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POWER LINE EFFICIENCY ANALYSIS
Presented by Wade Reynolds
James Madison University – ISAT 493 Senior Capstone
Sponsored by Shenandoah Valley Electric Cooperative
INTRODUCTION
 In 2010, nearly 8 GWh were lost from
transmission and distribution in Virginia alone
 Equivalent to enough energy to power 1.3
million homes
ELECTRICITY SUPPLY CHAIN
eex.gov.au
IMPORTANT EQUATIONS
 Power = Current x Voltage
 Power Loss = Current2 x Resistance
PURPOSE
 Determine power loss across system and
find technological solutions that can be
implemented to improve efficiency and
reduce loss
BACKGROUND
 The Rural Electrification Act of 1936 provided
federal assistance for rural electrification
 RECs are private, non-profit utilities owned
by the customers they serve
 Two types of RECs: Generation and
Distribution
 SVEC is a Distribution cooperative that
serves nearly 90,000 customers across
western Virginia
RESEARCH QUESTIONS
 What are the sources of loss in the system?
 Are technologies currently available to
replace SVEC’s current technology and
improve efficiency?
 Are these technologies cost-effective?
 What will improved efficiency mean to SVEC
and its customers?
METHODOLOGY
 SCADA software was used to find the current
and voltage at five strategic points across the
system
 Focus is on losses due to inefficiency in
conductors and transformers
 All formulas and methods used are
consistent with industry standards and
relative to the desired level of accuracy we
wish to achieve
CLOVER HILL SYSTEM
 Clover Hill Line extends 10.6 miles from the
Dayton Substation
 Conductor type = 1/0 Raven ACSR
 A single substation transformer and 1,415
distribution transformers located along the
line
 Substation transformer rated at 100 MVA
capacity
 Each distribution transformer rated at ~10 kVA
capacity
CONDUCTOR EFFICIENCY
 Calculating Impedance
 Resistance
 Reactance
 Calculating Loss
 Total Impedance per unit length
 Power Loss = Current2 x Resistance
 Calculating Efficiency
 Power Loss/Power Supplied
FORMULAS
 Conductor Impedance:
 Ra = Resistance
 Xa = Reactance
 Xd = Construction Reactance Factor
 Construction Reactance Factor:
 Xf = Inductive Reactance Spacing Factor
 ƒ = Frequency
 GMD = Geometric Mean Distance
CONDUCTOR ANALYSIS
Conductor Type Raven ACSR Quail ACSR Linnet ACSR Azusa AAAC
Size 1/O 2/O 336.4 123.3
Resistance @25°C 0.1633 0.1301 0.0517 0.166
Reactance @25°C 0.104 0.1017 0.0854 0.102
Total Impedance (Ω) 12.7 11.2 7.8 12.8
Power Loss (kW) 115.5 101.7 70.8 115.9
Efficiency % 96.59 96.99 97.91 96.57
Inefficiency Cost Per Year $ 87,736.46 $ 77,265.83 $ 53,804.58 $ 88,052.18
Conductor Cost $ 20,737.26 $ 23,685.10 $ 67,833.78 $ 20,333.17
INEFFICIENCY COST VS. CONDUCTOR COST
$0
$10,000
$20,000
$30,000
$40,000
$50,000
$60,000
$70,000
$80,000
$90,000
Raven ACSR Quail ACSR Linnet ACSR Azusa AAAC
Inefficiency Cost Conductor Cost
TRANSFORMER EFFICIENCY
 Transformers incur two types of losses
 No-Load
 Load
TRANSFORMER ANALYSIS
Type Standard NEMA Premium
Capacity (kVA) 10 15
Efficiency 96% 98%
Average Yearly Load (kWh) 6,000 6,000
Loss Incurred (kWh) 234 96
# of Transformers 1,415 1,415
Total Loss (kWh) 331,110 135,840
Inefficiency Cost Per Year $ 28,707 $ 11,777
RESULTS AND FINDINGS
 Linnet conductor will have a payback period
of less than 2 years
 NEMA Premium transformers will save nearly
$17,000 annually in power losses
TECHNOLOGY SOLUTIONS
 High-Efficiency Conductors
 ACCC cut line loss by 30-40% under equal load
 NEMA Premium Efficient Transformers
 Meet or exceed DOEs efficiency requirements
 Smart-Grid Devices
 Two-way communication provides real-time
information to ensure system is operating at
optimal levels
BENEFITS
 Lower customer electricity bills
 Improved reliability
 Greater response to power outages
 Lower maintenance costs
 Reduced need for generating capacity
 Lower greenhouse gas emissions
BARRIERS
 Inventory Replacement Costs
 Construction Costs
 Customer Resistance
 Cash on-hand
STRATEGY
 Short-term (2 to 10 years)
 Replace blown-out transformers with high-
efficiency transformers
 Mid-range (11 to 20 years)
 Replace old conductors with either high-
efficiency conductors or larger ACSR conductors
 Long-range (beyond 20 years)
 Install smart-grid devices across distribution
system
QUESTIONS?

