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Voltage Regulation
Bill Kersting
What is to be presented

•
•
•
•

ANSI Voltage Standards
Methods of Voltage Regulation
Example of Regulator Settings
Example of Placement of Regulators
The ANSI Voltage Standards
• Range A
–
–
–
–

Nominal Utilization Voltage = 115 volts
Maximum Utilization Voltage = 126 volts
Minimum Service Voltage = 114 volts
Minimum Utilization Voltage = 110 volts

• Range B
–
–
–
–

Nominal Utilization Voltage = 115 volts
Maximum Utilization Voltage = 127 volts
Minimum Service Voltage = 110 volts
Minimum Utilization Voltage = 107 volts
Tools for Voltage Regulation

• Shunt Capacitors
• Step-Voltage Regulators
• Substation Load Tap Changing
Transformers
Distribution Line Voltage Drop
R

jX

+
V
S

+
VL Load
-

I

-

VS
Im(ZI)

ZI

Real(ZI)

VL

0

jXI
RI

I

Vdrop
=

VS − Vr

Vdrop ≈ Real ( Z ⋅ I L )
=

Real ( R ⋅ I L + jX ⋅ I L )
Vdrop = Real(ZIL)

• Impedance (Z) and current (I) must be computed
as accurately as possible.
• Impedance best computed using Carson’s
Equations
• Current is a function of “load.”
• If Z and I are not computed accurately, all bets
are off on the calculated system voltages.
Capacitor Voltage Rise
R

+

X

+

I L + IC

VS

VL

Load

IC

_

_
'
VS

IC

jXI C

VS

δ

ZI L
VL

θ

RI L

RI C

Im ( ZI L )
Real ( ZI L )
jXI L

IL

Vrise
=

'
VS − VS

Vrise ≈ Real ( Z ⋅ I C )
=

Real ( R ⋅ I C + jX ⋅ I C )
ANSI Range A Critical Voltages
Laterals
Sub

Reg

128
126
124
122
120
118
116
114

Reg
Output

First
Customer

Last
Customer
Voltage Drop Assumptions

• 1 Volt drop on the service drop
• 2 Volt drop on the secondary
• 3 Volt drop through the transformer

• Minimum Voltage at the Transformer
Primary Terminals will be 120 volts.
Voltage Profiles
Laterals
Sub

Reg

128
Max Load

126
124
122

Min Load

120
118
116
114

Reg
Output

First
Customer

Reg.
Point

Last
Xfm

Last
Customer
Step Voltage Regulator
Type B Step Voltage Regulator
Preventive
Autotransformer

N1

IS

R

S

+

Reversing
Switch

L

Series
Winding

IL

VS

N2

Control
CT

Shunt
Winding

Control
PT

-

+

VL

SL

L
The Step Voltage Regulator Model
=
VL

1
⋅ VS
aR

I=
L

aR ⋅ I S

where: aR = 1 

N2
N1

= 1  0.00625 ⋅ Tap
aR

One tap change = 0.75 V change on 120 V base
Three Phase Voltage Regulator Model

[ I S ]abc
[VS ]abc

=
[VS ]abc
=
[ I S ]abc
=
[VL ]abc

[ I L ]abc

aR ⋅ [VL ]abc

d R ⋅ [ I L ]abc

AR ⋅ [VS ]abc

[VL ]abc
Voltage Regulator Model Matrix

 aR _ a

[ aR ] =  0

 0


0
aR _ b
0

dR ]
AR ]
[= [ = [ aR ]−1



0 

aR _ c 

0
Compensator Circuit
MVA rating

Iline

R line + jX line

CTp − CTs
Ic
R c + jX c

kVLL hi − kVLLlow

Reg. Point

1:1

+ Vdrop +
N PT :1

Vreg

-

+
VR

-

Voltage
Relay
Control Panel
Control Circuit

Line Current

Control Current Transformer

Line D
rop
Compensator
Control Potential Transformer

V
oltage
Relay

Time
Delay

Motor
Operating
Circuit
Regulator Control Settings

• Voltage Level – voltage to hold at the regulation
point
• R and X setting (volts) – Equivalent impedance
from the regulator to the regulation point
• Time Delay – time after a tap change required
before the tap is changed
• Bandwidth – allowed deviation from the set
voltage level
Equivalent Line Impedance
For i = a, b, c
Vregi − Vreg _ pti
Zlinei
Iregi

