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Copyright © 2005 by ASME1
Proceedings of HT2005
2005 ASME Summer Heat Transfer Conference
July 17-22, 2005, San Francisco, California, USA
HT 2005-72037
Multi-hole Film Cooling with Integrally Woven SiC-SiC Ceramic Wall Panels
Jayesh M Mehta
TK Engineering, Cincinnati, OH.
jayesh.mehta@ae.ge.com
Garry Brown and Fengquan Zhong
Department Of Mechanical And
Aerospace Engineering,
Princeton University, Princeton
Dale Shouse and Craig Neuroth
AFRL, Dayton, OH.
Dave Marshall and Brian Cox
Rockwell Science Center
Thousand Oaks, CA
Abstract:
In the paper we have focused numerically on
coupled heat transfer for multi-hole cooling of an
integrally woven ceramic matrix composite combustor
liner numerically. In particular, through carefully
planned thought experiments we propose to expand
the current state-of-the-art design space for the
combustor liners to include shallow film injection
angles, very small diameter film holes, and a novel film
injection scheme that features opposing, staggered,
shallow film cooling jets. The numerical results
suggest that integrally woven SiC-SiC ceramic panels
featuring shallow film angles (~O (100
)), small hole
diameter (O (0.25 mm)), and opposed film jets yield
film effectivenesses that are significantly higher than
the current technology - super alloy film panels. This
has the potential for significant cooling air saving that
can be re-introduced in the combustor dome region
and result in lower NOx emissions.
Key Words:
Integrally Woven SiC-SiC CMC, Film Cooling,
Combustors, Emissions.
1.0 Introduction:
Continuous silicon carbide fiber reinforced
silicon carbide matrix (SiC-SiC) composites are
candidates for high temperature applications in the gas
turbine industry [1]. These composites offer a variety
of physical properties, such as, low coefficient of
thermal expansion, low density, and resistance to
thermal shock. Furthermore, they offer increased high
temperature stiffness, and strength properties
stemming from a variety of toughness mechanisms [2].
The high temperature potential of the integrally
woven SiC – SiC CMC also leads to several other
benefits in a combustor environment. For example,
compared to a conventional super alloy, a CMC liner
can withstand up to 1300 0
C. As a result, it requires a
significantly lower fraction of total cooling air where the
saved cooling air can now be re-introduced in the
combustor dome to affect a leaner combustion –
ensuing lower NOx emissions. In addition, the CO
emissions are lower due to reduced quenching in the
thinner film at the wall.
Figure 1 depicts the schematic of a two-skin
CMC structure that could form an annular wall of a
typical gas turbine combustor. As shown in the Figure,
the outer, colder skin is constructed of a conventional
super alloy while the inner - hotter skin and the
supporting pins are integrally woven SiC-SiC ceramic
fabrics. The integrally woven struts can also be
fabricated from super alloy. The details of the weaving
process and associated thermal and mechanical
properties can be found in Cox, Davis, Marshall, and
Yang [3], or Mehta, Shouse, Holloway, Cox, and
Marshall [4]. In Figure 2, we have schematically
described a simplified construct of an annular
combustor liner and the associated transport
processes. In this design, the outer skin is attached to
Copyright © 2005 by ASME2
the engine structure at the aft end, while the CMC
hotter skin is suspended from it through individually
spaced struts that are integrally woven with the CMC
skin. As the combustor temperature increases, the
outer skin grows at a rate that is different from the
inner-hotter skin whereby the mismatch in the thermal
growth of the two skins is absorbed by the compliant
pins.
From the heat transfer standpoint, the outer
skin facilitates impingement on the backside of the hot
skin while multi holes woven in the hot skin facilitate
film cooling. The hot skin could be as thin as 1 mm;
the intra-skin spacing between hot and cold liners
could be as narrow as 2 mm, while the outer skin
could be designed as a load bearing support structure
with its thickness being as high as 2 mm. A 1mm hot
skin thickness facilitates good conduction that is
enhanced by effective impingement as well as
convection in the narrow channel on the backside.
Mehta et al [5] have investigated transport
mechanisms associated with woven ceramics.
However, recently studies have appeared in the open
literature that focus on film cooling of these structures
[6]. In particular, an ability to weave multi-hole panels
with a large number of holes, shallow flow angles, and
smaller hole-to-hole spacing offers several
opportunities for developing innovative multi-hole film
cooling schemes that are only specific to ceramic
structures.
As a result, in the study we have focused on
assessing novel multi-hole cooling schemes for
integrally woven ceramics. In particular, we view this
paper as a collection of numerical thought
experiments that expand the current film cooling
design space to include integrally woven ceramic
structures.
L
h d
w
Combustion
gas
air
h
d
w
Hot Ceramic Liner
Cold metallic
impingement baffle
Metallic Pins
Figure 1 Schematic Of A Potential CMC
Combustor Liner Scheme
Film Cooling
Holes
air
Impingement Holes
L
h d
w
Combustion
gas
air
h
d
w
Hot Ceramic Liner
Cold metallic
impingement baffle
Metallic Pins
Figure 1 Schematic Of A Potential CMC
Combustor Liner Scheme
Film Cooling
Holes
air
Impingement Holes
Conduction
Combustor casing Fixed At One End
Cold Impingement Baffle And Holes
Hot CMC Combustor Liner
with Metallic pins And Normal Holes
Film Cooling Holes
Impingement Holes
Thermal Growth Mismatch
Between Impingement baffle
And Liner absorbed by
compliant metallic pins
T film, h gas,
η
Impingement,
Convection, and
Radiation
Figure 2 Detailed Configuration And basic HT mechanisms For a CMC Combustor Liner
Conduction
Combustor casing Fixed At One End
Cold Impingement Baffle And Holes
Hot CMC Combustor Liner
with Metallic pins And Normal Holes
Film Cooling Holes
Impingement Holes
Thermal Growth Mismatch
Between Impingement baffle
And Liner absorbed by
compliant metallic pins
T film, h gas,
η
Impingement,
Convection, and
Radiation
Conduction
Combustor casing Fixed At One End
Cold Impingement Baffle And Holes
Hot CMC Combustor Liner
with Metallic pins And Normal Holes
Film Cooling Holes
Impingement Holes
Thermal Growth Mismatch
Between Impingement baffle
And Liner absorbed by
compliant metallic pins
T film, h gas,
η
Impingement,
Convection, and
Radiation
Figure 2 Detailed Configuration And basic HT mechanisms For a CMC Combustor Liner
Copyright © 2005 by ASME3
Main Flow
Film Cooling Flow
Film Cooling Holes
CMC Plate
2.0 Film Cooling Research:
Lin et al [7] have presented a summary of
recent experimental studies in the area of adiabatic
film effectiveness. Most relevant among them refer to
investigations by Mayle and Camarata [8], and Sasaki
et al [9] who studied angled film cooling for a turbine
leading edge application. Both of them evaluated the
adiabatic film effectiveness for square as well as for
the staggered cooling pattern. Leger, Miron, and
Emido [10], recently investigated multi-hole film
cooling for a combustor liner. They concluded that hole
angle inclination and hole diameter have strong
influences on cooling effectiveness and cooling air
consumption. In particular, they demonstrated the
detrimental influence of too high a film hole angle and
the film hole diameter. The film hole angle controlled
the jet penetration into the boundary layer with the
higher angle causing the jet to mix more readily with
the hot gases. On the other hand, the larger hole
diameter with the same percentage open area results
in less effective film coverage.
