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Improvement of the Gas Turbine Plasma Assisted Combustor Characteristics Serhiy Serbin * National University of Shipbuilding, Mikolayiv, 54025, Ukraine Anna Mostipanenkoª National University of Shipbuilding, Mikolayiv, 54025, Ukraine Igor Matveev Applied Plasma Technologies, McLean, Virginia, 22101 Albina Tropina Kharkov National Automobile and Highway University, Kharkov, 61002, Ukraine Theoretical and experimental investigations of the working processes in a low emission gas turbine combustor with plasma assistance have been conducted. Selected concept of a gas turbine combustor can provide higher performance, wider turn down ratios, lower emission of carbon and nitrogen oxides, demonstrate satisfactory major gravimetric and volumetric parameters. Obtained results and recommendations can be used for the gas turbine combustor operation modes modeling, geometry optimization, prospective propulsion and power generation units design and engineering. I. Introduction HE main requirements to combustors of the modern gas turbines are effectiveness, reliability, affordable life time, low emission, and high stability of operation. We believe in possibility to satisfy these restrictions for toxic components emission by development of low-emission combustors, in which occurs burning of lean fuel-air mixtures. This lean burn combustion provides decrease of the flame temperature up to 1950-1970 K, reduction of the chemical reacting zone, and accordingly decrease of NO x emission. The essential disadvantage of such a combustor type is limited air access coefficient operation range. It is possible to eliminate this imperfection using either additional diffusion jet-flame, which could support combustion, or by using plasma assisted combustion systems 1-4 . II. Mathematical modeling A 25 MW gas turbine combustor was chosen as a subject for investigation (Fig. 1). In this device principle of the partially premixed lean gas-air mixture burning is realized 5-8 . The modeling of physical and chemical processes in a gas turbine plasma assisted combustor is based on solutions of the differential equations of mass, impulse and energy conservation for the multi-component, turbulent, chemically reacting system 4, 8-10 . The equation for conservation of mass can be written as follows: m S v t U w U w ) ( & . The equation for conservation of momentum: * Professor, Dept. of Turbine Units, 9 Geroev Stalingrada Ave., Mykolayiv, Ukraine, 54025 ª Assoc. Professor, Dept. of Turbine Units, 9 Geroev Stalingrada Ave., Mykolayiv, Ukraine, 54025 President & CEO, 1729 Court Petit, McLean, VA 22101 Assoc. Professor, Theoretical Mechanics and Hydraulics Dept., Kharkov, Ukraine, 61002 T 49th AIAA Aerospace Sciences Meeting including the New Horizons Forum and Aerospace Exposition 4 - 7 January 2011, Orlando, Florida AIAA 2011-61 Copyright © 2011 by the American Institute of Aeronautics and Astronautics, Inc. All rights reserved.
Transcript

Improvement of the Gas Turbine Plasma Assisted Combustor Characteristics

Serhiy Serbin*

National University of Shipbuilding, Mikolayiv, 54025, Ukraine

Anna Mostipanenkoª National University of Shipbuilding, Mikolayiv, 54025, Ukraine

Igor Matveev† Applied Plasma Technologies, McLean, Virginia, 22101

Albina Tropina‡ Kharkov National Automobile and Highway University, Kharkov, 61002, Ukraine

Theoretical and experimental investigations of the working processes in a low emission gas turbine combustor with plasma assistance have been conducted. Selected concept of a gas turbine combustor can provide higher performance, wider turn down ratios, lower emission of carbon and nitrogen oxides, demonstrate satisfactory major gravimetric and volumetric parameters. Obtained results and recommendations can be used for the gas turbine combustor operation modes modeling, geometry optimization, prospective propulsion and power generation units design and engineering.

