Application of High-Fidelity Computational Fluid Dynamics to Design Optimization for Missile Static Stability 11/16/2011

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Mooresville, NC Alexandria, VA Huntsville, AL www.corvidtechnologies.com Application of High-Fidelity Computational Fluid Dynamics to Design Optimization for Missile Static Stability 11/16/2011 Dr. Greg McGowan gmcgowan@corvidtec.com, 704.799.7944 x127 Co-authors: Dr. James Carpenter V Michael Eidell Dr. Patrick Keistler Dr. Robert Nance

Corporate Summary COMPUTATIONAL FLUID DYNAMICS Vehicle Aerodynamics Propulsion System Performance Blast Wave Dynamics Mixture Analysis Finite Rate Chemistry Rarefied Gas Dynamics APPLIED TOOL DEVELOPMENT Real-world Engineering Applications Tool Customization Internal Development + Tech. Transfer Program Scalable, Efficient, Physics Modeling, Pre, Post Raven, Velodyne, HAVOC, CTH, VGI, GAVEL SHOCK PHYSICS Lethality & Weapons Effectiveness Hypervelocity Penetration Analysis Detonation Studies Material Characterization Lethal Volume Studies Blast Loading on Structures EXPERIMENTAL TEST SUPPORT Test Design & Analysis (pre/post test) Instrumentation Design / Calibration Test Article Fabrication Integrated Approach More Efficient Reduced Testing Increased Understanding (Why vs. What) STRUCTURAL MECHANICS Late Time Effects High Strain Rate Mechanics Structural Design Penetration Weapons Lethality Intercept Debris THEORETICAL RESEARCH 6.1 Fundamental Sciences (SBIR/direct) Material Characterization EOS Development Innovative Computational Techniques Late-time Structural/Thermal Response Numerical Database Development DESIGN Clean-Sheet Styling Class A Surfacing Scan Data Point Cloud Interpretation Reverse Engineering COMPUTATIONAL RESOURCE In-House 5000+ CPU (6000+ in 2012) 200 TB Data Storage High Speed Interconnect Gigabit + Infiniband 2

In-House-Developed Navier-Stokes flow solver Tailored to customer requirements 3D arbitrary unstructured grid Robust, time-accurate implicit formulation Scalable to 1000s of processors Advanced capabilities Dynamic/transient motions Accurate over wide rage of Mach numbers Internal shape optimization capabilities Auxiliary tools Pre/post processing tools Increased efficiency and throughput Large scale databasing tools Continuing development 3

Corvid Missile Program Support Aerodynamic Metrics Forces and moments Center of pressure Means and standard deviations Aerodynamic loading Static stability performance analyses Why vs. What Component vs. global loads Data probing Cause versus effect Beyond the Tunnel Full-scale geometry Flight conditions Dynamic capabilities Virtually limitless design changes = largest deltas Force & Moment Comparisons by Component Drag Lift Pitching Moment Component P1FB P2FB Delta P1FB P2FB Delta P1FB P2FB Delta WARHEAD" 9.319 9.790 0.471 15.478 16.035 0.557-2406.109-2502.229-96.120 TAIL_FIN_4" 35.169 36.574 1.406 59.512 64.809 5.297-583.352-625.499-42.147 TAIL_FIN_3" -4.044-4.803-0.759-10.623-11.766-1.143 161.239 169.580 8.341 STEERING_CONTROL_SHROUD_BASE" 15.268 13.567-1.701-7.441-6.597 0.844-1.959-6.610-4.652 STEERING_CONTROL_SHROUD" 11.393 11.620 0.226 5.922 7.150 1.229-110.584-116.330-5.746 ROCKET_MOTOR" 73.847 73.203-0.644 138.070 135.290-2.780-10631.020-10437.434 193.586 GUIDANCE" 23.634 23.657 0.023 84.945 83.589-1.356-14617.030-14362.778 254.253 FORWARD_SHOE_2" 1.126 1.085-0.040 0.055 0.041-0.014-47.812-44.960 2.853 FORWARD_SHOE_1" 3.221 3.120-0.101 2.002 1.927-0.075-342.453-330.671 11.781 DORSAL_FIN_4" 88.906 86.757-2.149 180.743 175.529-5.214-16914.152-16472.444 441.707 DORSAL_FIN_3" 51.028 50.298-0.730 101.443 99.252-2.191-9546.066-9304.164 241.902 AUTOPILOT_BATTERY" 11.814 11.661-0.153 22.402 21.888-0.515-2929.690-2868.675 61.015 AFT_SHOE_2" 0.460 0.443-0.016-0.369-0.373-0.004 7.476 7.652 0.175 AFT_SHOE_1" 1.117 1.138 0.021 0.441 0.440-0.001-27.325-27.678-0.353 4