Ω

where: Vreg = actual line-to-neutral voltage output of regulator
Vreg _ pt = actual line-to-neutral voltage at the regulation point
Ireg = actual line current leaving the regulator
Compensator Impedance

Zcomp
=

Zline ⋅

CT
N pt

Volts

where: Zline = equivalent line impedance in Ohms
CT = current transformer primary rating
VLN rated
N pt = potential transformer ratio =
120
Voltage Level

Bandwidth

123
122
121

Bandwidth = 2 V

∆T
Modified IEEE 13 Node Test Feeder
1
2
9

8

3

13

12

4

14

5

6

10

7

11
Modifications
•
•
•
•
•

Line 4-12 changed to phases B-C
Transformer 6-7 changed to Ungrounded Wye – Delta
Load at Node 7 converted to Delta-PQ
Load at Node 8 converted to Delta-PQ
Load at Node 14 changed to phase B with constant Z
load
• Load added at Node 5 phase c: 300 + j145.3 kVA
• Interchange phase a and c distributed loads on line 3-4
Step 1

• Select regulation point to be Node 4.
• Turn off regulator in Analysis Manager.
• Run power-flow with source set to 126
volts (IEEE 13 Node Test Feeder Start.wm).
• Display Voltage Profile.
• Compute compensator impedance.
Step 1 Voltage Profile
135
135

132.5

Node Voltage

130
V.a

127.5
125

V.b

122.5

V.c

120
117.5
115

110

112.5
110

1
1

2

3
Node

4

5
5
Voltages and Currents from Power-Flow Run
eg.
V2 :=

j ⋅0


2521.87⋅ e



− j ⋅120 ⋅deg 
2521.87⋅ e


 2521.87⋅ ej ⋅120 ⋅deg 



Ireg :=

V4 :=

 2310⋅ e− j ⋅3.5 ⋅deg 



− j ⋅124.6 ⋅deg 
2377.5⋅ e


j ⋅116.1 ⋅deg 

 2284.2⋅ e


 590.8⋅ e− j ⋅34.4 ⋅deg 



− j ⋅150.5 ⋅deg 
632.5⋅ e


 651.9⋅ ej ⋅81.4 ⋅deg 


Compensator R and X Setting
CT p = 700

Zlinei :=

N p t = 20

V2 − V4
i
i
Ireg

i

Z avg := mean( Zline)

Z set := Z avg⋅

CT p
Np t

 0.1671 + 0.4037j 


Zline =  0.0541 + 0.3817j 
 0.1426 + 0.4188j 


Z avg = 0.1212 + 0.4014j

Z set = 4.2 + 14j

volts
IEEE 13 with Regulator Set
• Set source voltage to 120 V.
• Set regulator control.
– R and X = 4.2 + j14
– Set voltage output (level) to 121.

• Analysis Manager
– Set regulator to step.

• Run voltage drop.
– Show results
– Show profile
IEEE 13 with Regulator Set
Full Load with Regs, no Caps
135
135

133

Node Voltage

131
V.a

129
127

V.b

125

V.c

123
121
119

115

117
115

1
1

2

3
Node

4

5
5
Use WindMil “Set Regulation”
• Select Voltage Drop.
– Analysis Manager
• Set regulators to infinite.
• Set source to 126 volts.

