i The Future of Electric Power Transmission MOD

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Some thoughts on….
The Future of Electric
Power Transmission
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Enhancing Capacity of today’s Systems:
Improve Capacity thru
1. Better using intrinsic characteristics of transmission lines
2. Adding equipment to achieve greater flows
Series compensation
Reactive power sources
Phase angle shift
Increasingly dependent on power
electronics ….“FACTS”
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Current-activated Tension Adjuster
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Distributed Reactive Drop Compensation
Series quadrature voltage adjuster:
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Enhancing Capacity of todays System:
Improve Capacity thru
1. Better using inherent characteristics of transmission lines
2. Adding equipment to achieve greater flows
Series compensation
Reactive power sources
Phase angle shift
Increasingly dependent on power
electronics ….“FACTS”
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How many MW/ft2?
25’
250 ft2
10’
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Poynting Vector Analysis
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S = E xH
25’
2
S max
E max
=
Zi
E max = 30
250 ft2
kV
cm
S max = 12,000
MW
m
2
= 1,115
P = 278,810 MW
MW
ft
2
10’
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How are we doing?
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138 kV
~ 200 MW
(0.08%)
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High Phase Order Transmission
3 phase
6 phase
12 phase
Infinite phase order
in
tin
la
su
g
condu
cting
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It Works….but imagine the substation!
3 phase
6 phase
12 phase
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1. ACCR
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Potential for Current & Voltage Uprating
Reconductoring allows:
1. Current uprating by reducing sag
2. Voltage uprating by creating extra clearance and
room for more insulators. (Light weight allows
bundling)
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2. High Surge Impedance Loading Construction
X reduced
C increased
Voltage
(kV)
69
138
230
500
SIL (MW)
Normal
HSIL
9-12
10-40
40-50
50-120
120-130
130-440
950-1,000
1,000 - 2,000
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3. HVDC Conversion
Advantages:
1. Full time-utilization of insulation
2. DC Operating advantages
Obstacles:
1. High cost per incremental kW
2. Bi-pole system leaves 1/3 of a valuable line
investment idle
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3. Tri-pole HVDC
An extra conductor….. Why not an extra bridge?
DC
1
2
AC
AC
A
B
C
1-pole
Converter
A
B
C
3
AC
1-pole
Converter
A
B
C
1-pole
Converter
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Symmetrical
Bi-Pole
Asymmetrical
HVDC
Modulation
modulation
options
1.00
Pole 1
Pole 2
-1.00
Conductor 3
Conductor 3 is idle except in emergencies
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Symmetrical
CurrentAsymmetrical
Modulation
Modulated
modulation
HVDC
options
One pole reversible, in current & voltage:
1.37
Pole 1
Pole 2
-1.37
1.00
Pole 3
-1.00
Pole 3 alternately relieves current from pole 2…then pole 1
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Symmetrical
Asymmetrical
Asymmetrical
Modulation
Modulation
modulation
options
One reversible pole:
PoleThe
1 tri-pole system:1.37
1. Carries 37% more power than a bi-pole on
the same 3-conductor system.
2. Reduces losses, for the same power, by 20%
Pole 2
3. Can loose any conductor or pole, act like
a
-1.37
bi-pole, and still transmit 73% of its
maximum power.
4. Needs no ground return.
1.00
Pole 3
-1.00
Pole 3 alternately relieves current from pole 2…then pole 1
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Symmetrical
CurrentAsymmetrical
Modulation
Modulated
modulation
HVDC
options
1.37
Pole 1
Pole 2
-1.37
1.00
Pole 3
-1.00
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Symmetrical
Transitional
Transitional
Modulation
Ramps
ramps
options
Ramp holds constant DC Power
1.0
I1
0.5
-0.5
I2
-1.0
0.5
I3
-0.5
178
180
182
o
Modulating Pole regulated to
hold neutral current to zero
4 of a 6 minute period = 4
seconds
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Symmetrical
Transitional
Transitional
Modulation
Ramps
ramps
options
Constant-polarity currents overlap.