In addition to the experimental studies, various
investigators have carried out numerous
Computational Heat Transfer studies over the past
several years. In one of the earlier studies on film,
cooling Mehta and Burrus [11], and Mehta [12] had
developed a simplified 2-D parabolic scheme,
featuring a Low-Re Turbulence model [13]. Evidently,
due to its parabolic 2-D nature, it could not handle
flows with increasingly adverse pressure gradients and
results featured limited accuracy. More recently,
Demuren, Rodi, and Schonung [14], have performed
3-D computations with injection from a single row of
holes. They considered non-isotropic turbulent
viscosities and diffusivities for closure and reached
good agreement with experimental data. However, Lin
and Shih [15] have reported results that are more
accurate. They used k-ω/SST turbulence model for the
closure of the ensemble-averaged governing
equations. Kumar and Mongia [16] recently evaluated
two turbulence models for multi-hole cooling on gas
turbine combustor liners. The first model by Sarkar
and So [17], seemed to match experimental data well
and the second model by Yang and Shih [18] provided
less accurate comparison.
With the advent of powerful microprocessors,
the Direct Numerical Simulation (DNS) of the
compressible Navier-Stokes equations is becoming a
reality for at least low Reynolds number (Reθ < 1000)
cooling systems. In one such study, Zhong and Brown
[6] have investigated a film cooling system operating at
a relatively low Reθ of 620. They also coupled the heat
transfer on both sides of multi-hole liner. In their
coupled numerical study, turbulent mixing was
modeled accurately with the DNS formulation. The
mean velocity and temperature profiles matched
reasonably well with their experimental data.
3.0 Uniqueness of the Present Study:
The current film cooling design space is
limited to either effusion cooling [18] in porous
materials or film cooling with large diameter holes (>
0.5 mm), large film injection angles (>200
), staggered
pattern, large mass blowing ratios (with an associated
large cooling flow requirement), and film injection in
the downstream direction. In general, manufacturing
processes, aerodynamic considerations or
complexities associated with laser drilling of these
holes impose these constraints on the current design
space.
With the advent of integrally woven film cooled
liners we propose to expand this design space to
include: smaller diameter holes (< 0.3 mm), shallower
film injection angles (< 200
), lower film jet velocities
(with associated lower cooling flow requirement), and
film injection that is in the upstream as well as in the
downstream directions.
Therefore, the thought experiments of this
study present a solution space that is particularly
applicable to thin, multi holed, woven ceramic liners of
future advanced gas turbine combustors.
Figure 3 Computational Domains for the
Numerical Model
Copyright © 2005 by ASME4
4.0 Numerical Studies:
Figure 3 depicts the domain of the numerical
simulations that includes the main flow channel, five
rows of film cooling holes, and a plenum that feeds
these holes. The inlet plane for the main flow was
located 20 hole diameters upstream of the first row of
holes, while the exit plane was positioned 50 hole
diameters downstream from the last row of holes. The
inlet and exit planes were assumed adiabatic, while
periodic boundaries were assumed for the planes in
the transverse directions. The Reynolds-Averaged
Navier Stokes (RANS), and energy equations were
discretized using a second-order upwind scheme, and
they were solved using CFX - 5[19]. The pertinent
turbulence model was the SMC-ω the Reynolds stress-
ω model, while the low-Re scalable wall-function [19]
provided the near-wall treatment.
4.1 Film Cooling Model Anchoring:
With the objective of anchoring the above
model for inlet velocity, turbulence, and grid
parameters, we had carried out numerical studies for
the test conditions of Leger, Miron, and Emidio [10]. In
particular, the following test conditions were simulated
for anchoring:
Mjet = 0.52,1.26,2.10; Th/Tc = 1.04, 1.10, and 1.25 [1].
In the above, Mjet is the mass blowing ratio,
while Th and Tc are the free stream temperatures of the
hot and cold streams, respectively. In addition, the
cooling hole diameter was 0.508 mm while the film
angle was varied from 30 degrees to 150 degrees from
horizontal. The film-cooling pattern featured a
staggered arrangement with hole-to-hole spacing
(axial as well as transverse) of six diameters.
In Figure 4, we have compared the film
effectiveness for three angles of injection; 300
, 900
(normal), and 1500
(upstream). As shown in the Figure,
the numerical predictions not only compare well with
the measured effectiveness, but replicate the trends
reasonably well too. For 300
, and 900
injections, the
effectiveness shows very little difference, if any, in the
intra-multi hole zone. However, downstream of the
multi-hole zone the film effectiveness drops
Figure 4 Model Comparisons with Experimental
Data of Ref [10].
sharply for normal injection, compared to 300
.
Moreover, for 1500
injection, the film effectiveness
accumulates rapidly in the intra-multi hole zone, but
then it drops off rather sharply in the downstream
direction.
Figure 5 depicts the variation of the film
effectiveness with blowing ratio. As shown in the
Figure, the numerical model replicates the
effectiveness values as well as the trends reasonably
well.
We must point out that that the above
anchoring of the model was achieved with about 1.1
million nodes. This has resulted in grid resolution (in
the boundary layer) as follows: ∆x+
= 9.2, and ∆z+
=
8.7, while in the normal direction there were 16 grid
lines below y+
= 15. Furthermore, for these study the
inlet turbulence intensity was fixed at 6%, while the
turbulence length scale was fixed at 12% of the main
flow channel height.
Influence Of Hole Angle
Model Anchoring with Ref. 10
0.62
0.66
0.7
0.74
0.78
0.82
0.86
0.9
-40 0 40 80 120 160
x (mm) - Distance From First Row Of Holes
FilmEffectiveness
30 (Ref 10)
90(Ref 10)
150(Ref 10)
30(CF-X)
90(CF-X)
150(CF-X)
Copyright © 2005 by ASME5
Figure 5 Model Comparisons with Experimental
Data of Ref [10].
4.2 Film Cooling for Woven Ceramics:
Most of the work cited above have reported
film cooling effectiveness for film cooling parameter
ranges as outlined in Table 1. For a woven ceramic
liner these boundaries can now be relaxed to include
an extended range as shown in the Table.
