Jun 5, 2017 - Shielded engine installation to minimize impact on sonic boom ... Low-boom aero-optimization sacrifices engine performance to meet loudness ...
National Aeronautics and Space Administration
Viscous Aerodynamic Shape Optimization with Installed Propulsion Effects Christopher M. Heath & Jonathan A. Seidel NASA GRC – Cleveland, OH
Sriram K. Rallabhandi NASA LaRC – Hampton, VA
AIAA Aviation Conference Denver, CO June 5-9, 2017
Research Motivation Overland sonic boom challenges supersonic aircraft viability 3-D CFD
Near%Field% Mid%Field% Far%Field%
1-D Burgers’ Eq.
Goal < 74 PLdB
Far%Field%
State-of-the-Art Low-Boom Design Strategies: •
Aero-optimization to match low-boom feasible pressure waveform target
•
Shielded engine installation to minimize impact on sonic boom
Drawbacks: •
Low-boom aero-optimization sacrifices engine performance to meet loudness objective
•
Propulsion integration compromises engine, airframe and/or low-boom performance
2
Research Objectives 1. Perform propulsion-airframe integration, coupling installed inlet performance with engine operation 2. Use aero-propulsion shape optimization to recover sonic boom loudness compromised by engine integration
Approach:
Point of Departure
•
RANS-CFD to design, optimize and characterize inlet performance (1).
•
Computationally install (i.e. airflow match) inlet w/engine cycle (1).
Government Ref. Vehicle – 25D
•
Use installed engine performance to compute throttle setting and nozzle conditions (1).
Ref. airframe (25D) designed w/Euler adjoint-based shape optimization to achieve under-track loudness 160 full-vehicle RANS CFD computations used to generate inlet map
Engine elevated above thick boundary layer along fuselage at Mach 1.6 Figure 8. Near-operating point total pressure recovery plots at various conditions over the flight envelope.
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Inlet Off-Design Analysis & Operation (Step 3) Supersonic Operation (Aux. Doors Closed, ~1.5% Bypass at Mach = 1.6 ) 1.00 Mach = 1.0
Total Pressure Recovery
0.99
Mach = 1.1
0.98
Mach = 1.2
0.97
Mach = 1.3
0.96
Mach = 1.4
0.95
Mach = 1.5
0.94
Mach = 1.6 Engine Operating Pt.
0.93 0.92 0.91 0.90 0.4
0.5
0.6
0.7
0.8
0.9
1.0
1.1
1.2
1.3
WActual/WIdeal
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Inlet Off-Design Analysis & Operation (Step 3) Subsonic Operation (Aux. Doors Closed vs. Aux. Doors Open) 1.00
Total Pressure Recovery
0.99 Mach = 0.40, Closed Mach = 0.45, Closed Mach = 0.50, Closed Mach = 0.60, Closed Mach = 0.70, Closed Mach = 0.80, Closed Mach = 0.90, Closed Mach = 1.00, Closed Mach = 0.40, Open Mach = 0.45, Open Mach = 0.50, Open Mach = 0.60, Open Engine Operating Pt.