• Select Set Regulation.
– Analysis Manager
•
•
•
•
•

Select substation regulator.
Select Node 4 as load center.
Most desirable voltage = 121
Tolerance 2%
Unbalanced study
Set Voltage Regulation
WindMil R and X settings
WindMil with R 4.8, X = 14.4 and no feeder caps

• Set source voltages to 120.
• Set voltage level (output voltage) to 121 V.
• Run Voltage Drop.
WindMil R and X setting with no feeder capacitors
WindMil with regs, no caps
135
133

Node Voltage

131
Va

129
127

Vb

125

Vc

123
121
119
117
115

1

2

3
Node

4

5
WindMil Voltage Profile
Observations

• Regulator taps
– Phase a: 12
– Phase b: 13
– Phase c: 15

• Concern that Phase c is near maximum tap
• Concern about high voltage at Node 2
• Need to add shunt capacitors
Shunt Capacitors

• Source reactive power
– Phase A: 834 kVAr
– Phase B: 805 kVAr
– Phase C: 1040 kVAr

• Install shunt capacitors
– Node 3: 100 kVAr per phases a,b,c
– Node 4: 300 kVAr per phases a,b,c
– Node 4: Switched 300 kVAr per phases a,b,c
WindMil R and X settings with capacitors
Full Load with Regs and Caps
Observations
• Regulator taps
– Phase a: 6
– Phase b: 6
– Phase c: 8
• Concern for voltage unbalance at Node 4
Node 4 Voltage Unbalance
 119.8 
V4 :=  124 


 121.4 

Vavg := mean V4

Dev :=

 1.9333 
Dev =  2.2667 


0.3333 


i

( )

V4 − Vavg
i

Vunbalance :=

max( Dev )
Vavg

⋅ 100

Vunbalance = 1.862

Vavg = 121.7333

%
Minimum load of 50%

• Analysis manager
– Set load growth to -50%

• Run voltage drop
– Observe power factor at source
– Switch 900 kVAr at Node 4
50% load reduction with all capacitors
50% load with all Capacitors
50% load with 900 kVAr at Node 4 switched off
135
133

Node Voltage

131
Va

129
127

Vb

125

Vc

123
121
119
117
115

1

2

3
Node

4

5
10% Growth with Original Capacitors
10% Load Growth

• Analysis Manager
– Set load growth to 10%.

• Run voltage drop
– Voltage profile
– Check kVAr supplied by sub.
– Install new shunt capacitors if necessary.
10% load growth with original capacitors
50% load reduction, switch off 900 kVAr at Node 4
10% Load Growth with original caps
10% Growth with 300 kVAr added at Node 10
10% Load Growth
100 kVAr per phase added at Node 10
IEEE 34 Node Test Feeder

• Will be used to:
– Determine location of downstream step
voltage regulators
– Voltage level
– R and X settings
• My method
• WindMil method
Modified IEEE 34 Node Test Feeder
http://ewh.ieee.org/soc/pes/dsacom/testfeeders.html

29
23

28

22

27
33

Sub

2

3

4

5

6

26
15

21

7

9

24

14

16

17

18

8
13

1

19

20

30
31

32
10

11

12

25
To Start

•
•
•
•
•

System is very unbalanced.
System is very long (35 miles).
Voltage level is 24.9 kV.
Set substation output voltage to 126 volts.
Run power flow for the IEEE 34 node system
with no regulators or shunt capacitors (IEEE 34
Node Bare Bones).
IEEE 34 with no regulators and no capacitors
IEEE 34 with no regulators or capacitors
Install substation regulators
• Install 3 Step Voltage Regulators connected in grounded
Y in the substation to start the regulation process.
• Potential transformer ratio = 14,400/120
• Current transformer ratio = 100/0.1
• Voltage level = 126 volts
• Bandwidth = 2 volts
• R and X = 0
• Run power flow.
Modified IEEE 34 Node Test Feeder
http://ewh.ieee.org/soc/pes/dsacom/testfeeders.html