As the Table shows the woven ceramic
fabrics, extend the current design space dramatically
with attendant benefits in film cooling effectiveness. In
addition, the last item, the film injection direction also
deserves a special mention here. As Figure 4 depicts,
the upstream injection (α = 1500
) results in rapid
accumulation of the film effectiveness in the multi-hole
zone, but then it drops off sharply in the downstream
region. On the contrary, for the 300
downstream
injections, the film accumulation is slow but then it
drops off more gradually also. With the woven ceramic
CMC, it is now possible to devise a film-cooling
scheme
Figure 6 A Schematic of the CMC Weave with
Opposed Jets
that leverages on the above experience. As shown in
Figure 6, the integral weaving now allows one to place
two staggered rows of holes such that the emerging
jets oppose each other in the film sub-layer. This
arrangement offers the following advantages over the
conventional film injected in the stream wise direction.
1. For the same mass-blowing ratio, two
opposing jets result in lower momentum.
Consequently, the jet penetration into the
boundary layer is limited.
2. In its limit of the resultant near-normal
injection into the main flow and smaller hole-
to-hole spacing, this arrangement resembles
more closely transpiration cooling, and
2. Bore cooling is more effective due to shorter
conduction path between two adjacent rows of
holes.
Table 1 Range Of Film Cooling Parameters
Parameter Conventional Woven
cooling Ceramic
scheme Liner
1 Injection Hole: diameter - mm > 0.50 0.20 to 0.50
2 Injection Hole: Angle - Degrees 20 to 90 10 to 20
3 Injection Hole: Length - mm 2 to 6 6 to 12
4 Injection Hole: length/Diameter 4 to 12 24 to 30
5 Hole - to - Hole Spacing 6 to 8 4 to 6
(Multiple of Diameter)
6 Film Injection Direction Downstream Opposed jets
Influence Of Mass Blowing Ratio
0.52
0.62
0.72
0.82
0.92
-40 0 40 80 120
Distance From First Row Of Holes
x (mm)
Effectiveness
Mjet = 0.42 (ref 10)
Mjet = 0.42 (CF-X)
Mjet = 3.14 (Ref 10)
Mjet = 3.14 (CF-X)
Copyright © 2005 by ASME6
(b) Alpha = 90 deg
(c) Alpha = 170 deg
(a) Alpha = 10 deg
305 K 280 K 245 K
(b) Alpha = 90 deg
(c) Alpha = 170 deg
(a) Alpha = 10 deg
305 K 280 K 245 K
Influence Of Hole Angle
0.1
0.3
0.5
0.7
-40 -20 0 20 40 60 80 100
x (mm) - Distance From First Row Of Holes
FilmEffectiveness
10 deg
90deg
adiabatic
170 deg
4.3 Influence of Hole Angle Inclination:
For the same aero-thermal combustor
operating conditions, and same cooling flow, the hole
angle influences the cooling effectiveness through the
following interactive mechanisms:
1. The shallower angle results in longer
cooling passages through the liner
resulting in enhanced bore cooling, and
2. The shallower angle allows the cooling
flow to develop fully before it exits into the
hot gas path. Its subsequent mixing with
hot boundary layer occurs without much
penetration in the boundary layer.
Figure 7 depicts the computed span-wise
averaged variation of film effectiveness for different
film angles. Within the multi-hole region the film angle
(In the downstream direction) has little effect, if any.
However, downstream of the last row of cooling holes,
the film associated with 100
angles persists over a
longer distance, and provides significantly better
cooling compared to 900
.
Figure 7 Influence of Film Angle on Film
Effectiveness
In fact, for upstream injection (film angle 1700
), the film
builds up rapidly in the multi-hole region and then it
drops downstream. In addition, Figure 7 also depicts
the adiabatic film effectiveness, corresponding to 100
film injection for comparison. As shown, the conductive
film effectiveness is significantly higher for a highly
conductive thin ceramic wall than that for an adiabatic
wall. As we view this in the context of a thin ceramic
liner versus a thicker super alloy liner, the results
clearly suggest that the ability to use highly
conductive, thinner ceramic liner is one of the key
benefits of these liners.
Figure 8 shows temperature contours near the
liner surface for three film injection angles: 100
, 900
,
and 1700
. These contours are in a plane that is three
grid lines above the plate, and represent temperature
variations at y+
~ 5. As shown in Figure 8(a), the cold
film remains attached nearly to the wall (For 100
injection) where the film jet penetration is minimal
yielding better film effectiveness. On the other hand, at
900
, Figure 8(b), and at 1700
, Figure 8(c), the film jet
penetrates into the boundary layer and disrupts it -
causing lower film effectiveness. In addition, a rapid
drop of film effectiveness downstream of the film-
cooled zone for 1700
film injection is quite evident.
Figure 8 Temperature Contours for Three Film
Angles
4.4 Influence of the Hole Geometry and Pattern:
These influences for a metallic liner are well
established. A staggered hole pattern yields better-
averaged film effectiveness compared to the square
array [11]. In addition, a larger hole diameter as well
as closely spaced holes (i.e. Increased Open Area)
yield better film effectivenesses for a given blowing
ratio. However, implicit in the last two observations is
the fact that for the same blowing ratio, a larger hole
diameter or smaller hole-to-hole spacing would require
more cooling flow for the same cooling surface area. In
contrast, an ability to weave cooling holes with
diameters as small as 0.25 mm (Compared to the
current practice of holes 0.50 mm or greater) provides
an opportunity to develop film-cooling designs that are
at least as robust if not more effective than the current
practice. In the following numerical experiment, we
have compared film effectiveness for the smaller hole
(0.25 mm); with the larger hole (0.50 mm) for the same
percentage open area and the same cooling flow.
Copyright © 2005 by ASME7
For a non-adiabatic, ceramic liner - the
cumulative result is better film cooling effectiveness
which is caused by: the larger blowing ratio, and
improved bore cooling. A potential drawback of such a
scheme is the attendant higher-pressure drop across
the liner due to high film efflux velocities, and the
larger number of holes.
Figure 9 Benefit of a Ceramic liner over a
conventional liner for the same cooling flow
The resulting film cooling effectiveness for a
woven ceramic is compared with that for the current
technology metallic liner in Figure 9. As shown, a
metallic liner (with its current design parameter space,
Table 1), results in film cooling effectiveness
accumulating at a faster pace in the in the multi-hole
region compared to the scheme with smaller holes for
the ceramic liner.
4.5 Cooling with Opposed jets:
The above results demonstrate that the use of
integrally woven ceramics leads to a film cooling
design that replicates transpiration cooling, while
maintaining the benefits associated with conventional
metallic film cooling. The transpiration cooling with its
low hole-to-hole spacing, high blowing ratio with lower
cooling flow, and high bore cooling effectiveness is
probably the most effective scheme. However, it
suffers from high-pressure losses for a given cooling
flow. In addition, laser drilling of thousands of tiny
holes in a liner is prohibitive from a cost standpoint.