0.98 0.97 0.96 0.95 0.94 0.93 0.92 0.91 0.90 0.4
0.5
0.6
0.7
0.8
0.9
1.0
1.1
1.2
1.3
1.4
WActual/WIdeal Transition from aux. open to closed possible with comparable recovery
Transition from aux. open to closed severely limits engine mass flow & recovery
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Drag-Constrained Low-Boom Optimization (Step 4) Parameterized Region
Design Vars. – 48 Total
Removed Vertical Tail
§ § § §
Vertical Tail Fairing – 9 DVs Engine OML – 9 DVs Nozzle Plug – 5 DVs Horizontal Tail – 21 DVs § Planform § Camber § Twist § X-Section § Fuselage – 4 DVs
Optimization Problem *
Minimize:
&+,
∗ ) &
Local pressure Target pressure ratio ratio
s.t.:
0.0 < $Mid-Field Pressure Waveforms % < $%,'()(*
Optimizer
(5 Body Lengths Undertrack) 0.004
5 Body Lengths Undertrack 0.003 0.002
Minimize SSE
0.001
ΔP/P0
§ Gradient-Based à SNOPT § Leverage adjoint-based design approach § Provide analytic surface derivatives
! =
$ $ − $% &
%$0 -0.001 -0.002
Low-Boom Target
-0.003
Local Pressure Field
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-0.004 180
190
200
210
220
230
240
250
260
Low-Boom Optimization Results (Step 4) Mid-Field Sonic Boom Grid
Optimized
Baseline
h/L = 1 (1 Body Length)
h/L = 2 (2 Body Lengths)
•
Mach-aligned extruded grid generated using Inflate tool out to 6 body lengths
•
Grid converted to all tetrahedral elements for design
•
Grid size ~165 million cells
Suppressed Suppressed expansion feature expansion in aft signature feature
Result § Converged after 18 major iterations §Figure Merit function 34.8% 15. Baseline (Left) vs.reduced low-boom optimized (Right) Mach number contour plots at cruise. § Optimality decreased ~5 orders of magnitude § Drag constraint active (1.5% CD compromise) § 2.8% decrease in airframe cruise L/D § 2.9 PLdB reduction in undertrack ground loudness
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Mid-field and Propagated Ground Signatures (Step 4) Mid-Field Pressure Waveforms (5 Body Lengths Undertrack)
Propagated Ground Signatures Propagated Ground Signatures 0.5
0.004
Suppressed waveform
0.002
Pressure Change (psf)
0.001
ΔP/P0
0.004
0
0.003
-0.001
0.002
Nearfield Low-Boom Target
ΔP/P0
-0.002 0.001
Baseline
-0.003 0
0.2 0.1 0.0 -0.1 -0.2
0.2
Optimized (75.0 PLdB) Front = 73.12 PLdB, Aft = 71.96 PLdB
0.1 0.0 -0.1 -0.2 -0.3 0
Optimized
-0.001
Baseline (Total = 77.9 PLdB) Front = 73.12 PLdB, Aft = 76.39 PLdB
0.3
0.3
Nearfield Pressure Waveforms (5 Body Lengths Undertrack)
Target (Total = 72.7 PLdB)
0.4
0.4
Pressure Change (psf)
0.003
0.5
50
180
-0.002
190
200
210
220
230
240
250
260
0
50
-0.004 180
Horizontal tail shear, 190 200 210 220 230 240 250 twist, camber added & Axial Distance Along Sensor (m) tip deflected
260
Optimized
100
150
200
Tail fairing nearly removed
Plug nozzle slightly less expanded
Baseline
200
Axial Distance (m)
Axial Distance Along Sensor (m)
-0.003
150
Axial Distance (m)
-0.3
-0.004
100
Subtle expansion & compression features introduced to fuselage
Aft signature perceived loudness reduced by 4.43 dB Forward signature becomes dominant loudness source 13
Conclusions
Ø Viscous aerodynamic shape optimization demonstrated to reduce perceived loudness of a NASA low-boom conceptual aircraft by 2.9 dB Ø Leveraged propulsion effects within the low-boom optimization process
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Conclusions
Ø Applied adjoint-based design to minimize spillage & increase installed inlet cruise recovery by 1.8% Ø Demonstrated multi-fidelity inlet/engine cycle coupling – reducing uncertainty in sonic boom prediction from propulsion effects Ø Limited compromise in airframe CD (~1.5%) and L/D ratio (~2.8%) tolerated to achieve low-boom design 15
Future Work
Ø Re-integrate vertical tail to ensure re-introduction does not significantly compromise propagated loudness Ø Apply adjoint-based anisotropic mesh refinement to initial and final solutions to reduce spatial discretization errors Ø Extend design optimization to include wing and forward fuselage components to better match front end target signature 16
Acknowledgements
NASA’s Commercial Supersonic Technology (CST) Project
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