29
23

28

22

27
33

Sub

2

3

4

5

6

21

7

9 24

8

26
15

14
13

1

19

16
20

17

18
30
31

32
10

11

12

25
IEEE 34 with Y connected sub regulators,
Voltage Output (level) = 126, R and X = 0
Voltage Profiles with Substation Regulators with Voltage Level = 126
Observations and next step
• Node 5 is the first node downstream where the voltage
drops below 120.
• Select Node 5 as the regulation point for the substation
regulator.
• Set regulators to infinite.
• Run Set Regulator to compute R and X settings.
• Set R and X on the sub regulator control.
• Set voltage level on regulator to 120 volts.
• Run power flow with regulators set as step.
Sub Regulator set with R = 14.4 and X = 9.6
Voltage Output (level) = 120
Install Regulators at Node 5

• Set voltage level = 126
• Regulator set to infinite
• R and X = 0
IEEE 34 Node Test Feeder
http://ewh.ieee.org/soc/pes/dsacom/testfeeders.html

29
23

28

22

27
33

Sub

2

3

4

5

6

21

7

9 24

8

26
15

14
13

1

19

16
20

17

18
30
31

32
10

11

12

25
Substation Regulators Set
Regulators Installed at Node 5 Voltage Level = 126
Observations
• All voltages at Node 5 are between 119 and 121 volts.
• The first downstream node where all of the voltages drop
below 120 V is Node 11.
• Set regulators to Infinite.
• Run Regulation Set to compute R and X from Node 5 to
Node 11.
• Set regulators to step.
• Run power flow.
Sub and Node 5 (R=16.8, X = 7.2) Regulators Set
Observations

•
•
•
•

Install a regulator at Node 11.
Set voltage level to 126.
Set regulators to step.
Run Voltage Drop.
Regulator Installed at Node 5

29
23

28
27

22
33
Sub

2

3

4

5

6

21

7

9 24

8

26
15

14
13

1

19

16
20

17

18
30
31

32
10

11

12

25
Reg at Node 11 Set to 126 Volts, R and X = 0
Regulator at Node 5 set with V = 126
No R and X

• With the regulator set at 126 volts, all of
the downstream voltages in the main
feeder are greater/equal to 120 volts.
• No need to set R and X for this regulator
• The only problems occur on the 4.16 kV
line from 19 to 20.
Profile including the 4.16 kV line
Install regulator at secondary terminals of the transformer

•
•
•
•
•
•

Potential Transformer Ratio = 2400/120
Primary CT Rating = 100 amps
Calculate R and X.
Set regulators to Infinite.
Load center is Node 20.
Run Set Regulation.
System does not converge
4.16 Reg set with V = 122, R = 12, X = 7.2

• Use Set Regulation to compute R and X
for Reg 11 and Reg 20 with voltage output
= 122.
Node 5: R = 9.6, X = 4.8; Voltage Output = 122
Node 20: R = 12, X = 9.6; Voltage Output = 122
Set source voltage to 120

• Run with no capacitors.
• Add capacitors.
Source set to 120, no capacitors
Correct feeder power factor to near 1

• Display P and Q on 4.16 kV line.
– Install a three phase capacitor bank to supply most of
the 4.16 kV kVAr load.
– 75 kVAr/phase at Node 20

• Need to add 200 kVAr/phase
– Node 16, 100 kVAr/phase
– Node 822: 100 kVAr/phase A
– Node 848: 100 kVAr/phase
Final with capacitors
Final Regulator Tap Positions

•
•
•
•

Sub Regulator: 9, 8, 7
Node 812: 10, 6, 7
Node 830: 5, 6, 7
Node 888: 12, 12, 12
Final kVAr supplied by source

• Source power factor:
– Phase a: 43 (PF = 99.8 %)
– Phase b: 71 (PF = 99.5 %)
– Phase c: 16 (PF = 99.9 %)
To be continued by you