On the other hand, the integrally woven
ceramic liners allow one to achieve some of the
aerodynamic features of transpiration cooling without
associated pressure and cost penalties. One such
scheme is illustrated in Figure 6. As shown in the
Figure, two adjacent rows are configured in a
staggered manner with each row featuring jets that are
opposed. Recall from Figure 7 that an upstream facing
jet helps accumulate film effectiveness in the multi-
hole zone better than the downstream facing jet. In
contrast, the downstream facing film persists for longer
distances on the surface. In addition, the staggered
nature of the scheme, the smaller diameter holes, and
more effective bore cooling associated with thin,
shallow angled film holes result in better cooling
effectiveness.
Figure 10 Benefits Of opposed jets
Figure 10 depicts the variation of film
effectiveness for a ceramic liner with opposed film
cooling compared to that for the film injected into the
downstream as well as upstream direction only.
Figure 11 Temperature Contours for
Downstream, Upstream, and Opposed Jets
The opposed jet configuration results in the
rapid accumulation of the film in the film cooled zone
with very little, if any, deterioration of the film in the
downstream region.
A ceramic Liner Benefit Over A Conventional metallic Liner
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
0.9
-40 0 40 80
x (mm) - Distance From First Row Of Holes
FilmEffectiveness
Ceramic Liner
Metallic Liner
Influence Of Opposed Jets
0.1
0.3
0.5
0.7
-40 0 40 80
x (mm) - Distance From First Row Of Holes
FilmEffectiveness
10 deg
Opposed
170 deg
(b) Alpha = 170 deg
(c) Alpha = 10 and 170 deg
Opposed
(a) Alpha = 10 deg
305 K 280 K 245 K
(b) Alpha = 170 deg
(c) Alpha = 10 and 170 deg
Opposed
(a) Alpha = 10 deg
305 K 280 K 245 K
Copyright © 2005 by ASME8
Figure 11 shows the corresponding
temperature contours on the liner surface for
downstream injection (Figure 11(a)), for upstream
direction (Figure 11(b)), and opposed film injection,
Figure 11(c). As shown in the figure, two opposed jets
help to build up the film boundary layer rapidly in the
initial film-cooling region, followed by a more gradual
reduction in the effectiveness downstream.
5.0 Concluding Remarks:
In this paper, we present preliminary results of
numerical thought experiments that delineate the
behavior of film cooling parameters for an integrally
woven SiC-SiC ceramic combustor liner. The major
observations can be summarized as follows.
Woven ceramic liners with smaller hole
diameter and shallow film angles have the potential to
provide a film cooling effectiveness that is better than
the current metallic liner. In particular, small diameter
film cooling with opposed jets, in the limit, behave like
transpiration cooling though with reduced pressure
drop across the liner. In addition, the thin ceramic
liners with their higher effective conductance result in a
uniform temperature through the liner – which
potentially may result in significantly reduced thermal
stresses.
6.0 Acknowledgement:
This work was carried out under AFRL sponsored
SBIR (Small Business Innovative Research) grant:
AFRL – F33615-03-C-2342. The authors wish to thank
Drs. Dale Shouse and Mel Roquemore for their
support and continuing interest in the development of
the ceramic technology for combustors.
References:
[1]. Mital, S.K., Bhatt, R. T., and Murthy, P.L.N.,
2002, “Influence Of Constituents on the
Properties of Melt-Infiltrated SiC/SiC
Composites,” AIAA Paper No. 2002-1686.
[2]. Gowayed, Y.A., 1992, “An Integrated Approach to
mechanical and Geometrical Modeling of Textile
structural Composites,” Ph.D. Thesis, North
Carolina State University.
[3]. Cox, B.N., Davis, J.B., Marshall, D.B., and Yang,
Q.D., 2002, “Integral textile Ceramic Composites
for Turbine Engine Combustors,” GT-2002-
30056, ASME Turbo Expo 2002, Amsterdam.
[4]. Mehta, J.M., Shouse, D., Holloway, G., Cox, B.,
Marshall, D., 2004, “Optimization of Integrally
Woven SiC-SiC Ceramic Combustor Liner
Thermal Parameters,” AIAA Paper No. 2004-
4081.
[5]. Mehta, J. M, Shouse, Dale, Cox, B.N., Marshall,
Dave, Burrus, DL, Duncan, Beverly, 2004,
”Innovative SiC-SiC Ceramic Liner for the
Trapped Vortex Combustor (TVC) Concept,”
AIAA Paper No., 2004-0689.
[6]. Zhong, F., Brown, G. L., 2005, ‘Experimental and
Numerical Studies of Multi-Hole Cooled Ceramic
Matrix Composite Liners,” AIAA Paper No.
2005-3421.
[7]. Lin, Y., Song, B., Li, B., Liu, G., and Wu, Z.,
2003, “Investigation of Film Cooling
Effectiveness of Full Coverage Inclined Multi-
hole Walls with Different Hole Arrangements,”
GT2003-38881.
[8]. Mayle, R.E., and Camarata, F.J., 1975, “Multihole
Cooling Film Effectiveness and Heat Transfer,
Trans. Of the ASME, Journal of Heat Transfer,
Vol. 97, No. 2, pp 534-538.
[9]. Sasaki, M., Takahara, K., Kumagai, T., and
Hanano, M., 1979, “Film Cooling Effectiveness
for Injection from Multirow Holes,” Trans. Of
the ASME, Journal of Engineering for Power,
Vol. 101, No. 1, pp101-108.
[10]. Leger, B., Miron, P., Emidio, J.M., 2003,
“Geometric and Aero-Thermo Influences on
Multi-holed Plate temperature Application on
Combustor Wall,” Int. J. Of Heat and Mass
Transfer, Vol. 46, pp 1215-1222.
[11]. Mehta, J.M., Burrus, D. L., 1987, “A Numerical
Method to Predict Gas Turbine Combustor Film
Slot Effectiveness,” Proceedings of 8th
International Symposium on Air Breathing
Engines, pp.710-717, Cincinnati.
[12]. Mehta, J.M., 1985, “STANCOOL Prediction of
Adiabatic Film Effectiveness and Their
Comparison with Experimental Data,” General
Electric TM85-568.
[13]. Launder, B.E., and Spalding, D. B., 1974, “The
Numerical Computation of the Turbulent Flow,”
Comp. Meth. Appl. Mech. Engg. Vol. 3, pp
2690289.
[14]. Demuren, A.O., Rodi, W., and Schonung, B.,
1985, “Systematic Study of Film Cooling with a
Three Dimensional calculation Procedure,
ASME Paper No. 85-IGT-2.
Copyright © 2005 by ASME9
[15]. Lin, Y., L., and Shih, T., 1998, “Computations of
Discrete-Hole Film Cooling Over a Flat and
Convex Surface,” ASME Paper No. 98-GT-436.
