature Calculation)
Conductor Tension & Sag with Creep
At specified Load
Maximum conductor tension (MCT)
Mechanical ComputationsMechanical ComputationsMechanical ComputationsMechanical Computations
EXAMPLE OF LOAD CASEWIND: 380N/m2
ICE: 9.5mm & 913kg/m3
• BS EN 50423• BS EN 50341• BS EN 50182
Insulator Maximum Working Tension Absolute Conductor Working Tension
Absolute Maximum Working Tension
Vibration Limited Maximum Working
Tension
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Electrical computation
Ageing computation
OHLData
Operational Data
Newton-Raphson iteration of Change of State Equation
Conductor Tension & Sag
At TOPERATING (oC)
Conductor Ampacity
Conductor RAC at TOPERATING & ƒ SYSTEM
Weather Data
Conductor Data
Conductor Creep (IEEE Std)
(Creep-Strain Curves)
Final System Conditions
Mechanical computationIEEE 738 Std
(Current-Temperature Calculation)
Conductor Tension & Sag with Creep
At specified Load
Maximum conductor tension (MCT)
Electrical ComputationsElectrical ComputationsElectrical ComputationsElectrical Computations
Electrical computation
Ageing computation
OHLData
Operational Data
Newton-Raphson iteration of Change of State Equation
Conductor Tension & Sag
At TOPERATING (oC)
Conductor Ampacity
Conductor RAC at TOPERATING & ƒ SYSTEM
Weather Data
Conductor Data
Conductor Creep (IEEE Std)
(Strain-Strain Curves)
Final System Conditions
Mechanical computationIEEE 738 Std
(Current-Temperature Calculation)
Conductor Tension & Sag with Creep
At specified Load
Maximum conductor tension (MCT)
Electrical computation
Ageing computation
OHLData
Operational Data
Newton-Raphson iteration of Change of State Equation
Conductor Tension & Sag
At TOPERATING (oC)
Conductor Ampacity
Conductor RAC at TOPERATING & ƒ SYSTEM
Weather Data
Conductor Data
Conductor Creep (IEEE Std)
(Strain-Strain Curves)
Final System Conditions
Mechanical computationIEEE 738 Std
(Current-Temperature Calculation)
Conductor Tension & Sag with Creep
At specified Load
Maximum conductor tension (MCT)
RDC = (RST||RAL) at TOPoC
Skin factor
Magnetisation factor
Odd layer conductorYES
NO
RAC at TOPoC
Calculation of Ampacity (IEEE Std 738)
ICALCULATED≈IESTIMATED
NO
Electrical + physical properties of Steel core
Electrical + physical properties of
Aluminium tube
RDC at 200C
Spiralling factorSpiralling factor
RDC at TOPoC RDC at TOP
oC
Steel Aluminium
RDC at 200C
RAC + Ampacity at TOPoC
YES
BS method
Neglects steel core
in the table F.42
of standards
RDC = RAL
ASTM method
considers steel
core
RDC = RST || RAL
• BS EN 50182• ASTM B232
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Electrical computation
Ageing computation
OHLData
Operational Data
Newton-Raphson iteration of Change of State Equation
Conductor Tension & Sag
At TOPERATING (oC)
Conductor Ampacity
Conductor RAC at TOPERATING & ƒ SYSTEM
Weather Data
Conductor Data
Conductor Creep (IEEE Std)
(Creep-Strain Curves)
Final System Conditions
Mechanical computationIEEE 738 Std
(Current-Temperature Calculation)
Conductor Tension & Sag with Creep
At specified Load
Maximum conductor tension (MCT)
Ageing ComputationsAgeing ComputationsAgeing ComputationsAgeing Computations
Electrical computation
Ageing computation
OHLData
Operational Data
Newton-Raphson iteration of Change of State Equation
Conductor Tension & Sag
At TOPERATING (oC)
Conductor Ampacity
Conductor RAC at TOPERATING & ƒ SYSTEM
Weather Data
Conductor Data
Conductor Creep (IEEE Std)
(Strain-Strain Curves)
Final System Conditions
Mechanical computationIEEE 738 Std
(Current-Temperature Calculation)
Conductor Tension & Sag with Creep
At specified Load
Maximum conductor tension (MCT)
Predictor Equations IEEE 1283
75%RBS
20%RBS 10-year creep
line
Final after high load creep line
(75%RBS)Initial creep line
10-year plastic elongation at 20%RBS
Final conductor modulus of elasticity
strand settlement & deformation
Stress
% elongation
A
C’
D
C
C’
0
(a)
(b)
Δ Δt
Creep-Strain curve
ΔTension
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33kV Wood Pole Structure Analysis33kV Wood Pole Structure Analysis33kV Wood Pole Structure Analysis33kV Wood Pole Structure Analysis
1.8
m1
0.0
5m
110m
0.45mSMAX
Minimum clearance
1.8
m1
0.0
5m
1.2m 1.2m
0.45m
ENA TS 43-40ENA TS 43-90 BS 3288
BS 1990-1BS EN 62219BS EN 50423
=5.2m
=5.7m
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Different Conductor TechnologiesDifferent Conductor TechnologiesDifferent Conductor TechnologiesDifferent Conductor Technologies
Aluminium alloy equivalent properties to 1350-H19