• Minimum load
– Which capacitors to switch

• Load growth
– Where and how big new capacitor banks

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Electric Utility Solutions: Voltage Regulation

  • 2. What is to be presented • • • • ANSI Voltage Standards Methods of Voltage Regulation Example of Regulator Settings Example of Placement of Regulators
  • 3. The ANSI Voltage Standards • Range A – – – – Nominal Utilization Voltage = 115 volts Maximum Utilization Voltage = 126 volts Minimum Service Voltage = 114 volts Minimum Utilization Voltage = 110 volts • Range B – – – – Nominal Utilization Voltage = 115 volts Maximum Utilization Voltage = 127 volts Minimum Service Voltage = 110 volts Minimum Utilization Voltage = 107 volts
  • 4. Tools for Voltage Regulation • Shunt Capacitors • Step-Voltage Regulators • Substation Load Tap Changing Transformers
  • 5. Distribution Line Voltage Drop R jX + V S + VL Load - I - VS Im(ZI) ZI Real(ZI) VL 0 jXI RI I Vdrop = VS − Vr Vdrop ≈ Real ( Z ⋅ I L ) = Real ( R ⋅ I L + jX ⋅ I L )
  • 6. Vdrop = Real(ZIL) • Impedance (Z) and current (I) must be computed as accurately as possible. • Impedance best computed using Carson’s Equations • Current is a function of “load.” • If Z and I are not computed accurately, all bets are off on the calculated system voltages.
  • 7. Capacitor Voltage Rise R + X + I L + IC VS VL Load IC _ _ ' VS IC jXI C VS δ ZI L VL θ RI L RI C Im ( ZI L ) Real ( ZI L ) jXI L IL Vrise = ' VS − VS Vrise ≈ Real ( Z ⋅ I C ) = Real ( R ⋅ I C + jX ⋅ I C )
  • 8. ANSI Range A Critical Voltages Laterals Sub Reg 128 126 124 122 120 118 116 114 Reg Output First Customer Last Customer
  • 9. Voltage Drop Assumptions • 1 Volt drop on the service drop • 2 Volt drop on the secondary • 3 Volt drop through the transformer • Minimum Voltage at the Transformer Primary Terminals will be 120 volts.
  • 10. Voltage Profiles Laterals Sub Reg 128 Max Load 126 124 122 Min Load 120 118 116 114 Reg Output First Customer Reg. Point Last Xfm Last Customer
  • 12. Type B Step Voltage Regulator Preventive Autotransformer N1 IS R S + Reversing Switch L Series Winding IL VS N2 Control CT Shunt Winding Control PT - + VL SL L
  • 13. The Step Voltage Regulator Model = VL 1 ⋅ VS aR I= L aR ⋅ I S where: aR = 1  N2 N1 = 1  0.00625 ⋅ Tap aR One tap change = 0.75 V change on 120 V base
  • 14. Three Phase Voltage Regulator Model [ I S ]abc [VS ]abc = [VS ]abc = [ I S ]abc = [VL ]abc [ I L ]abc aR ⋅ [VL ]abc d R ⋅ [ I L ]abc AR ⋅ [VS ]abc [VL ]abc
  • 15. Voltage Regulator Model Matrix  aR _ a  [ aR ] =  0   0  0 aR _ b 0 dR ] AR ] [= [ = [ aR ]−1   0   aR _ c   0
  • 16. Compensator Circuit MVA rating Iline R line + jX line CTp − CTs Ic R c + jX c kVLL hi − kVLLlow Reg. Point 1:1 + Vdrop + N PT :1 Vreg - + VR - Voltage Relay
  • 18. Control Circuit Line Current Control Current Transformer Line D rop Compensator Control Potential Transformer V oltage Relay Time Delay Motor Operating Circuit
  • 19. Regulator Control Settings • Voltage Level – voltage to hold at the regulation point • R and X setting (volts) – Equivalent impedance from the regulator to the regulation point • Time Delay – time after a tap change required before the tap is changed • Bandwidth – allowed deviation from the set voltage level