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Power Distribution Efficiency

  • 1. POWER LINE EFFICIENCY ANALYSIS Presented by Wade Reynolds James Madison University – ISAT 493 Senior Capstone Sponsored by Shenandoah Valley Electric Cooperative
  • 2. INTRODUCTION  In 2010, nearly 8 GWh were lost from transmission and distribution in Virginia alone  Equivalent to enough energy to power 1.3 million homes
  • 4. IMPORTANT EQUATIONS  Power = Current x Voltage  Power Loss = Current2 x Resistance
  • 5. PURPOSE  Determine power loss across system and find technological solutions that can be implemented to improve efficiency and reduce loss
  • 6. BACKGROUND  The Rural Electrification Act of 1936 provided federal assistance for rural electrification  RECs are private, non-profit utilities owned by the customers they serve  Two types of RECs: Generation and Distribution  SVEC is a Distribution cooperative that serves nearly 90,000 customers across western Virginia
  • 7. RESEARCH QUESTIONS  What are the sources of loss in the system?  Are technologies currently available to replace SVEC’s current technology and improve efficiency?  Are these technologies cost-effective?  What will improved efficiency mean to SVEC and its customers?
  • 8. METHODOLOGY  SCADA software was used to find the current and voltage at five strategic points across the system  Focus is on losses due to inefficiency in conductors and transformers  All formulas and methods used are consistent with industry standards and relative to the desired level of accuracy we wish to achieve
  • 9. CLOVER HILL SYSTEM  Clover Hill Line extends 10.6 miles from the Dayton Substation  Conductor type = 1/0 Raven ACSR  A single substation transformer and 1,415 distribution transformers located along the line  Substation transformer rated at 100 MVA capacity  Each distribution transformer rated at ~10 kVA capacity
  • 10. CONDUCTOR EFFICIENCY  Calculating Impedance  Resistance  Reactance  Calculating Loss  Total Impedance per unit length  Power Loss = Current2 x Resistance  Calculating Efficiency  Power Loss/Power Supplied
  • 11. FORMULAS  Conductor Impedance:  Ra = Resistance  Xa = Reactance  Xd = Construction Reactance Factor  Construction Reactance Factor:  Xf = Inductive Reactance Spacing Factor  ƒ = Frequency  GMD = Geometric Mean Distance
  • 12. CONDUCTOR ANALYSIS Conductor Type Raven ACSR Quail ACSR Linnet ACSR Azusa AAAC Size 1/O 2/O 336.4 123.3 Resistance @25°C 0.1633 0.1301 0.0517 0.166 Reactance @25°C 0.104 0.1017 0.0854 0.102 Total Impedance (Ω) 12.7 11.2 7.8 12.8 Power Loss (kW) 115.5 101.7 70.8 115.9 Efficiency % 96.59 96.99 97.91 96.57 Inefficiency Cost Per Year $ 87,736.46 $ 77,265.83 $ 53,804.58 $ 88,052.18 Conductor Cost $ 20,737.26 $ 23,685.10 $ 67,833.78 $ 20,333.17
  • 13. INEFFICIENCY COST VS. CONDUCTOR COST $0 $10,000 $20,000 $30,000 $40,000 $50,000 $60,000 $70,000 $80,000 $90,000 Raven ACSR Quail ACSR Linnet ACSR Azusa AAAC Inefficiency Cost Conductor Cost
  • 14. TRANSFORMER EFFICIENCY  Transformers incur two types of losses  No-Load  Load
  • 15. TRANSFORMER ANALYSIS Type Standard NEMA Premium Capacity (kVA) 10 15 Efficiency 96% 98% Average Yearly Load (kWh) 6,000 6,000 Loss Incurred (kWh) 234 96 # of Transformers 1,415 1,415 Total Loss (kWh) 331,110 135,840 Inefficiency Cost Per Year $ 28,707 $ 11,777
  • 16. RESULTS AND FINDINGS  Linnet conductor will have a payback period of less than 2 years  NEMA Premium transformers will save nearly $17,000 annually in power losses
  • 17. TECHNOLOGY SOLUTIONS  High-Efficiency Conductors  ACCC cut line loss by 30-40% under equal load  NEMA Premium Efficient Transformers  Meet or exceed DOEs efficiency requirements  Smart-Grid Devices  Two-way communication provides real-time information to ensure system is operating at optimal levels
  • 18. BENEFITS  Lower customer electricity bills  Improved reliability  Greater response to power outages  Lower maintenance costs  Reduced need for generating capacity  Lower greenhouse gas emissions
  • 19. BARRIERS  Inventory Replacement Costs  Construction Costs  Customer Resistance  Cash on-hand
  • 20. STRATEGY  Short-term (2 to 10 years)  Replace blown-out transformers with high- efficiency transformers  Mid-range (11 to 20 years)  Replace old conductors with either high- efficiency conductors or larger ACSR conductors  Long-range (beyond 20 years)  Install smart-grid devices across distribution system

Notes de l'éditeur

  1. Explain the purpose of increasing the voltage for long distance transmissionExplain why voltage is stepped down before reaching end-usersLead into discussion of P=IV and Loss=I^2R equations
  2. Discuss why these equations are important in terms of efficiencyPower generated at plant must remain constant across systemLow current is ideal for reducing line lossMost energy is lost in the form of waste heat or Joule heatingPower = Current x VoltagePower Loss = Current2 x Resistance
  3. Impedance is the opposition of current flow through an AC circuit. Possesses both magnitude and phase; unlike resistance, which only has magnitudeResistance and reactance are determined by the manufacturer. Are inherent properties of the conductor at a given temperature and frequency
  4. Reactance is the opposition to a change of current due to the build-up of a magnetic fieldConstruction Reactance Factor is an additional opposition to current flow due to the configuration of the wiring systemFormulas used by SVEC
  5. Linnet conductor will have a payback period of less than 2 years
  6. Energy is dissipated in windings, core, and surrounding structuresNo-load losses occur in the transformer core due to hysteresis and eddy current losses, which are always present and constant during normal operationLoad losses occur in the transformer’s electrical circuit, including windings and components, due to resistive loss and are a function of loading conditions
  7. Forecast future demand growth to determine whether technology upgrades are neededConsider further study focused on optimizing distribution transformer sizing and placement based on load requirementsNEMA Premium transformers are ideal upgrade solutionsSmart-grid devices must be adopted by transmission networks before they become beneficial to distribution utilities