I. Introduction HE main requirements to combustors of the modern gas turbines are effectiveness, reliability, affordable life time, low emission, and high stability of operation. We believe in possibility to satisfy these restrictions for

toxic components emission by development of low-emission combustors, in which occurs burning of lean fuel-air mixtures. This lean burn combustion provides decrease of the flame temperature up to 1950-1970 K, reduction of the chemical reacting zone, and accordingly decrease of NOx emission. The essential disadvantage of such a combustor type is limited air access coefficient operation range. It is possible to eliminate this imperfection using either additional diffusion jet-flame, which could support combustion, or by using plasma assisted combustion systems1-4.

II. Mathematical modeling A 25 MW gas turbine combustor was chosen as a subject for investigation (Fig. 1). In this device principle of the

partially premixed lean gas-air mixture burning is realized5-8. The modeling of physical and chemical processes in a gas turbine plasma assisted combustor is based on

solutions of the differential equations of mass, impulse and energy conservation for the multi-component, turbulent, chemically reacting system4, 8-10. The equation for conservation of mass can be written as follows:

mSvt

)( . The equation for conservation of momentum:

* Professor, Dept. of Turbine Units, 9 Geroev Stalingrada Ave., Mykolayiv, Ukraine, 54025 ª Assoc. Professor, Dept. of Turbine Units, 9 Geroev Stalingrada Ave., Mykolayiv, Ukraine, 54025 † President & CEO, 1729 Court Petit, McLean, VA 22101 ‡ Assoc. Professor, Theoretical Mechanics and Hydraulics Dept., Kharkov, Ukraine, 61002

T

49th AIAA Aerospace Sciences Meeting including the New Horizons Forum and Aerospace Exposition4 - 7 January 2011, Orlando, Florida

AIAA 2011-61

Copyright © 2011 by the American Institute of Aeronautics and Astronautics, Inc. All rights reserved.

American Institute of Aeronautics and Astronautics

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Fgpvvvt st )()()( ,

where p is the static pressure, st is the stress tensor, g and F are the gravitational body force and external body forces, respectively. F contains other model-dependent source terms such as user-defined sources.

The energy equation:

hj

effjeff SvJTkpEvEt

))(())(()( ,

where effk is the effective conductivity, and jJ is the diffusion flux of species j . hS includes heat of chemical reaction, and any other volumetric heat sources.

For aerodynamic prediction the RNG-based k- -turbulence model was used. Transport equations have similar form as a standard k- -model:

kMbkj

effkj

ii

SYGGxk

xku

xk

t)()()( ,

SRk

CGCGk

Cxx

uxt bk

jeff

ji

i

2

231 )()()()( ,

,/20 kCt ),,,(0

kf stt ,

1)/1( 2

30

3

k

CR ./Sk

In these equations, kG represents generation of a turbulence kinetic energy due to the mean velocity gradients,

bG is the generation of turbulence kinetic energy due to buoyancy, MY represents the contribution of the fluctuating dilatation in compressible turbulence to the overall dissipation rate. The quantities k and are the inverse effective Prandtl numbers for k and , respectively, and kS and S are user-defined source terms.

For gas turbine combustor calculation the Eddy-Dissipation-Concept (EDC) model (detailed Arrhenius chemical kinetics incorporated in flames with turbulent fluctuations) has been used.

The EDC model assumes that reaction occurs in small turbulent structures, called fine scales. Species react in the fine structures over a timescale. Reactions proceed over the timescale, governed by Arrhenius rates and are

Figure 1. Low emission gas turbine combustor: 1, 2 – first and second channel collectors; 3, 4 – supply tubes for first and second channels; 5 – compressor

casing; 6 – burner device; 7 – fixing device; 8 – combustor casing; 9 – flame tube; 10 – pressure casing; 11 – diffuser; 12 – inner shell.

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integrated numerically using ISAT algorithm. So to calculate the net source of species i by chemical reaction it is necessary to find the volume fine scale and time scale. The length fraction and time scales are

1377,2,*4/3

kv ; 4082,0,*

2/1v .