  • 20. Equivalent Line Impedance For i = a, b, c Vregi − Vreg _ pti Zlinei Iregi Ω where: Vreg = actual line-to-neutral voltage output of regulator Vreg _ pt = actual line-to-neutral voltage at the regulation point Ireg = actual line current leaving the regulator
  • 21. Compensator Impedance Zcomp = Zline ⋅ CT N pt Volts where: Zline = equivalent line impedance in Ohms CT = current transformer primary rating VLN rated N pt = potential transformer ratio = 120
  • 23. Modified IEEE 13 Node Test Feeder 1 2 9 8 3 13 12 4 14 5 6 10 7 11
  • 24. Modifications • • • • • Line 4-12 changed to phases B-C Transformer 6-7 changed to Ungrounded Wye – Delta Load at Node 7 converted to Delta-PQ Load at Node 8 converted to Delta-PQ Load at Node 14 changed to phase B with constant Z load • Load added at Node 5 phase c: 300 + j145.3 kVA • Interchange phase a and c distributed loads on line 3-4
  • 25. Step 1 • Select regulation point to be Node 4. • Turn off regulator in Analysis Manager. • Run power-flow with source set to 126 volts (IEEE 13 Node Test Feeder Start.wm). • Display Voltage Profile. • Compute compensator impedance.
  • 26.
  • 27. Step 1 Voltage Profile 135 135 132.5 Node Voltage 130 V.a 127.5 125 V.b 122.5 V.c 120 117.5 115 110 112.5 110 1 1 2 3 Node 4 5 5
  • 28. Voltages and Currents from Power-Flow Run eg. V2 := j ⋅0   2521.87⋅ e    − j ⋅120 ⋅deg  2521.87⋅ e    2521.87⋅ ej ⋅120 ⋅deg    Ireg := V4 :=  2310⋅ e− j ⋅3.5 ⋅deg     − j ⋅124.6 ⋅deg  2377.5⋅ e   j ⋅116.1 ⋅deg    2284.2⋅ e   590.8⋅ e− j ⋅34.4 ⋅deg     − j ⋅150.5 ⋅deg  632.5⋅ e    651.9⋅ ej ⋅81.4 ⋅deg   
  • 29. Compensator R and X Setting CT p = 700 Zlinei := N p t = 20 V2 − V4 i i Ireg i Z avg := mean( Zline) Z set := Z avg⋅ CT p Np t  0.1671 + 0.4037j    Zline =  0.0541 + 0.3817j   0.1426 + 0.4188j    Z avg = 0.1212 + 0.4014j Z set = 4.2 + 14j volts
  • 30. IEEE 13 with Regulator Set • Set source voltage to 120 V. • Set regulator control. – R and X = 4.2 + j14 – Set voltage output (level) to 121. • Analysis Manager – Set regulator to step. • Run voltage drop. – Show results – Show profile
  • 31. IEEE 13 with Regulator Set
  • 32. Full Load with Regs, no Caps 135 135 133 Node Voltage 131 V.a 129 127 V.b 125 V.c 123 121 119 115 117 115 1 1 2 3 Node 4 5 5
  • 33. Use WindMil “Set Regulation” • Select Voltage Drop. – Analysis Manager • Set regulators to infinite. • Set source to 126 volts. • Select Set Regulation. – Analysis Manager • • • • • Select substation regulator. Select Node 4 as load center. Most desirable voltage = 121 Tolerance 2% Unbalanced study
  • 35. WindMil R and X settings
  • 36. WindMil with R 4.8, X = 14.4 and no feeder caps • Set source voltages to 120. • Set voltage level (output voltage) to 121 V. • Run Voltage Drop.
  • 37. WindMil R and X setting with no feeder capacitors
  • 38. WindMil with regs, no caps 135 133 Node Voltage 131 Va 129 127 Vb 125 Vc 123 121 119 117 115 1 2 3 Node 4 5