[16]. Kumar, G.N., Mongia, H.C., 2000, “Validation of
Near-Turbulence Models for Film-Cooling
Applications in Combustors,” AIAA 2000-0480.
[17]. Sarkar, A., and O. R., 1997, “A Critical Evaluation
Of Near-Wall Two Equation Models Against
Direct Numerical Simulation Data,” Int. J. of
Heat and Fluid Flow, Vol. 18, pp. 197-208.
[18]. Yang, Z., Shih, T., 1993, “New Time Scale Based
k-e Model for Near Wall Turbulence,” AIAA
Journal, Vol. 31, pp. 1191-1198.

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Multi Hole Film Cooling with Integrally Woven SiC-SiC Wall Panels

  • 1. Copyright © 2005 by ASME1 Proceedings of HT2005 2005 ASME Summer Heat Transfer Conference July 17-22, 2005, San Francisco, California, USA HT 2005-72037 Multi-hole Film Cooling with Integrally Woven SiC-SiC Ceramic Wall Panels Jayesh M Mehta TK Engineering, Cincinnati, OH. jayesh.mehta@ae.ge.com Garry Brown and Fengquan Zhong Department Of Mechanical And Aerospace Engineering, Princeton University, Princeton Dale Shouse and Craig Neuroth AFRL, Dayton, OH. Dave Marshall and Brian Cox Rockwell Science Center Thousand Oaks, CA Abstract: In the paper we have focused numerically on coupled heat transfer for multi-hole cooling of an integrally woven ceramic matrix composite combustor liner numerically. In particular, through carefully planned thought experiments we propose to expand the current state-of-the-art design space for the combustor liners to include shallow film injection angles, very small diameter film holes, and a novel film injection scheme that features opposing, staggered, shallow film cooling jets. The numerical results suggest that integrally woven SiC-SiC ceramic panels featuring shallow film angles (~O (100 )), small hole diameter (O (0.25 mm)), and opposed film jets yield film effectivenesses that are significantly higher than the current technology - super alloy film panels. This has the potential for significant cooling air saving that can be re-introduced in the combustor dome region and result in lower NOx emissions. Key Words: Integrally Woven SiC-SiC CMC, Film Cooling, Combustors, Emissions. 1.0 Introduction: Continuous silicon carbide fiber reinforced silicon carbide matrix (SiC-SiC) composites are candidates for high temperature applications in the gas turbine industry [1]. These composites offer a variety of physical properties, such as, low coefficient of thermal expansion, low density, and resistance to thermal shock. Furthermore, they offer increased high temperature stiffness, and strength properties stemming from a variety of toughness mechanisms [2]. The high temperature potential of the integrally woven SiC – SiC CMC also leads to several other benefits in a combustor environment. For example, compared to a conventional super alloy, a CMC liner can withstand up to 1300 0 C. As a result, it requires a significantly lower fraction of total cooling air where the saved cooling air can now be re-introduced in the combustor dome to affect a leaner combustion – ensuing lower NOx emissions. In addition, the CO emissions are lower due to reduced quenching in the thinner film at the wall. Figure 1 depicts the schematic of a two-skin CMC structure that could form an annular wall of a typical gas turbine combustor. As shown in the Figure, the outer, colder skin is constructed of a conventional super alloy while the inner - hotter skin and the supporting pins are integrally woven SiC-SiC ceramic fabrics. The integrally woven struts can also be fabricated from super alloy. The details of the weaving process and associated thermal and mechanical properties can be found in Cox, Davis, Marshall, and Yang [3], or Mehta, Shouse, Holloway, Cox, and Marshall [4]. In Figure 2, we have schematically described a simplified construct of an annular combustor liner and the associated transport processes. In this design, the outer skin is attached to
  • 2. Copyright © 2005 by ASME2 the engine structure at the aft end, while the CMC hotter skin is suspended from it through individually spaced struts that are integrally woven with the CMC skin. As the combustor temperature increases, the outer skin grows at a rate that is different from the inner-hotter skin whereby the mismatch in the thermal growth of the two skins is absorbed by the compliant pins. From the heat transfer standpoint, the outer skin facilitates impingement on the backside of the hot skin while multi holes woven in the hot skin facilitate film cooling. The hot skin could be as thin as 1 mm; the intra-skin spacing between hot and cold liners could be as narrow as 2 mm, while the outer skin could be designed as a load bearing support structure with its thickness being as high as 2 mm. A 1mm hot skin thickness facilitates good conduction that is enhanced by effective impingement as well as convection in the narrow channel on the backside. Mehta et al [5] have investigated transport mechanisms associated with woven ceramics. However, recently studies have appeared in the open literature that focus on film cooling of these structures [6]. In particular, an ability to weave multi-hole panels with a large number of holes, shallow flow angles, and smaller hole-to-hole spacing offers several opportunities for developing innovative multi-hole film cooling schemes that are only specific to ceramic structures. As a result, in the study we have focused on assessing novel multi-hole cooling schemes for integrally woven ceramics. In particular, we view this paper as a collection of numerical thought experiments that expand the current film cooling design space to include integrally woven ceramic structures. L h d w Combustion gas air h d w Hot Ceramic Liner Cold metallic impingement baffle Metallic Pins Figure 1 Schematic Of A Potential CMC Combustor Liner Scheme Film Cooling Holes air Impingement Holes L h d w Combustion gas air h d w Hot Ceramic Liner Cold metallic impingement baffle Metallic Pins Figure 1 Schematic Of A Potential CMC Combustor Liner Scheme Film Cooling Holes air Impingement Holes Conduction Combustor casing Fixed At One End Cold Impingement Baffle And Holes Hot CMC Combustor Liner with Metallic pins And Normal Holes Film Cooling Holes Impingement Holes Thermal Growth Mismatch Between Impingement baffle And Liner absorbed by compliant metallic pins T film, h gas, η Impingement, Convection, and Radiation Figure 2 Detailed Configuration And basic HT mechanisms For a CMC Combustor Liner Conduction Combustor casing Fixed At One End Cold Impingement Baffle And Holes Hot CMC Combustor Liner with Metallic pins And Normal Holes Film Cooling Holes Impingement Holes Thermal Growth Mismatch Between Impingement baffle And Liner absorbed by compliant metallic pins T film, h gas, η Impingement, Convection, and Radiation Conduction Combustor casing Fixed At One End Cold Impingement Baffle And Holes Hot CMC Combustor Liner with Metallic pins And Normal Holes Film Cooling Holes Impingement Holes Thermal Growth Mismatch Between Impingement baffle And Liner absorbed by compliant metallic pins T film, h gas, η Impingement, Convection, and Radiation Figure 2 Detailed Configuration And basic HT mechanisms For a CMC Combustor Liner