providing time to reverse modulating pole
polarity
I1
I2
I3
T
(Detailed control simulation demonstrated by
Dennis Woodford)
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Symmetrical
Transitional
Transitional
Modulation
Ramps
ramps
options
Simulation (By Dennis Woodford) of the
transition with example control logic:
Power (MW) Pole 1
Power (MW) Pole 2
Power (MW) Pole 3
Total Tri-pole power (MW)
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Symmetrical
Economics
Transitional
Modulation
- AC ramps
Conversion
options
Issues:
1.
Tri-pole terminals are 10% to 20% more
expensive per kW
2.
This premium is offset by higher DC/AC power
ratio…lower cost per incremental kW
3.
Tri-pole makes 37% better use of prior
transmission line investment
4.
Tri-pole losses are lower
5.
Tri-pole has 50% higher redundancy.
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Symmetrical
500kV
kVModulation
Conversionoptions
Example
AA500
conversion
example
Different ways to bring loading up to thermal capacity
350
Loss / Mile / Phase = kW
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Conductor Thermal Limit
250
385 kV Tri-Pole
200
436 kV Bi-pole
150
100
436 kV Tri-Pole
500 kV AC
50
0
0
500
1000
1500
2000
2500
3000
Power Transfer = MW
3500
4000
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Symmetrical
The
Transmission
case for
Modulation
“promoting”
line “promotion”
options
230 kV
St. Clair Curve for 500 kV and 230 kV:
5,000
4,500
4,000
Loading - MW
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3,500
3,000
2,500
2,000
1,500
500 kV
1,000
230 kV
500
0
0
100
200
300
Miles
400
500
600
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Symmetrical
230
Transmission
kV Promotion
Modulation
line “promotion”
options
Convert the 230 to tri-pole HVDC, feed terminals from
the 500 kV Bus (If the 230 kV can be spared from its
own network)
1,400
1,200
Loading - MW
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500 kV AC
200 kV Tri-pole HVDC
1,000
2000 a.
800
600
400
230 kV AC
200
0
0
100
200
Miles
300
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Symmetrical
What
The case
about
Modulation
for
new
new
HVDC
tri-pole
options
circuits?
lines
MCM/2
MCM
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/////\\\\\/////\\\\\/////\\\\\/////\\\\\/////\\\\\/////\\\\\
/////\\\\\/////\\\\\/////\\\\\/////\\\\\/////\\\
Bi-pole w Ground Return Tri-pole without Ground Return
MW = 1.00 R = .5
MW = 1.37
R = .78
All towers have approximately equal wind & weight
loading….approximately the same cost in $/mile
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Symmetrical
HVDC
The case
options
Modulation
for new
– all tri-pole
equal
options
MW
lines
100%
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90%
80%
4 Pole + G
3 Pole
70%
3 Pole + G
All options
suspended from a
single tower.
Redundancy
60%
2 Pole + G
4 Pole
50%
Weight Loading
Wind Loading
Average of Weight & Wind Loading
40%
All cases are relative to the 2-pole case
without ground return.
30%
All Cases represent the same MW rating
20%
10%
3 Phase AC
2 Pole
0%
1
1.1
1.2
1.3
1.4
1.5
1.6
1.7
Tower Cost Index
1.8
1.9
2.0
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Symmetrical
KeyConclusion
technical
Modulation
/ economic
options
issues
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ƒ
It’s worthwhile reviewing the basics of conductor
configuration and use…e.g. “bundled circuits”
ƒ
DC will play a bigger role in future systems. Tri-pole
appears to have cost and reliability advantages both for
conversion and for new lines where metallic ground
return is used.
ƒ
Higher voltage bi-directional valves are needed both
multi-terminal and tri-pole applications.
ƒ
Reliability criteria need to better accommodate internal
circuit redundancy.
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