  • 40. Observations • Regulator taps – Phase a: 12 – Phase b: 13 – Phase c: 15 • Concern that Phase c is near maximum tap • Concern about high voltage at Node 2 • Need to add shunt capacitors
  • 41. Shunt Capacitors • Source reactive power – Phase A: 834 kVAr – Phase B: 805 kVAr – Phase C: 1040 kVAr • Install shunt capacitors – Node 3: 100 kVAr per phases a,b,c – Node 4: 300 kVAr per phases a,b,c – Node 4: Switched 300 kVAr per phases a,b,c
  • 42. WindMil R and X settings with capacitors
  • 43. Full Load with Regs and Caps
  • 44. Observations • Regulator taps – Phase a: 6 – Phase b: 6 – Phase c: 8 • Concern for voltage unbalance at Node 4
  • 45. Node 4 Voltage Unbalance  119.8  V4 :=  124     121.4  Vavg := mean V4 Dev :=  1.9333  Dev =  2.2667    0.3333   i ( ) V4 − Vavg i Vunbalance := max( Dev ) Vavg ⋅ 100 Vunbalance = 1.862 Vavg = 121.7333 %
  • 46. Minimum load of 50% • Analysis manager – Set load growth to -50% • Run voltage drop – Observe power factor at source – Switch 900 kVAr at Node 4
  • 47. 50% load reduction with all capacitors
  • 48. 50% load with all Capacitors
  • 49.
  • 50. 50% load with 900 kVAr at Node 4 switched off 135 133 Node Voltage 131 Va 129 127 Vb 125 Vc 123 121 119 117 115 1 2 3 Node 4 5
  • 51. 10% Growth with Original Capacitors
  • 52. 10% Load Growth • Analysis Manager – Set load growth to 10%. • Run voltage drop – Voltage profile – Check kVAr supplied by sub. – Install new shunt capacitors if necessary.
  • 53. 10% load growth with original capacitors
  • 54. 50% load reduction, switch off 900 kVAr at Node 4
  • 55. 10% Load Growth with original caps
  • 56. 10% Growth with 300 kVAr added at Node 10
  • 57. 10% Load Growth 100 kVAr per phase added at Node 10
  • 58. IEEE 34 Node Test Feeder • Will be used to: – Determine location of downstream step voltage regulators – Voltage level – R and X settings • My method • WindMil method
  • 59. Modified IEEE 34 Node Test Feeder http://ewh.ieee.org/soc/pes/dsacom/testfeeders.html 29 23 28 22 27 33 Sub 2 3 4 5 6 26 15 21 7 9 24 14 16 17 18 8 13 1 19 20 30 31 32 10 11 12 25
  • 60. To Start • • • • • System is very unbalanced. System is very long (35 miles). Voltage level is 24.9 kV. Set substation output voltage to 126 volts. Run power flow for the IEEE 34 node system with no regulators or shunt capacitors (IEEE 34 Node Bare Bones).
  • 61. IEEE 34 with no regulators and no capacitors
  • 62. IEEE 34 with no regulators or capacitors
  • 63. Install substation regulators • Install 3 Step Voltage Regulators connected in grounded Y in the substation to start the regulation process. • Potential transformer ratio = 14,400/120 • Current transformer ratio = 100/0.1 • Voltage level = 126 volts • Bandwidth = 2 volts • R and X = 0 • Run power flow.
  • 64. Modified IEEE 34 Node Test Feeder http://ewh.ieee.org/soc/pes/dsacom/testfeeders.html 29 23 28 22 27 33 Sub 2 3 4 5 6 21 7 9 24 8 26 15 14 13 1 19 16 20 17 18 30 31 32 10 11 12 25
  • 65. IEEE 34 with Y connected sub regulators, Voltage Output (level) = 126, R and X = 0
  • 66. Voltage Profiles with Substation Regulators with Voltage Level = 126