  • 3. Copyright © 2005 by ASME3 Main Flow Film Cooling Flow Film Cooling Holes CMC Plate 2.0 Film Cooling Research: Lin et al [7] have presented a summary of recent experimental studies in the area of adiabatic film effectiveness. Most relevant among them refer to investigations by Mayle and Camarata [8], and Sasaki et al [9] who studied angled film cooling for a turbine leading edge application. Both of them evaluated the adiabatic film effectiveness for square as well as for the staggered cooling pattern. Leger, Miron, and Emido [10], recently investigated multi-hole film cooling for a combustor liner. They concluded that hole angle inclination and hole diameter have strong influences on cooling effectiveness and cooling air consumption. In particular, they demonstrated the detrimental influence of too high a film hole angle and the film hole diameter. The film hole angle controlled the jet penetration into the boundary layer with the higher angle causing the jet to mix more readily with the hot gases. On the other hand, the larger hole diameter with the same percentage open area results in less effective film coverage. In addition to the experimental studies, various investigators have carried out numerous Computational Heat Transfer studies over the past several years. In one of the earlier studies on film, cooling Mehta and Burrus [11], and Mehta [12] had developed a simplified 2-D parabolic scheme, featuring a Low-Re Turbulence model [13]. Evidently, due to its parabolic 2-D nature, it could not handle flows with increasingly adverse pressure gradients and results featured limited accuracy. More recently, Demuren, Rodi, and Schonung [14], have performed 3-D computations with injection from a single row of holes. They considered non-isotropic turbulent viscosities and diffusivities for closure and reached good agreement with experimental data. However, Lin and Shih [15] have reported results that are more accurate. They used k-ω/SST turbulence model for the closure of the ensemble-averaged governing equations. Kumar and Mongia [16] recently evaluated two turbulence models for multi-hole cooling on gas turbine combustor liners. The first model by Sarkar and So [17], seemed to match experimental data well and the second model by Yang and Shih [18] provided less accurate comparison. With the advent of powerful microprocessors, the Direct Numerical Simulation (DNS) of the compressible Navier-Stokes equations is becoming a reality for at least low Reynolds number (Reθ < 1000) cooling systems. In one such study, Zhong and Brown [6] have investigated a film cooling system operating at a relatively low Reθ of 620. They also coupled the heat transfer on both sides of multi-hole liner. In their coupled numerical study, turbulent mixing was modeled accurately with the DNS formulation. The mean velocity and temperature profiles matched reasonably well with their experimental data. 3.0 Uniqueness of the Present Study: The current film cooling design space is limited to either effusion cooling [18] in porous materials or film cooling with large diameter holes (> 0.5 mm), large film injection angles (>200 ), staggered pattern, large mass blowing ratios (with an associated large cooling flow requirement), and film injection in the downstream direction. In general, manufacturing processes, aerodynamic considerations or complexities associated with laser drilling of these holes impose these constraints on the current design space. With the advent of integrally woven film cooled liners we propose to expand this design space to include: smaller diameter holes (< 0.3 mm), shallower film injection angles (< 200 ), lower film jet velocities (with associated lower cooling flow requirement), and film injection that is in the upstream as well as in the downstream directions. Therefore, the thought experiments of this study present a solution space that is particularly applicable to thin, multi holed, woven ceramic liners of future advanced gas turbine combustors. Figure 3 Computational Domains for the Numerical Model
  • 4. Copyright © 2005 by ASME4 4.0 Numerical Studies: Figure 3 depicts the domain of the numerical simulations that includes the main flow channel, five rows of film cooling holes, and a plenum that feeds these holes. The inlet plane for the main flow was located 20 hole diameters upstream of the first row of holes, while the exit plane was positioned 50 hole diameters downstream from the last row of holes. The inlet and exit planes were assumed adiabatic, while periodic boundaries were assumed for the planes in the transverse directions. The Reynolds-Averaged Navier Stokes (RANS), and energy equations were discretized using a second-order upwind scheme, and they were solved using CFX - 5[19]. The pertinent turbulence model was the SMC-ω the Reynolds stress- ω model, while the low-Re scalable wall-function [19] provided the near-wall treatment. 4.1 Film Cooling Model Anchoring: With the objective of anchoring the above model for inlet velocity, turbulence, and grid parameters, we had carried out numerical studies for the test conditions of Leger, Miron, and Emidio [10]. In particular, the following test conditions were simulated for anchoring: Mjet = 0.52,1.26,2.10; Th/Tc = 1.04, 1.10, and 1.25 [1]. In the above, Mjet is the mass blowing ratio, while Th and Tc are the free stream temperatures of the hot and cold streams, respectively. In addition, the cooling hole diameter was 0.508 mm while the film angle was varied from 30 degrees to 150 degrees from horizontal. The film-cooling pattern featured a staggered arrangement with hole-to-hole spacing (axial as well as transverse) of six diameters. In Figure 4, we have compared the film effectiveness for three angles of injection; 300 , 900 (normal), and 1500 (upstream). As shown in the Figure, the numerical predictions not only compare well with the measured effectiveness, but replicate the trends reasonably well too. For 300 , and 900 injections, the effectiveness shows very little difference, if any, in the intra-multi hole zone. However, downstream of the multi-hole zone the film effectiveness drops Figure 4 Model Comparisons with Experimental Data of Ref [10]. sharply for normal injection, compared to 300 . Moreover, for 1500 injection, the film effectiveness accumulates rapidly in the intra-multi hole zone, but then it drops off rather sharply in the downstream direction. Figure 5 depicts the variation of the film effectiveness with blowing ratio. As shown in the Figure, the numerical model replicates the effectiveness values as well as the trends reasonably well. We must point out that that the above anchoring of the model was achieved with about 1.1 million nodes. This has resulted in grid resolution (in the boundary layer) as follows: ∆x+ = 9.2, and ∆z+ = 8.7, while in the normal direction there were 16 grid lines below y+ = 15. Furthermore, for these study the inlet turbulence intensity was fixed at 6%, while the turbulence length scale was fixed at 12% of the main flow channel height. Influence Of Hole Angle Model Anchoring with Ref. 10 0.62 0.66 0.7 0.74 0.78 0.82 0.86 0.9 -40 0 40 80 120 160 x (mm) - Distance From First Row Of Holes FilmEffectiveness 30 (Ref 10) 90(Ref 10) 150(Ref 10) 30(CF-X) 90(CF-X) 150(CF-X)
