The Electric Power Research
Institute Continuous Emissions Monitoring Heat
Rate Discrepancy Project
An
Update Report - December 1996
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Authors
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Richard D. McRanie
Stephen K. Norfleet
RMB Consulting & Research, Inc.
5104 Bur Oak Circle
Raleigh, North Carolina 27612
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Charles E. Dene
Electric Power Research Institute
3412 Hillview Avenue
Palo Alto, California 94303
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Abstract
Since installing continuous emissions
monitoring systems (CEMS) as required by the Acid Rain
Rule (40 CFR Part 75), many utilities have noted that the
CEMS are recording consistently higher heat input and SO2 emissions
than conventional methods (input/output and output loss).
The apparent CEMS bias is causing utilities to report
more heat input and SO2 and CO2 emissions than are believed to be justified.
Many believe that the major problem is Method 2, the
Environmental Protection Agency (EPA) standard
measurement method for stack volumetric flow rate. It has
been clearly shown by previous work in this project that
Method 2 will be biased high in the presence of
"swirling stack flow" and, since all of the
stack volumetric flow monitors are calibrated to Method 2
measurements, a high bias in Method 2 will be directly
transferred to the flow monitors. In addition to the
potential high bias in stack flow measurement, any high
bias in SO2 or CO2 stack gas concentration measurement will also
bias the overall mass (lb/hr) emission rate.
In order to better understand the
problem, the Electric Power Research Institute (EPRI) has
initiated a project to identify the cause(s) for the high
heat input and SO2/CO2 emissions measurements. This project has three
basic objectives: (1) to understand the potential error
in Method 2 under stack flow conditions by the review of
existing literature and data, (2) to demonstrate the
validity of the literature assessments by conducting flow
measurements in a specially designed "swirl
tunnel," and, (3) to verify the flow and heat input
errors, and identify the cause(s) in full scale field
tests.
This paper describes the results of the
full scale field measurements portion of this project.
The field tests were conducted under tightly controlled
conditions so that the error sources can be identified
and quantified. Almost every possible source of heat rate
discrepancy was simultaneously evaluated. Flue gas flow
measurements were made using different 2-D and 3-D
pitots. Independent gas concentration measurements were
made. Unit heat rate was determined using the
conventional input/output method. Multiple fuel sampling
and analysis approaches were used. The results of this
simultaneous, multiple methodology approach helped shed
light on the sources of heat input error.
Introduction
Virtually all electric utility power
plants were required to install CEMS as a result of the
Acid Rain Program mandated by the Clean Air Act of 1990.
Monitors were required for SO2, NOX, CO2 and stack volumetric flow rate. In addition to
measuring emissions, CEMS have been used (using fuel
F-factors, CO2 concentration and the volumetric flow rate) to
obtain boiler heat inputs and, subsequently, unit heat
rates. Since the installation of the CEMS, many plants
have found that the heat input/rate as determined by the
CEMS was higher (by 5-25%) than determined by
conventional heat rate methods (input/output or output
loss). This discrepancy is disconcerting since all of the
methods should give equivalent results. The heat input
value from the CEMS was immediately suspect since there
is more than a 50-year history with the conventional
methods and, in many cases, the heat input from the CEMS
was simply thermodynamically improbable. The individual
component of the heat input measurement that was
suspected to be the major cause of the problem was the
volumetric flow measurement. The flow measurement
instruments were new and unproven while the CO2 instruments
and F-factors had been used for a number of years.
If, in fact, the flow measurement was
in error, the problem became more than disconcerting; it
became a matter of money. The flow measurement is a
fundamental component of the SO2 tonnage emission calculation and, if high,
results in excess SO2 allowances being used. A SO2 allowance
permits a utility to emit one ton of SO2 and the
allowances can be bought and sold (~ $75 per ton) on the
open market. Therefore, using excess allowances can have
a multimillion dollar impact on a large utility. In
addition, many utility boilers have operating permits
that contain heat input and SO2 tonnage limits and, in the past, compliance
with these limits has been demonstrated with fuel
analysis. Some state agencies and EPA regional offices
have begun using the CEMS data to evaluate compliance
with the permit limits and have started applying pressure
on utilities that are showing "excess"
emissions and heat input.