III. Investigation of the working processes in a gas turbine combustor Results of 3D-modeling of ecological characteristics of a gas turbine combustor are shown in Figures 2-3. It is

known for selected gas turbine that uniformity of a temperature field in the output combustor cross section at a full load operation reaches 22 %, and experimental values of the NOx emission 20-36 ppm. Besides, lack of effective cooling of the outlet flame tube mixer and high temperature level near the walls may lead to appearance of the combustion instabilities.

The analyses of these phenomena were carried out using the 3D-computational modeling of the combustion

processes. The results of numerical experiments show: - lack of secondary air in the combustor’s mixing zone. As a result the secondary streams do not provide

effective and uniform dilution of the combustion products and do not penetrate enough into the hot flame cone in radial direction;

Figure 3. Nitrogen oxide emission depending on operational mode with different dependencies for [O] calculation:

- experiment; - calculation with traditional dependence; - calculation with proposed dependence.

Figure 2. Distribution of carbon monoxide emission depending on operational mode: - experiment; - calculation with three reaction mechanism;

- calculation with five reaction mechanism.

Mode number

Mode number

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- the air excess coefficient for the inner swirler of the flame tube is 1.39. This increases maximum mixture temperature in the combustor up to 2340 K, and creates favorable conditions for formation of thermal nitric oxides and hot flame cone in the flame tube;

- the air excess coefficient for the peripheral swirler of the flame tube is 2.3. This value in combination with a barrier cooling system may have negative impact on the carbon monoxide emission rate and stability of the burning process, and lead to appearance of the pulsations;

- a cooling system of the investigated chamber was designed not rationally. That leads to increased temperature of the flame tube mixer wall.

The results of the 3-D numerical experiments were used to offer directions of the combustor improvements, including the follows:

- simultaneous decrease of the air excess coefficient for the peripheral swirler up to 2.1 and increase of the air excess coefficient for the inner swirler up to 1.6-1.7. This allows reduce maximum temperature of the working medium inside the combustor and nitric oxides emission, and enhance the combustor’s stability;

- optimization of the wall cooling system with the aim of the air mass flow rate reduction by 10 %; - decrease of the secondary air mass flow rate and provide it’s rational supply into the mixing zone; - application of a plasma assisted system for the combustion processes stabilization in the flame tube for the

entire range of operating conditions. To implement proposed improvements the following changes in the basic flame tube design were suggested: - increase cross section of the secondary air orifices. This will allow increase the relative secondary air mass

flow rate from 15.7 up to 19.4 %; - place special liners in the secondary air holes to enhance the air streams penetration into the mixing zone; - replace the barrier cooling system of the flame tube on the convective one. This could allow reduce the relative

cooling air mass flow rate from 11.4 up to 10.2 %; - redirect air flow from annular channel of the convective cooling system into the flame tube through a butt

aperture behind the first raw of the secondary air holes and through the gaps around the liners placed on the secondary air holes;

- increase cross area of the peripheral swirler vane channel by increasing height of the swirler blades and their rotation on 1.5° Similarly increase cross area of the peripheral swirler exit cross section;

- place a plasma pilot into the central channel of the inner swirler for additional flame stabilization in the combustion zone.

Three-dimensional calculations of the processes in a modified gas turbine combustor gave a number of results and showed significant improvements of the combustor’s temperature distributions and ecological characteristics. They are as follows:

1. Maximum temperature level of the combustion products (Fig. 4) decreased by 190 degrees (from 2340 up to 2150 ), and as the result the calculated NOx emission reduced from 16 to 1 ppm with the conservation of the carbon monoxide emission. Note, that experimental value of the nitric oxides emission for the base operation mode was 20 ppm. Conformity of the numerical and experimental data may prove that the emission of harmful components will significantly decrease in real conditions. It is possible to reduce the nitric oxides emission by the factor of two with keeping CO on the same level.

a) b)

Figure 4. Temperature field in the combustor: a – basic case; b – modified.

