Aero-derivative gas turbines fuelled by biogas.
Popescu, Jeni ; Vilag, Valeriu ; Petcu, Romulus 等
1. INTRODUCTION
Environmental laws adopted at Brussels require a stabilized level
of waste production until 2012. Moreover, the member states confronts to
new limitations in the field of waste management. Studies are made and
solutions are demanded in many countries. The use of waste materials is
not only excellent suitability for alternative fuel production--biogas,
it also creates some additional benefits by reducing large polluting
biomass quantities. The biogas is produced by means of anaerobic
digestion its main components being C[H.sub.4] and C[O.sub.2] in
different proportions (Nikolic, 2005).
2. BIOGAS COMBUSTION IN GAS TURBINES
2.1 Background
The use of biogas in gas turbines has gained interest in recent
years because of its CO2 neutral aspect. However, only two ground
applications, cogenerative plants, are known in this direction: first
developed in 1992 in U.K. by SITA Packington, using a Rolls-Royce TM
501-KB5, and the second one in Sweden, by TURBEC, using a T100 micro gas
turbine. Both gas turbines were primarily designed for gaseous fuels and
industrial use.
2.2 Theoretical considerations on combustion process
Considering known the chemical composition of a system, the
calculation of its thermodynamic properties are permitted, proprieties
that can be used in a large variety of applications in chemistry and
chemical engineering. The combustion process was analyzed through the
Gordon program (Gordon, 2002) allowing the obtaining of the chemical
equilibrium of the composition for imposed thermodynamic states by
defining the parameters. The considered gas turbine is an aviation
turbo-shaft of 882 KW, with known performances and design, originally
equipping a transport helicopter.
[FIGURE 1 OMITTED]
Knowing the admission temperature in the compressor the compression
ratio for a considered turbo-shaft, of 6.6, and the adiabatic
coefficient for air, 1.4, the admission temperature in the combustion
chamber can be calculated as input data for the calculus program.
It is of interest for us to compare the combustion process
parameters for the classic jet fuel, kerosene, and the bio-gas.
The maximum temperature for kerosene is calculated from the general
combustion reaction, taking into consideration an air excess of 1--6,
is:
[C.sub.12][H.sub.23] + a x ([O.sub.2] + 3.76[N.sub.2]) [right
arrow] b x [H.sub.2]O + c x C[O.sub.2] + d x [N.sub.2] + e x [O.sub.2]
(1)
The bio-gas composition is 50% methane and 50% carbon dioxide. The
general combustion reaction is applied in the same manner as for
kerosene and helps determining the variation of the maximum temperature
(Fig.1).
(C[H.sub.4] + C[O.sub.2]) + a x ([O.sub.2] + 3.76 x [N.sub.2])
[right arrow] b x [H.sub.2]O + c x C[O.sub.2] + d x [N.sub.2] + e x
[O.sub.2] (2)
From the obtained diagrams, the air excess results for the maximum
temperature reached in the gas turbine, 1063 K. Knowing (KLIMOV
CORPORATION, 1973) the fuel mass flow rate, the quantity of air
necessary for the combustion process and the air excess, we can
calculate the air mass flow rate and the fuel mass flow rate (Pimsner,
1964).
2.3 Numerical applications for biogas combustion
Computational Fluid Dynamics (CFD) is a computer-based tool for
simulating the behaviour of systems involving fluid flow, heat transfer
and other related physical processes. It works by solving the equations
of a fluid flow over a region of interest, with specified conditions on
the boundary of that region.
Different calculus techniques for the thermodynamic phenomenon
inside the combustion chamber of the gas turbines were mostly based on
experiments (Carlanescu, 1997). The high cost of experimentation
determined its reduction by using virtual experiments with the help of
numerical simulations.
The geometry of the combustion chamber was considered well known.
The fuel to be burned with the air inside this chamber is a biogas in
equal volumetric proportions of methane and carbon dioxide. The other
contained species are neglected, considered as impurities. The
combustion chamber geometry was modelled in CAD software and processed
in a CFD environment.
The first numerical study consists in the determination of the
geometry of the injector such as to obtain a good injection jet. The
injector is considered as in Fig. 2, the simulation consisting in the
variation of x, but mainly the angle a.