The problem of high heat input was so
pervasive throughout the utility industry and the costs
of excess allowances were so great that the Electric
Power Research Institute (EPRI) initiated a project with
RMB Consulting & Research, Inc. to better understand
the high heat input measurement problem. The objectives
of the project are; (1) to identify the source(s) of the
heat input discrepancy, (2) to quantify the errors, and
(3) to suggest ways to reduce the error. In order to
accomplish these objectives a three-task project was
developed. Since flow measurement errors were suspected
as the primary problem, the first task was to conduct a
literature/technology survey on flow measurement methods
and potential errors. This work has been completed and a
report has been published (EPRI TR-106698, available to
EPRI members only). The results of Task 1 were also
reported in a paper presented at the May 1996 EPRI CEM
Users Group Meeting in Kansas City. Task 2 was to
construct a "swirl tunnel" and to test various
pitot configurations under controlled yaw swirl
conditions. This work has been completed and is reported
in another paper at this conference. Task 3 was to
confirm the results of the swirl tunnel work and to
define and quantify error sources in a series of tightly
controlled field tests at power plants that were
experiencing CEMS heat input measurement errors. This
paper reports those field test results.
Description of Units Tested
Field testing was performed at two
large coal-fired units. The first series of tests was
performed at Wisconsin Power & Light's Columbia Unit
2. Columbia Unit 2 is a conventional 560 MW (gross) unit
that burns Wyoming low-sulfur, sub-bituminous coal. The
CEMS is a typical dilution extractive system equipped
with an ultrasonic flow monitor. The CEMS and test ports
are located in the stack approximately 2.5 diameters up
from the entrance of two opposed entry ducts. The stack
diameter at the test location is 21 feet. The unit is
equipped with gravimetric coal feeders/scales using the
latest load cell-based technology. It also has an on-line
heat rate monitoring system.
The second series of tests was
performed at Cooperative Power's Coal Creek Unit 2. Coal
Creek Unit 2 is a 560 MW (gross) that burns lignite from
an on-site mine (mine-mouth). The unit is equipped with a
lime-based SO2 scrubber. Lignite is supplied to the unit by
six gravimetric feeders/scales which were a mix of load
cell-based and an older technology. The CEMS is a typical
dilution extractive system equipped with an ultrasonic
flow monitor. The CEMS and test ports are located in the
stack approximately 7.7 diameters up from the single
entry duct. The stack diameter at the test location is
25.6 feet. This unit is also equipped with an on-line
heat rate monitoring system.
Columbia Unit 2 Field Test
Five tests were conducted at Columbia
Unit 2. These tests were based on preliminary findings on
Unit 2 that revealed flow with moderate yaw and pitch
components. Also, since the yaw components varied from
port to port, four additional test ports were added at a
45-degree offset from the original ports. The five tests
included runs designed to compare the results of S-type
and 3-D pitot measurements and to evaluate the effect of
test port variation. During each test CEMS, coal flow and
reference method measurements were taken. Tests 1 and 2
were conducted with the unit operating at about 520 MW
(gross); Tests 3-5 were conducted with the unit operating
at about 550 MW (gross).
- Test 1: S-type/3-D
comparison, No Test Port Variation
- Test 2: S-type Only, No Test
Port Variation
- Test 3: S-type/3-D
comparison w/Test Port Variation (Full Load)
- Test 4: S-type/3-D
comparison, No Test Port Variation (Full Load)
- Test 5: S-type/3-D
comparison w/Test Port Variation (Full Load)
Figure 1 and Table 1 below show
comparisons of stack flow data for the tests performed at
full load. The S-type pitot measurements averaged 4.1%
higher (2.9%-5.2%) than the 3-D probe. This small
difference demonstrated the effect of the slight yaw
swirl on the S-type pitot.
TABLE
1. WP & L's Columbia Unit 2
Stack Flow Comparison |
Test |
Flow
(wscfm, millions) |
3-D |
S-Type |
CEM |
3a |
1.431 |
1.489 |
1.406 |
3b |
1.428 |
1.469 |
1.406 |
3c |
1.434 |
1.508 |
1.406 |
4 |
1.423 |
1.477 |
1.422 |
5a |
1.433 |
1.492 |
1.435 |
5b |
1.417 |
1.467 |
1.435 |
5c |
1.449 |
1.518 |
1.435 |
Average |
1.431 |
1.489 |
1.421 |
Table 2 below also shows
another effect of the swirl variation from port-to-port
on the S-type pitot. As the effective yaw angle
increases, the bias seen in the S-type measurements (as
compared with the 3-D probe values) increases. [It should
also be noted that the CEMS flowmeter measured slightly
lower than the 3-D probe and considerably lower than the
S-type pitot. The reason for this is unclear.]