  • 67. Observations and next step • Node 5 is the first node downstream where the voltage drops below 120. • Select Node 5 as the regulation point for the substation regulator. • Set regulators to infinite. • Run Set Regulator to compute R and X settings. • Set R and X on the sub regulator control. • Set voltage level on regulator to 120 volts. • Run power flow with regulators set as step.
  • 68. Sub Regulator set with R = 14.4 and X = 9.6 Voltage Output (level) = 120
  • 69. Install Regulators at Node 5 • Set voltage level = 126 • Regulator set to infinite • R and X = 0
  • 70. IEEE 34 Node Test Feeder http://ewh.ieee.org/soc/pes/dsacom/testfeeders.html 29 23 28 22 27 33 Sub 2 3 4 5 6 21 7 9 24 8 26 15 14 13 1 19 16 20 17 18 30 31 32 10 11 12 25
  • 71. Substation Regulators Set Regulators Installed at Node 5 Voltage Level = 126
  • 72. Observations • All voltages at Node 5 are between 119 and 121 volts. • The first downstream node where all of the voltages drop below 120 V is Node 11. • Set regulators to Infinite. • Run Regulation Set to compute R and X from Node 5 to Node 11. • Set regulators to step. • Run power flow.
  • 73. Sub and Node 5 (R=16.8, X = 7.2) Regulators Set
  • 74. Observations • • • • Install a regulator at Node 11. Set voltage level to 126. Set regulators to step. Run Voltage Drop.
  • 75. Regulator Installed at Node 5 29 23 28 27 22 33 Sub 2 3 4 5 6 21 7 9 24 8 26 15 14 13 1 19 16 20 17 18 30 31 32 10 11 12 25
  • 76. Reg at Node 11 Set to 126 Volts, R and X = 0
  • 77. Regulator at Node 5 set with V = 126 No R and X • With the regulator set at 126 volts, all of the downstream voltages in the main feeder are greater/equal to 120 volts. • No need to set R and X for this regulator • The only problems occur on the 4.16 kV line from 19 to 20.
  • 78. Profile including the 4.16 kV line
  • 79. Install regulator at secondary terminals of the transformer • • • • • • Potential Transformer Ratio = 2400/120 Primary CT Rating = 100 amps Calculate R and X. Set regulators to Infinite. Load center is Node 20. Run Set Regulation.
  • 80. System does not converge 4.16 Reg set with V = 122, R = 12, X = 7.2 • Use Set Regulation to compute R and X for Reg 11 and Reg 20 with voltage output = 122.
  • 81. Node 5: R = 9.6, X = 4.8; Voltage Output = 122 Node 20: R = 12, X = 9.6; Voltage Output = 122
  • 82. Set source voltage to 120 • Run with no capacitors. • Add capacitors.
  • 83. Source set to 120, no capacitors
  • 84. Correct feeder power factor to near 1 • Display P and Q on 4.16 kV line. – Install a three phase capacitor bank to supply most of the 4.16 kV kVAr load. – 75 kVAr/phase at Node 20 • Need to add 200 kVAr/phase – Node 16, 100 kVAr/phase – Node 822: 100 kVAr/phase A – Node 848: 100 kVAr/phase
  • 86. Final Regulator Tap Positions • • • • Sub Regulator: 9, 8, 7 Node 812: 10, 6, 7 Node 830: 5, 6, 7 Node 888: 12, 12, 12
  • 87. Final kVAr supplied by source • Source power factor: – Phase a: 43 (PF = 99.8 %) – Phase b: 71 (PF = 99.5 %) – Phase c: 16 (PF = 99.9 %)
  • 88. To be continued by you • Minimum load – Which capacitors to switch • Load growth – Where and how big new capacitor banks