Evolution of Aerodynamic Databasing Large cost and schedule requirements historically associated with highfidelity N-S CFD aerodynamic databases (aeromaps) Grid generation can be cumbersome Days to weeks of run time Cost cutting often achieved by developing aeromaps using low-fidelity approaches (panel methods, Euler solvers, etc ) Fast running capability Geometric complexities can constrain these methods Missing physics Restrictive in Mach regimes Improvements in grid generation, CPU power, and numerical methods now make N-S CFD aeromaps realizable Corvid s aeromap development experience Subsonic aeromaps developed and married to low-fidelity supersonic map for booster and booster+fin configuration Five month development of abbreviated aeromap for an advanced missile system Seven configurations with steering increments 800+ wind-tunnel type runs (Pitch and Roll sweeps for subsonic, transonic, and supersonic Mach numbers) O(3,500,000) CFD data points 5

Typical NS-CFD Databasing Procedure Development of CAD for configuration of interest Develop computational mesh Perform computational analysis Repeat the procedure for each additional configuration Costly process for large numbers of configurations CAD Generation Run Computation Mesh Generation 6

Corvid Databasing Procedure Development of CAD for configuration of interest Develop computational mesh Perform computational analysis Deform grid and repeat calculations CAD Generation Mesh Generation Run Computation Pros: Simple and cost effective Can be easily automated Cons: Limitations on deformations Requires some forward thinking during the grid gen process Deform Mesh 7

Rigid Body Motion Collection of static data points would result in sparse resolution through AOA space and would be very costly Utilize rigid body motion pitch and roll sweeps, similar to what would be performed in wind-tunnel tests Yields higher resolution in either roll or pitch space Time-accurate solutions cost more but faster than running several static cases 8

Embedded Shape Deformation Shape deformation capability embedded in RavenCFD utilized for dorsal transformations Deformations controlled by moving intersections of deformation volumes Deformations currently controlled by the user, but can be (and has been) easily coupled to an optimization routine and controlled within RavenCFD Side view of deformation volume. Front view of deformation volume. 9

Baseline Configuration Demonstration on open source geometry Adapted from the modified Army Navy Finner (modified ANF or basic finner) geometry described AEDC-TR-76-58 report Added dorsal fins, tail fin posts, and extended tail fin heights to be representative of typical missile geometries ANF Basic Finner Corvid Modified ANF 10

Design Space Design Objective: Design to egress performance while optimizing cruise G capability (i.e. maneuverability) Design requirement: All components except dorsals must remain unchanged This restricts configurations changes to the dorsals only and greatly simplifies the process Four basic design variables are considered include: dorsal location, span, chord length, and sweep In this exercise 25 configurations considered, total of 58 continuous 70 pitch sweeps (~160,000 CFD data points) 11

Computational Setup Geometry consistent with ANF tunnel models All calculations assume sea-level conditions Grid generation techniques consistent with Corvid production missile runs Computational grid consists of 18.7M cells Near wall boundary layer cells sized for Mach 0.30 condition 12

Fin Increment Maps Fin effectiveness required for static stability assessment Deflections were accomplished using standard grid generation techniques (deflections too large for grid deformation) Pitch steering increments of i = +/- 20 and +/- 40 were calculated for this aeromap exercise Baseline increment map utilized for all configurations Assume dorsal changes do not change fin increment map Reasonable assumption for small dorsal changes at low-to-moderate AOA s 40 fin deflection 20 fin deflection 0 fin deflection -20 fin deflection -40 fin deflection 13

Basic Stability Analysis For a given configuration CN/CM carpet plots generated using fin increment maps Shifting Xcg results in a rotation of the carpet plot (Xcg measure from nose tip) Basic stability trim occurs at CM=0.0 Results obtained are capped at AOA=40 Xcg = 3 Calibers Xcg = 6 Calibers Xcg = 9 Calibers Max CN trim Max CN trim Max CN trim i = -40 i = -20 i = 0 i = 20 i = 40 14

Egress Optimization Egress conditions are modeled at a freestream Mach number of 0.30 Xcg is measured in calibers from the nose tip Simplifications: Plume, booster, and ship deck effects are ignored for this analysis Mass properties are fixed Plateau is an artifact of AOA restriction Specified Egress Xcg Location Mass properties drive Xcg at egress and crosswinds drive AOA trim requirement Moving Xcg forward increases egress stability AOA trim Desired Trim Point AOA trim requirement, dictated by max allowable crosswind 15