TABLE
2. S-Type Pitot and 3-D Probe Comparison at
Various Ports |
Probe |
Test
3 Flow (scfm) |
Test
5 Flow (scfm) |
Original
Ports |
New
Ports |
All
(8) Ports |
Original
Ports |
New
Ports |
All
(8) Ports |
3-D |
1428000 |
1434000 |
1431000 |
1417000 |
1449000 |
1433000 |
S-type |
1469000 |
1508000 |
1489000 |
1467000 |
1518000 |
1492000 |
Yaw,
Pitch1 |
4",
5" |
8",
3" |
6",
4" |
6",
5" |
8",
3" |
7",
4" |
Error
(%) |
2.87 |
5.16 |
4.05 |
3.53 |
4.76 |
4.12 |
1Average
absolute yaw and pitch angle |
To
illustrate the bias effects in terms of unit heat rate,
the results of the full load tests (Tests 3-5) are shown
below in Figure 2.
For consistency, only flow traverse
values taken from the original test ports are included.
Except as indicated by the 3-D corrected bar, the data in
Figure 2 are uncorrected and based on manual Delta P
readings. The standard Fc-factor of 1800 for
subbituminous coal was used and no corrections were made
for wall effects. The unit heat rate based on S-type
pitot flow measurements and reference method CO2 values was an
average of 10.8% higher and the heat rate based on CEMS
data was an average of 9.8% higher than the heat rate
calculated using the input/output method. The uncorrected
heat rate based on 3-D probe flow measurements and
reference method CO2 values was an average of 7.1% higher than the
input/output method. Figure 2 also shows that, with the
proper corrections, the 3-D-based heat rate agrees well
(within 1.9%) with the input/output method. (Discussions
of the corrections are included in a following subsection
-- See Heat Rate Bias Components)
Curves depicting the yaw/pitch
variation measured during the Columbia tests are shown
below in Figures 3 and 4.
The "d" traverse points are
closest to the wall and the "a" points are
closest to the stack center. Data for two different 3-D
probes are shown. The DAT probe is a commercially
available probe that is widely used by stack testing
firms. The MS5 probe is a spherical probe that was custom
fabricated for this test program. The MS5 probe has the
advantage of significantly higher Delta P output relative
to the DAT probe. While there was some variability in the
angles measured from test-to-test and fairly significant
differences from port-to-port, the pitch and yaw patterns
remained relatively consistent during the tests. This is
not to suggest that these "swirl" patterns are
consistent over longer time periods.
Coal Creek Unit 2 Field Test
Seven tests were conducted at Coal
Creek Unit 2. During each test run, separate but
simultaneous measurements were taken by test teams from
FERCo, RMB's stack test subcontractor and Climax, EPA's
stack test subcontractor. (While many measurements were
duplicated, not all measurements for all tests were
performed by both test teams given the physical
limitations of the test site.) All tests were conducted
with the unit operating at full load, 560-565 MW (gross).
During each test CEMS, coal flow and reference method
measurements were taken.
- Test 1: FERCo S-type and
3-D; Climax S-type and 3-D
- Test 2: FERCo 3-D; Climax
S-type
- Test 3: FERCo S-type and
3-D; Climax S-type and 3-D
- Test 4: FERCo 3-D; Climax
S-type and 3-D
- Test 5: FERCo S-type and
3-D; Climax S-type and 3-D
- Test 6: FERCo 3-D; Climax
S-type and 3-D (w/near wall measurements)
- Test 7: FERCo 3-D; Climax
S-type and 3-D
For simplification, various aspects of
the tests are included in the preceding list. A
"French" probe was also tested as a potential
alternative to the S-type pitot and, while favorable,
those results are not included in this paper. Yaw nulling
techniques were also investigated but the results are not
included herein.
Table 3 below shows a comparison of
simultaneous stack flow measurements recorded by FERCo
and Climax.
TABLE
3. Comparison of FERCo/Climax Flow Measurements |
S-Type
Flow (kscfm) |
Test |
FERCo |
Climax |
Difference
(%) |
1 |
1890.0 |
1880.0 |
0.53 |
3 |
2027.0 |
1990.0 |
1.83 |
Average |
1958.5 |
1935.0 |
1.18 |
3-D
Flow (kscfm) |
Test |
FERCo |
Climax |
Difference
(%) |
1 |
1694.0 |
1649.0 |
-2.66 |
3 |
1722.0 |
1712.0 |
-0.58 |
4 |
1669.0 |
1670.0 |
0.06 |
6 |
1693.0 |
1680.0 |
-0.77 |
7 |
1708.0 |
1710.0 |
0.12 |
Average |
1697.2 |
1684.2 |
-0.77 |
The measurements showed
excellent agreement with an average S-type flow value
disagreement of less than 1.2% and an average 3-D
measurement disagreement of less than 0.8%. (Since such
good agreement was found, the average of any duplicate
measurements taken by FERCo and Climax was used in any
subsequent analysis contained in this paper.)