  • 5. Copyright © 2005 by ASME5 Figure 5 Model Comparisons with Experimental Data of Ref [10]. 4.2 Film Cooling for Woven Ceramics: Most of the work cited above have reported film cooling effectiveness for film cooling parameter ranges as outlined in Table 1. For a woven ceramic liner these boundaries can now be relaxed to include an extended range as shown in the Table. As the Table shows the woven ceramic fabrics, extend the current design space dramatically with attendant benefits in film cooling effectiveness. In addition, the last item, the film injection direction also deserves a special mention here. As Figure 4 depicts, the upstream injection (α = 1500 ) results in rapid accumulation of the film effectiveness in the multi-hole zone, but then it drops off sharply in the downstream region. On the contrary, for the 300 downstream injections, the film accumulation is slow but then it drops off more gradually also. With the woven ceramic CMC, it is now possible to devise a film-cooling scheme Figure 6 A Schematic of the CMC Weave with Opposed Jets that leverages on the above experience. As shown in Figure 6, the integral weaving now allows one to place two staggered rows of holes such that the emerging jets oppose each other in the film sub-layer. This arrangement offers the following advantages over the conventional film injected in the stream wise direction. 1. For the same mass-blowing ratio, two opposing jets result in lower momentum. Consequently, the jet penetration into the boundary layer is limited. 2. In its limit of the resultant near-normal injection into the main flow and smaller hole- to-hole spacing, this arrangement resembles more closely transpiration cooling, and 2. Bore cooling is more effective due to shorter conduction path between two adjacent rows of holes. Table 1 Range Of Film Cooling Parameters Parameter Conventional Woven cooling Ceramic scheme Liner 1 Injection Hole: diameter - mm > 0.50 0.20 to 0.50 2 Injection Hole: Angle - Degrees 20 to 90 10 to 20 3 Injection Hole: Length - mm 2 to 6 6 to 12 4 Injection Hole: length/Diameter 4 to 12 24 to 30 5 Hole - to - Hole Spacing 6 to 8 4 to 6 (Multiple of Diameter) 6 Film Injection Direction Downstream Opposed jets Influence Of Mass Blowing Ratio 0.52 0.62 0.72 0.82 0.92 -40 0 40 80 120 Distance From First Row Of Holes x (mm) Effectiveness Mjet = 0.42 (ref 10) Mjet = 0.42 (CF-X) Mjet = 3.14 (Ref 10) Mjet = 3.14 (CF-X)
  • 6. Copyright © 2005 by ASME6 (b) Alpha = 90 deg (c) Alpha = 170 deg (a) Alpha = 10 deg 305 K 280 K 245 K (b) Alpha = 90 deg (c) Alpha = 170 deg (a) Alpha = 10 deg 305 K 280 K 245 K Influence Of Hole Angle 0.1 0.3 0.5 0.7 -40 -20 0 20 40 60 80 100 x (mm) - Distance From First Row Of Holes FilmEffectiveness 10 deg 90deg adiabatic 170 deg 4.3 Influence of Hole Angle Inclination: For the same aero-thermal combustor operating conditions, and same cooling flow, the hole angle influences the cooling effectiveness through the following interactive mechanisms: 1. The shallower angle results in longer cooling passages through the liner resulting in enhanced bore cooling, and 2. The shallower angle allows the cooling flow to develop fully before it exits into the hot gas path. Its subsequent mixing with hot boundary layer occurs without much penetration in the boundary layer. Figure 7 depicts the computed span-wise averaged variation of film effectiveness for different film angles. Within the multi-hole region the film angle (In the downstream direction) has little effect, if any. However, downstream of the last row of cooling holes, the film associated with 100 angles persists over a longer distance, and provides significantly better cooling compared to 900 . Figure 7 Influence of Film Angle on Film Effectiveness In fact, for upstream injection (film angle 1700 ), the film builds up rapidly in the multi-hole region and then it drops downstream. In addition, Figure 7 also depicts the adiabatic film effectiveness, corresponding to 100 film injection for comparison. As shown, the conductive film effectiveness is significantly higher for a highly conductive thin ceramic wall than that for an adiabatic wall. As we view this in the context of a thin ceramic liner versus a thicker super alloy liner, the results clearly suggest that the ability to use highly conductive, thinner ceramic liner is one of the key benefits of these liners. Figure 8 shows temperature contours near the liner surface for three film injection angles: 100 , 900 , and 1700 . These contours are in a plane that is three grid lines above the plate, and represent temperature variations at y+ ~ 5. As shown in Figure 8(a), the cold film remains attached nearly to the wall (For 100 injection) where the film jet penetration is minimal yielding better film effectiveness. On the other hand, at 900 , Figure 8(b), and at 1700 , Figure 8(c), the film jet penetrates into the boundary layer and disrupts it - causing lower film effectiveness. In addition, a rapid drop of film effectiveness downstream of the film- cooled zone for 1700 film injection is quite evident. Figure 8 Temperature Contours for Three Film Angles 4.4 Influence of the Hole Geometry and Pattern: These influences for a metallic liner are well established. A staggered hole pattern yields better- averaged film effectiveness compared to the square array [11]. In addition, a larger hole diameter as well as closely spaced holes (i.e. Increased Open Area) yield better film effectivenesses for a given blowing ratio. However, implicit in the last two observations is the fact that for the same blowing ratio, a larger hole diameter or smaller hole-to-hole spacing would require more cooling flow for the same cooling surface area. In contrast, an ability to weave cooling holes with diameters as small as 0.25 mm (Compared to the current practice of holes 0.50 mm or greater) provides an opportunity to develop film-cooling designs that are at least as robust if not more effective than the current practice. In the following numerical experiment, we have compared film effectiveness for the smaller hole (0.25 mm); with the larger hole (0.50 mm) for the same percentage open area and the same cooling flow.