Pure aluminium in between
O’ temper Aluminum
Alumina Fibers
E-glass Fibers
Carbon Fibers
ACCR (3M) ACCC/TW (CTC)
AAAC SOFT ACSR HARD ACSR
Conductor diameter (mm)0
100
200
300
400
500
600
700
800
Am
pa
cit
y (
A)
0
100
200
300
400
500
600
700
800
14PTPPPpppZones of sag for AAAC
0.0
0.5
1.0
1.5
2.0
2.5
3.0
3.5
4.0
4.5
0 5 10 15 20 25 30Conductor diameter (mm)
Sag
(m
)
MCT (-5.6˚C)Tmax (70˚C)
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AAAC Performance AAAC Performance AAAC Performance AAAC Performance
Minimum point
Sag is driven by conductor self
damping vibration limit
Sag is driven by OHL structure strength
Sag is driven by conductor strength
WEAK CONDUCTOR
ZONE
EVERY DAY TENSION ZONE
WEAK OHL ZONE
At Max Electrical + Mechanical Loading
Conductor Sag
Conductor Resultant Weight
OHL strength
1
Conductor strength
1
Conductor sag
Minimum point
Conductor Diameter
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Analysis of AAACAnalysis of AAACAnalysis of AAACAnalysis of AAAC
14pppt
0.5
1.0
1.5
2.0
2.5
3.0
3.5
4.0
0 5 10 15 20 25 30Conductor Diameter (mm)
Sa
g (
m)
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AAAC Performance at different TAAAC Performance at different TMAXMAX AAAC Performance at different TAAAC Performance at different TMAXMAX
WEAK CONDUCTOR ZONE
EVERY DAY TENSION ZONE
WEAK OHL ZONE
90ºC
80ºC
70ºC
60ºC
50ºC
40ºC
-5.6ºC
At different Max Operating Temperatures
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SAG plots for Copper, AAAC, and ACSR conductors
0
100
200
300
400
500
600
700
800
900
1000
5 10 15 20 25 30Conductor Diameter (mm)
Am
pac
ity
(A)
90ºC
80ºC
70ºC
60ºC
50ºC
40ºC
AAAC Performance AAAC Performance AAAC Performance AAAC Performance
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Comparison of AAAC & ACSRComparison of AAAC & ACSRComparison of AAAC & ACSRComparison of AAAC & ACSR
Conductor Diameter
Conductor Sag
Minimum point shift
Increase in strength of
material effect
Increase of Total
conductor weight effect
Aluminium conductorSteel conductor
SAG plots for Copper, AAAC, and ACSR conductors
0.5
1.0
1.5
2.0
2.5
3.0
3.5
4.0
4.5
5 10 15 20 25 30Conductor diameter (mm)
Sag
(m
)
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Comparison of AAAC & ACSR Comparison of AAAC & ACSR Comparison of AAAC & ACSR Comparison of AAAC & ACSR
Minimum point
Minim
um point
Minimum point
0.5
1.0
1.5
2.0
2.5
3.0
3.5
4.0
4.5
5 10 15 20 25 30Conductor diameter (mm)
Sag
(m
)
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Comparison of AAAC & ACSR Comparison of AAAC & ACSR Comparison of AAAC & ACSR Comparison of AAAC & ACSR Creep is included in the calculations
At 70oCAt -5.6oCAAAC
hard ACSR soft ACSR
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pp 14pt
0
100
200
300
400
500
600
700
800
5 10 15 20 25 30Conductor diameter (mm)
Am
pac
ity
at 7
0°C
(A
)
0
0.1
0.2
0.3
0.4
0.5
0.6
I²R
Lo
sses
(%
of
rate
d p
ow
er)
70°C
Comparison of AAAC & ACSR Comparison of AAAC & ACSR Comparison of AAAC & ACSR Comparison of AAAC & ACSR
At 70oCAt -5.6oCAAAC
hard ACSR soft ACSR
Including 10 Year CreepSAG plots for Copper, AAAC, and ACSR conductors
0.5
1.0
1.5
2.0
2.5
3.0
3.5
4.0
15 20 25 30Conductor diameter (mm)
Sag
(m
)
SAG plots for Copper, AAAC, and ACSR conductors
0.5
1.0
1.5
2.0
2.5
3.0
3.5
4.0
15 20 25 30Conductor diameter (mm)
Sag
(m
)
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Advanced Composite Conductors Advanced Composite Conductors Advanced Composite Conductors Advanced Composite Conductors Creep is not considered
AAAC
ACCC/TWACCR
At 70oCAt -5.6oC
3MCTC
pp 14pt
0
100
200
300
400
500
600
700
800
15 20 25 30Conductor diameter (mm)
Am
pac
ity
at 7
0°C
(A
)
0
0.1
0.2
0.3
0.4
0.5
0.6
I²R
Lo
sses
(%
of
rate
d p
ow
er)
70°C
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Advanced Composite Conductors Advanced Composite Conductors Advanced Composite Conductors Advanced Composite Conductors
AAAC
ACCC/TWACCR
I2R LossesAmpacity
3MCTC
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ConclusionsConclusionsConclusionsConclusions
• The methodology can be applied in any type & size of conductor including system design limitations & weather.
• AAAC are more suitable than the ACSR for the 33kV typical wood pole system.
• ACCC/TW develop less sag allowing uprating of the structure to 66kV.
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What is NextWhat is NextWhat is NextWhat is Next
Performance Analysis of a real system
Any real system?