Figure 5 and Table 4 below show a
comparison of simultaneous stack flow measurements
recorded during the seven tests. The S-type pitot
measurements were an average of 15.0% higher
(12.3%-19.9%) than the 3-D probe. This large difference
demonstrated the effect of the significant amount of
swirl (the average yaw angle was ~ 21 ) on the S-type.
The CEMS flowmeter reported values an average of 6.6%
higher (2.4%-9.9%) than the 3-D probe.
TABLE
4. Cooperative Power's Coal Creek Unit 2 Stack
Flow Comparison |
Test |
Flow
(wscfm, millions) |
3-D |
S-Type |
CEM |
1 |
1.672 |
1.885 |
1.711 |
2 |
1.734 |
1.980 |
1.835 |
3 |
1.717 |
2.009 |
1.864 |
4 |
1.670 |
1.940 |
1.799 |
5 |
1.670 |
2.002 |
1.836 |
6 |
1.687 |
1.900 |
1.758 |
7 |
1.709 |
1.920 |
1.837 |
Average |
1.694 |
1.948 |
1.806 |
To
illustrate the bias effects in terms of heat rate, the
results of the full load tests are shown in Figure 6
below. The data in Figure 6 are uncorrected and based on
manual readings. Except as indicated by the 3-D corrected
bar, the standard Fc-factor of 1910 for lignite was used
and no corrections were made for wall effects.
The heat rates based on S-type pitot
flow measurements and reference method CO2 values were
an average of 23.7% higher than heat rate values
calculated using the input/output method and values based
on CEMS data were an average of 18.6% higher. The heat
rates based on uncorrected 3-D probe flow measurements
and reference method CO2 values were an average of 8.1% higher. Figure 6
also shows that, with proper corrections, the 3-D-based
heat rate agrees well (within 3.4%) with the input/output
method.
Curves depicting the yaw/pitch
variation measured during the Coal Creek tests are shown
below in Figures 7 and 8. While there was some
variability in the angles measured from test-to-test and
fairly significant difference from port-to-port, the
pitch and yaw patterns remained relatively consistent
during the tests. This is not to suggest that these
"swirl" patterns are consistent over long time
periods.
Heat Rate Bias Components
Figures 9 and 10 below illustrate the
discrepancies observed between heat rates based on 3-D
measurements and the input/output method at Columbia and
Coal Creek. As the figures show, once a few biases were
corrected, there was excellent agreement between the two
measurements. The corrected 3-D-based heat rate agreed
within 1.9% of the input/output-based heat rate at
Columbia and within 3.4% at Coal Creek.
Corrected biases to the 3-D-based heat
rate values included:
- Fc-factor. At
Columbia, the Fc-factor calculated based on the
average coal percent as-fired carbon and average
gross calorific value as determined from as-fired
samples collected during the tests was 1839 scf
CO2/mmBtu. Using the standard Fc-factor of
1800 would result in an overestimation of the
heat rate by approximately 2.2%. At Coal Creek,
the Fc-factor determined from the as-fired coal
analysis was 1942 scf CO2/mmBtu. Using the standard Fc-factor of
1910 for lignite would result in an
overestimation of the heat rate by approximately
1.6%.
- Wall effects. The
S-type and the 3-D flow values were based on
equal area traverses which do not take into
account the fact that the stack velocity goes to
zero at the stack wall. To account for this
effect, near wall measurements were taken at Coal
Creek. Based on numerical integration, not taking
into account the wall effects introduces a bias
of 1.9%. Similar effects were also seen in the
"swirl" tunnel tests. (Although near
wall flow measurements were not taken at
Columbia, it is assumed that the wall effect at
Columbia is approximately equal to that seen at
Coal Creek based on the similarity of the
stacks.)
- Manual pressure reading bias.
During the field tests, pitot Delta P readings
were made both manually using calibrated
magnehelics and automatically using a data logger
equipped with precision pressure transducers.
Subsequent analysis revealed a consistent bias in
the manual readings when compared to the readings
collected automatically using the data logger.
This bias appears to be related to a tendency of
individuals to overestimate when doing
"eyeball averaging" of fluctuating
readings. At Columbia, the manual readings
resulted in flow values 1.1% higher than those
based on the automatic readings. At Coal Creek,
the manual readings resulted in flow values 0.9%
higher than those based on the automatic
readings.