  • 7. Copyright © 2005 by ASME7 For a non-adiabatic, ceramic liner - the cumulative result is better film cooling effectiveness which is caused by: the larger blowing ratio, and improved bore cooling. A potential drawback of such a scheme is the attendant higher-pressure drop across the liner due to high film efflux velocities, and the larger number of holes. Figure 9 Benefit of a Ceramic liner over a conventional liner for the same cooling flow The resulting film cooling effectiveness for a woven ceramic is compared with that for the current technology metallic liner in Figure 9. As shown, a metallic liner (with its current design parameter space, Table 1), results in film cooling effectiveness accumulating at a faster pace in the in the multi-hole region compared to the scheme with smaller holes for the ceramic liner. 4.5 Cooling with Opposed jets: The above results demonstrate that the use of integrally woven ceramics leads to a film cooling design that replicates transpiration cooling, while maintaining the benefits associated with conventional metallic film cooling. The transpiration cooling with its low hole-to-hole spacing, high blowing ratio with lower cooling flow, and high bore cooling effectiveness is probably the most effective scheme. However, it suffers from high-pressure losses for a given cooling flow. In addition, laser drilling of thousands of tiny holes in a liner is prohibitive from a cost standpoint. On the other hand, the integrally woven ceramic liners allow one to achieve some of the aerodynamic features of transpiration cooling without associated pressure and cost penalties. One such scheme is illustrated in Figure 6. As shown in the Figure, two adjacent rows are configured in a staggered manner with each row featuring jets that are opposed. Recall from Figure 7 that an upstream facing jet helps accumulate film effectiveness in the multi- hole zone better than the downstream facing jet. In contrast, the downstream facing film persists for longer distances on the surface. In addition, the staggered nature of the scheme, the smaller diameter holes, and more effective bore cooling associated with thin, shallow angled film holes result in better cooling effectiveness. Figure 10 Benefits Of opposed jets Figure 10 depicts the variation of film effectiveness for a ceramic liner with opposed film cooling compared to that for the film injected into the downstream as well as upstream direction only. Figure 11 Temperature Contours for Downstream, Upstream, and Opposed Jets The opposed jet configuration results in the rapid accumulation of the film in the film cooled zone with very little, if any, deterioration of the film in the downstream region. A ceramic Liner Benefit Over A Conventional metallic Liner 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 -40 0 40 80 x (mm) - Distance From First Row Of Holes FilmEffectiveness Ceramic Liner Metallic Liner Influence Of Opposed Jets 0.1 0.3 0.5 0.7 -40 0 40 80 x (mm) - Distance From First Row Of Holes FilmEffectiveness 10 deg Opposed 170 deg (b) Alpha = 170 deg (c) Alpha = 10 and 170 deg Opposed (a) Alpha = 10 deg 305 K 280 K 245 K (b) Alpha = 170 deg (c) Alpha = 10 and 170 deg Opposed (a) Alpha = 10 deg 305 K 280 K 245 K
  • 8. Copyright © 2005 by ASME8 Figure 11 shows the corresponding temperature contours on the liner surface for downstream injection (Figure 11(a)), for upstream direction (Figure 11(b)), and opposed film injection, Figure 11(c). As shown in the figure, two opposed jets help to build up the film boundary layer rapidly in the initial film-cooling region, followed by a more gradual reduction in the effectiveness downstream. 5.0 Concluding Remarks: In this paper, we present preliminary results of numerical thought experiments that delineate the behavior of film cooling parameters for an integrally woven SiC-SiC ceramic combustor liner. The major observations can be summarized as follows. Woven ceramic liners with smaller hole diameter and shallow film angles have the potential to provide a film cooling effectiveness that is better than the current metallic liner. In particular, small diameter film cooling with opposed jets, in the limit, behave like transpiration cooling though with reduced pressure drop across the liner. In addition, the thin ceramic liners with their higher effective conductance result in a uniform temperature through the liner – which potentially may result in significantly reduced thermal stresses. 6.0 Acknowledgement: This work was carried out under AFRL sponsored SBIR (Small Business Innovative Research) grant: AFRL – F33615-03-C-2342. The authors wish to thank Drs. Dale Shouse and Mel Roquemore for their support and continuing interest in the development of the ceramic technology for combustors. References: [1]. Mital, S.K., Bhatt, R. T., and Murthy, P.L.N., 2002, “Influence Of Constituents on the Properties of Melt-Infiltrated SiC/SiC Composites,” AIAA Paper No. 2002-1686. [2]. Gowayed, Y.A., 1992, “An Integrated Approach to mechanical and Geometrical Modeling of Textile structural Composites,” Ph.D. Thesis, North Carolina State University. [3]. Cox, B.N., Davis, J.B., Marshall, D.B., and Yang, Q.D., 2002, “Integral textile Ceramic Composites for Turbine Engine Combustors,” GT-2002- 30056, ASME Turbo Expo 2002, Amsterdam. [4]. Mehta, J.M., Shouse, D., Holloway, G., Cox, B., Marshall, D., 2004, “Optimization of Integrally Woven SiC-SiC Ceramic Combustor Liner Thermal Parameters,” AIAA Paper No. 2004- 4081. [5]. Mehta, J. M, Shouse, Dale, Cox, B.N., Marshall, Dave, Burrus, DL, Duncan, Beverly, 2004, ”Innovative SiC-SiC Ceramic Liner for the Trapped Vortex Combustor (TVC) Concept,” AIAA Paper No., 2004-0689. [6]. Zhong, F., Brown, G. L., 2005, ‘Experimental and Numerical Studies of Multi-Hole Cooled Ceramic Matrix Composite Liners,” AIAA Paper No. 2005-3421. [7]. Lin, Y., Song, B., Li, B., Liu, G., and Wu, Z., 2003, “Investigation of Film Cooling Effectiveness of Full Coverage Inclined Multi- hole Walls with Different Hole Arrangements,” GT2003-38881. [8]. Mayle, R.E., and Camarata, F.J., 1975, “Multihole Cooling Film Effectiveness and Heat Transfer, Trans. Of the ASME, Journal of Heat Transfer, Vol. 97, No. 2, pp 534-538. [9]. Sasaki, M., Takahara, K., Kumagai, T., and Hanano, M., 1979, “Film Cooling Effectiveness for Injection from Multirow Holes,” Trans. Of the ASME, Journal of Engineering for Power, Vol. 101, No. 1, pp101-108. [10]. Leger, B., Miron, P., Emidio, J.M., 2003, “Geometric and Aero-Thermo Influences on Multi-holed Plate temperature Application on Combustor Wall,” Int. J. Of Heat and Mass Transfer, Vol. 46, pp 1215-1222. [11]. Mehta, J.M., Burrus, D. L., 1987, “A Numerical Method to Predict Gas Turbine Combustor Film Slot Effectiveness,” Proceedings of 8th International Symposium on Air Breathing Engines, pp.710-717, Cincinnati. [12]. Mehta, J.M., 1985, “STANCOOL Prediction of Adiabatic Film Effectiveness and Their Comparison with Experimental Data,” General Electric TM85-568. [13]. Launder, B.E., and Spalding, D. B., 1974, “The Numerical Computation of the Turbulent Flow,” Comp. Meth. Appl. Mech. Engg. Vol. 3, pp 2690289. [14]. Demuren, A.O., Rodi, W., and Schonung, B., 1985, “Systematic Study of Film Cooling with a Three Dimensional calculation Procedure, ASME Paper No. 85-IGT-2.
  • 9. Copyright © 2005 by ASME9 [15]. Lin, Y., L., and Shih, T., 1998, “Computations of Discrete-Hole Film Cooling Over a Flat and Convex Surface,” ASME Paper No. 98-GT-436. [16]. Kumar, G.N., Mongia, H.C., 2000, “Validation of Near-Turbulence Models for Film-Cooling Applications in Combustors,” AIAA 2000-0480. [17]. Sarkar, A., and O. R., 1997, “A Critical Evaluation Of Near-Wall Two Equation Models Against Direct Numerical Simulation Data,” Int. J. of Heat and Fluid Flow, Vol. 18, pp. 197-208. [18]. Yang, Z., Shih, T., 1993, “New Time Scale Based k-e Model for Near Wall Turbulence,” AIAA Journal, Vol. 31, pp. 1191-1198.