Burnout Optimization Cruise conditions are modeled at a freestream Mach number of 2.00 CG location further forward due to absence of propellant/booster/etc Normal force at trim, or G capability, a strong function of altitude Typically shifting Xcg location further aft results in higher G capability Trade-off exists between egress and burnout conditions Can t have your cake and eat it too! CN trim Desired Trim Point Required G s at Cruise (Mission requirement) Xcg at cruise (mass props) Plateau is an artifact of AOA restriction 16

Egress/Cruise Trade Optimizing for maximum egress stability results in lower G capability and vice versa In the plots shown: Optimum egress config yields AOA trim =35 and CN trim = 6 Optimum burnout config yields AOA trim =16 and CN trim = 11 AOA trim Optimize Egress AOA trim =35 CN trim Optimize Burnout CN trim = 11 Optimize Burnout AOA trim =16 Optimize Egress CN trim = 6 17

Static Stability Results Limited to families of configurations for this presentation Completed subsonic and supersonic continuous pitch sweeps to collect necessary data to examine effects of translation, span, sweep, chord, translation+span, and translation+sweep on trim characteristics Assuming linear trends between configurations we can map the space for any combination of translation, span, sweep, and chord length 18

Dorsal Translation Translating dorsals directly shifts Xcp Trends caused by Xcg being ahead of the Xcp location Egress effects: Shifting dorsals aft increases egress stabilty Burnout Effects: Shifting dorsals aft decreases maneuverability or G capability Translated -0.5 AOA trim Baseline location Translated +0.5 CN trim 19

Span Increase/Decrease Egress effects: Decreasing span increases egress trim capability Tail fins produce majority of lift in the reduced span configurations and therefore shift Xcp aft Burnout effects Increasing the span results in an increase in G capability at cruise Small effect on G capability for most CG locations except those > 5 Span Increase +0.25 AOA trim Baseline Span Span Decrease -0.25 CN trim 20

Aft Swept Dorsal Sweep Egress effect: Little effect on egress for these configurations Sweeping dorsal aft shifts Xcp aft and slightly improves egress trim capability Burnout effect: Marginal improvement in G capability at Xcg 4.5-5.5 AOA trim Baseline Forward Swept CN trim 21

Dorsal Chord Expansion/Contraction Egress effect: Contracting the dorsal chord results in a large aft shift in Xcp thereby significantly increasing trim AOA Expanding the chord marginally reduces trim capability Burnout effect: Increased roof top in CN trim but little change for remainder of Xcg positions Expanded +0.5 AOA trim Baseline Contracted +0.5 CN trim 22

Translation and Span Egress effect: Aft translation + decrease in span exhibits the best egress trim characteristics Depending on mass properties one could argue the benefit of aft trans + increased span Burnout effect: Largest increase in G capability realized in forward trans + increased span AOA trim CN trim 23

Translation and Sweep Egress effect: Trans. + sweep can substantially improve/worsen trim AOA at egress Aft shift + aft sweep largest increase in trim AOA (shifting Xcp as far aft as possible) Forward shift + forward sweep largest decrease in trim AOA Burnout effect: Forward shift + forward sweep results in improvements in maneuverability AOA trim CN trim 24

Eighteen out of 25 configurations highlighted Results Summary Total of 58 continuous pitch sweeps completed 25 for egress 25 for cruise 8 pitch sweeps for fin increments AOA trim Can drive egress and cruise trim characteristics by sizing dorsals appropriately Trades can be performed for each dorsal configuration At given Xcg locations: Configs 15 &16 best at egress Configs 10 &13 best at cruise CN trim Tremendous amount of data that can be difficult to digest 25

Corvid MIssile DESign Tool (MIDESTO) Missile design tool developed to expedite the data mining process Inputs: Mass properties (Egress and burnout CG locations and weight) Mission requirements (Max crosswinds at egress or max G s at burnout) Burnout altitude Performs linear interpolations between given results to provide optimal dorsal configuration for given mission requirement and mass properties Useful tool to have at design roundtable discussions Currently limited to one design parameter (chord, sweep, location) Work in process to combine these 26

Summary Focused aerodynamic database generated for a missile-like configuration derived from the modified ANF Aeromaps were expedited using the Corvid mesh deformation capability Static stability analysis performed for each configuration with trends highlighted for various dorsal shapes Egress/cruise optimization trade-offs discussed Corvid missile design tool, MIDESTO, utilized to rapidly process stability results given various mass properties and mission requirements 27

Future Work Exploit the full potential of the mesh deformation capability by automatically driving designs to the optimal configuration Identify a fitness function which can drive an automated optimization ( submit and forget ) Identify ways in which we can generalize this process for other design changes (i.e. tail fin changes, rocket motor diameter, etc ) 28

Acknowledgements Thanks to the aerodynamics departments at Johns Hopkins University Applied Physics Lab and Raytheon Missile Systems for their guidance on the topic of missile design 29

Questions? 30