With S-type pitot measurements, in
addition to the bias introduced by the Fc-factor, wall
effects and manual pressure readings, bias is also
introduced by non-axial flow:
- Non-axial flow. The
difference between the S-type and the 3-D flow
values is related to the non-axial components of
the flow that are erroneously included in the
velocity head of the S-type measurement. At
Columbia where only small non-axial flow
components were found, the S-type pitot yielded
full-load flow values that were 4.1% higher than
the 3-D measurements. Thus, the S-type
measurements, and subsequently the CEMS flowmeter
data, were biased 4.1% high due to non-axial flow
conditions. At Coal Creek where significant
non-axial flow components were found a 15.0% high
bias due to non-axial flow conditions was seen.
Since CEMS flowmeters are calibrated
and certified using S-type pitot reference method flow
measurements, any bias in the reference method would be
passed on to the certified flowmeter. These
"calibration bias" effects include wall
effects, non-axial flow effects and manual pressure
reading bias. In addition to "calibration bias"
and Fc-factor bias, any bias in the CEMS CO2 measurement
would also be transferred to the CEMS-based heat rate
value:
- CO2 Discrepancies. Tables 5
and 6 below show comparisons of average CEMS and
reference method CO2 values for Columbia and Coal Creek,
respectively. A consistent bias is seen in the
CEMS values when compared with the reference
method.
TABLE
5. WP & L's Columbia Unit 2 CEM v. Reference
Method CO2 |
Test |
Reference
Method CO2
(%) |
CEMS CO2
(%) |
Error (%) |
1 |
12.38 |
12.93 |
4.44 |
2 |
12.20 |
12.92 |
5.90 |
3 |
12.48 |
12.74 |
2.09 |
4 |
12.36 |
12.77 |
3.32 |
5 |
12.45 |
12.75 |
2.41 |
Average |
12.37 |
12.82 |
3.63 |
TABLE
6. Cooperative Power's Coal Creek Unit 2 CEM v.
Reference Method CO2 |
Test |
Reference
Method CO2
(%) |
CEMS CO2
(%) |
Error (%) |
1 |
11.16 |
11.48 |
2.87 |
2 |
11.10 |
11.38 |
2.52 |
3 |
10.99 |
11.31 |
2.91 |
4 |
11.18 |
11.53 |
3.13 |
5 |
11.15 |
11.50 |
3.14 |
6 |
11.02 |
11.45 |
3.90 |
7 |
11.03 |
11.51 |
2.41 |
Average |
11.09 |
11.45 |
3.26 |
At Columbia, the CEMS
values were an average of 3.6% higher than the reference
method values. At Coal Creek, the CEMS values were an
average of 3.3% higher than the reference method values.
Any bias in the CEMS CO2 measurements would result in a corresponding
bias in the CEMS-based heat rate. While some of the CEMS
CO2
error may be attributed to calibration drift, we believe
there may be a fundamental measurement difference
relative to the reference method. Small errors in CO2 are not
generally considered to be significant; however, at a
nominal 10,000 Btu/kWh unit heat rate an absolute 0.1% CO2 error is
equivalent to about 100 Btu/kWh error in the heat rate.
Further study of CO2 error sources may be desirable.
Conclusions
This paper has evaluated the results of
carefully controlled stack tests at two sites to
determine unit heat rate in comparison with conventional
input/output heat rate methodology. Closure within 1.9%
was achieved at one site and within 3.4% at the other.
Error sources impacting CEMS heat input/heat rate
measurements were identified and quantified.
It is clear that the EPA Reference
Method 2 is biased high in the presence of yaw swirl in
the stack. The amount of bias is related to the amount of
yaw swirl--the greater the swirl, the higher the bias.
This results in a high bias in stack volumetric flow
monitors (and all emissions calculated using the flow
monitors) because all of the monitors are presently
"calibrated" to Method 2. There is also a
positive bias from the stack wall effect that is
approximately 2%. EPA should allow the use of 3-D pitots
to eliminate the yaw bias and should also allow a wall
effect correction.
At the two sites tested there was also
a small bias (average 1.9%) in the fuel Fc-factor and the
present Acid Rain rules allow for this correction.
"Eyeball" manual readings of Delta P also
appear to have a slight (~ 1%) positive bias relative to
computerized instrumental readings.
Both field test sites also showed a
positive CO2 CEM bias that was partially due to "within
specification" calibration drift; however, there was
some indication of an inherent positive bias. This
apparent problem should be investigated in more detail.
It is clear from these field tests that
well controlled stack tests, using precise test methods,
can be made to produce heat rate measurements that agree
(within experimental error) with conventional heat rate
methodology. Without equivalent EPA Reference Method
accuracy and precision, as well as appropriate real,
physical corrections, many utilities will continue to
report inaccurate, high-biased emissions under the Acid
Rain Program.
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