[FIGURE 2 OMITTED]
[FIGURE 3 OMITTED]
For the numerical simulation some hypotheses have been proposed in
order to reduce the calculation domain and, consequently, the necessary
time to obtain the solution. Due to the fact that the original
combustion chamber has eight identical injectors positioned in the same
plane at the same radius from the longitudinal axis of the gas turbine,
the main simplifying hypothesis is that the calculation domain can be
reduced to a single sector from the eight identical ones formed, Fig. 3.
This hypothesis implies that the air mass flow rate is equally divided
among the eight "pies" and the fuel mass flow rate is equally
divided among the eight injectors.
The second hypothesis is that the walls of the combustion chamber
adiabatically isolate the internal flow, meaning that are no loses of
heat produced during the combustion.
The third important hypothesis, which reduces the number of
equations to be solved, is that the thermal conductivity of the wall is
neglected, their only purpose being to direct the flow. This is close to
reality since our purpose is to study steady states only.
The boundary conditions used for the simulations have been
calculated from theory or have been taken from the given data from the
constructor of the engine. The main goal of the CFD application is to
define the injector geometrical configuration to transform the combustor chamber for bio gas so that the new gas turbine engine functions in
safety conditions.
The air pumped into the combustion chamber is formed by oxygen
[O.sub.2] and nitrogen [N.sub.2] in 1:3.76 molar ratios. The mass flow
is 6.75 kg/s = 8 x 0.84375 kg/s and the working pressure is 6.4 bars.
The mass flows of the fuels were determined from thermodynamics after
selecting the working regime from the comparison shown before between
the original kerosene fuel and the biogas.
2.4 Numerical results
Considering the previously described hypotheses, the injection
angle and the temperatures in the combustion chamber were determined.
From the temperature and its variation with the air excess for biogas it
was determined the necessary biogas mass flow to be injected. The value
was used to define the geometry of the injector, length x and angle a.
The results for different angles are presented in Fig. 4.
[FIGURE 5 OMITTED]
The most important numerical result is the temperature in of the
combustor chamber and at the exit of the combustion chamber, in front of
the turbine inlet, and it was used like a constriction for configuration
and dimensioning of the burner. Actually, by its help and by the given
mass fuel flux it was verified that a certain working regime was
obtained. The obtained average temperatures at the exit of the chamber
are close enough to the ones given by the constructors.
3. CONCLUSIONS
The bio-gas was analyzed from the combustion point of view compared
to kerosene, for an aviation gas turbine and diagrams were realized
tracking the variation of the maximum temperature with the air excess.
CFD simulations are used for design purposes in many activity
fields from the engineering domain. For the current work CFD was used
for redesign the combustion chamber of an aviation gas-turbine in order
to be able to work on bio-gas instead of the original fuel, kerosene.
First it was studied the geometry of the injector by varying two of its
parameters, second the necessary injection velocity and third the
combustion itself for the desired working regime. All the simulations
were conducted with respect to reliability and safety since the
gas-turbine shall be use for industrial plants.
4. REFERENCES
Carlanescu, C. (1997), Turbomotoare de aviafie. Aplicafii
industrial (Aviation Gas-Turbines. Industrial Applications), Editura
Didactica si Pedagogica, Bucuresti
Gordon, S. (2002), NASA Glenn Coefficients for Calculating
Thermodynamic Properties of Individual Species, TP-2002-211556
KLIMOV CORPORATION (1973), Motorul de aviatie turbopropulsor
TV2-117-A si reductorul VR-8 (TV2-117-A Aviation Turboprop and VR-8 Gear
Box),
Nikolic, V. (2005), Producerea si utilizarea biogazului (Producing
and Using the Biogas), Chiminform Data, Bucuresti
Pimsner, V. (1964), Energetica turbomotoarelor cu ardere interna
(Energetics of Internal Combustion Gas-Turbines), Editura Academiei
Republicii Populare Romane
POPESCU, J[eni]; VILAG, V[aleriu]; PETCU, R[omulus]; SILIVESTRU,
V[alentin]; STANCIU, V[irgil]*
* Supervisor, Mentor
Table 1. Air quantity, air excess and mass
flow rate for the two studied fuels
Fuel minL [lamdba] [m.sub.fuel]
[kg/s]
Kerosene 14.6 4.6 0.0983
Biogas 4.57 4.3 0.3355