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2. Total air flow rate for the flame tube cooling could be reduced by application of the convective cooling system. As a result of the secondary air flow rate increase and its deeper penetration into the flame tube by using of special liners in conjunction with reduction of the temperature level, the tangential temperature variation in the outlet cross section decreases from 19 up to 8.6 % (Fig. 5, 6).

3. The combustor’s stability thresholds expand considerably due to a plasma pilot stabilization in the lean fuel-

air mixture burning conditions. 4. The temperature field near the walls of the flame tube mixture becomes more favorable as the result of

dividing of the secondary air holes onto two rows and cooling air redirect from the convective cooling system annular channel (Fig. 7).

5. Total pressure losses in a modified combustor slightly decreased to 5.72 % for improved design from 6.11 % in the basic case.

a) b)

Figure 5. Temperature field in the combustor outlet cross section: a – basic case; b – modified.

a) b)

Figure 6. Temperature field variation in the combustor outlet cross section: – radial (average); b – tangential (maximum); - basic case; - modified.

No. of thermocouples sector No. of thermocouples sector

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IV. Conclusion The developed universal mathematical model of three-dimensional chemically reactive flows enables to forecast

exit thermal and ecological characteristics of a gas turbine combustor working on gaseous fuels. The results of the model’s verification confirm its validity for the wide spectrum of operating conditions.

The outcomes of numerical simulations demonstrated significant dependence of the working process in the gas turbine plasma assisted combustor on the flow and chemical regimes. Obtained information allowed to improve design of the 25 MW low-emission gas turbine combustion chambers with plasma assistance.

References 1Matveev, I., Serbin, S., “Experimental and Numerical Definition of the Reverse Vortex Combustor Parameters”, 44th AIAA

Aerospace Sciences Meeting and Exhibit, 9-12 January 2006, Reno, Nevada, AIAA-2006-0551. 2Matveev, I., United States Patent 7,452,513 B2 “Triple Helical Flow Vortex Reactor”, issued Nov. 18, 2008. 3Matveev, I., United States International Publication Number WO 2008/122849 A2 for “Powerplant and Method Using a

Triple Helical Vortex Reactor”, 16.10.2008. 4Matveev, I., Serbin, S., Mostipanenko, A., “Numerical Optimization of the Tornado Combustor Aerodynamic

Parameters”, 45th AIAA Aerospace Sciences Meeting and Exhibit, 8-11 January 2007, Reno, Nevada, AIAA 2007-391. 5Bondin, J.I., Michajlov, A.B., “The main results of the pilot exploitation of GTE DN80L on “Sofievskaja” Compression

Station”, Marine and energetic gas turbine building, Vol. 1, GTR&PC "Zorya-Mashproekt", 2004, Nikolaev, p. 7–16. 6Mostipanenko, A.B., “Ecological safety increasing of the gas turbine units by means of technology of low-emission fuel

combustion technology”, Scientific study collection of NUS, 1 (412), 2007, Mykolayv, p. 100-108. 7Budanova, N. ., Vantsovskiy, V.G., orotich, E.V., “Development of the low-emission combustion chambers for the gas

turbine engines DN70, DN80, DB90”, Marine and energetic gas turbine building, Vol. 1, GTR&PC "Zorya-Mashproekt", 2004, Nikolaev, p. 31-35.

8Serbin, S.I., Mostipanenko, A.B., “Development of the mathematical model of toxic components formation in combustors of the stationary gas turbine units”, Scientific studies of MSHU, 49(36), 2006, Mykolayv, p. 38-44.

9Launder, B. E., Spalding, D. B., Lectures in Mathematical Models of Turbulence, Academic Press, London, 1972. 10Choudhury, D., “Introduction to the Renormalization Group Method and Turbulence Modeling”, Fluent Inc. Technical

Memorandum TM-107, 1993.

a) b)

Figure 7. Temperature field near the inner wall of the outlet mixer: a – basic case; b – modified.


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