Transonic store separation studies on the SAAB Gripen aircraft using CFD
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Transcript of Transonic store separation studies on the SAAB Gripen aircraft using CFD
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Transonic store separation studies on the SAAB Gripen aircraft using CFD
Ingemar Persson and Anders Lindberg
Stockholm, October 18, 2010
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Outline of presentation
Introduction Models Computations (CFD and 6-DOF) Results Conclusions
WeaponWeaponWeaponWeapon
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Introduction
External stores must be released in a safe and well predicted manner 6-DOF simulation model to predict store trajectories SSM includes free-flying store aerodynamics as well as interference
aerodynamics Data collected from complicated and extensive WT-tests using a two-
sting-rig Time and budget limitations lead to alternative ways in achieving
store release predictions Advances in CFD and low cost computer power make computational
aerodynamics an interesting alternative
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Introduction
SAAB Gripen Flight condition M=0.9, AoA=1.9
degrees Payload: Four 227 kg Mk82LD
at 2L/2R and 3L/3R WT: centerline DT300 droptank FT: centerline FUNK camera
pod
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Models – CAD models
CATIA v.4 models, imported to ICEM CFD using direct CAD interface Slight modifications of surface geometry to improve prismatic
boundary layer grid Discrepancy: Pylon 4 not present in CAD/CFD models Different levels of modelling complexity tried on pylons
Complexity of sway braces Suspension lugs present or not
Gap distance between payload and pylon uncertain, used 8.7 mm Both WT and FT configurations modelled
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Models – Discrete CFD models
Grid generation using ICEM Tetra/Prism Captive position and 6 subsequent vertical positions
Tetrahedral grids approximately 4.5-6.5 Mnodes Mixed tetrahedral / prismatic grids approximately 19-22 Mnodes Boundary layer grid holding 40 prismatic layers
y+=1 grid, Initial cell height 2e-5 m, expansion factor 1.2
Far field positioned 10 a/c lengths away from aircraft
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Grid generation – Detail of mixed tetrahedral / prismatic grid around payload
Mk82LD in captive position Detail of grid around the bomb fins
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Computations - General
CFD solution obtained using the EDGE v.4.1.0 fluid flow solver Inviscid computations utilising a central scheme using JST art.visc. Viscous computations performed with both central and upwind
scheme Thin shear layer NS equations solved Turbulence model is Menter SST k-w
RK time integration with agglomorated FAS multigrid conv.acc. Upwind computations always initiated with 1st order scheme and later
switch to 2nd order using a Roe flux difference splitting employing a minmod limiter
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Computations – Boundary conditions
Farfield – Riemann invariants Solid surface – slip / no slip Engine inlet / outlet – flow through
surfaces with prescribed flow ECS inlet / outlet – flow through
surfaces with prescribed flow
Example of RANS computation
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Computations – 6-DOF simulation
Store relative motion depends on Store free flight aerodynamics Mass and inertial data Aircraft interference aerodynamics Aircraft motion during separation ERU force on the store
ERU module consists of a gas dynamic model
ODE system solved by RK-Merson Solution visualised in SAAB system
ICARUS
Example from ICARUS
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Flight test – Separation as seen from chase a/c
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The first simulation based on WT data from a configuration with a DT300 attached to pylon 5
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Surface pressure field, Euler simulationNote the difference in shock strength. The drop tank results in a large under pressure on the bomb fins which gives a large yawing moment.
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Results – Corrective techniques
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Results – Corrective techniques
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Results – Corrective techniques
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Results – Simulation with captive corrections
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Results – Based on CFD alone
Grid based approach Captive and subsequent vertical
positions computed (0.0625, 0.125, 0.25, 0.5, 1.0, 2.0 m)
Different complexity of pylon attachment investigated (sway bracer realisation, suspension lugs etc.)
Euler and Navier-Stokes Different numerical schemes
(central and upwind) Captive absolute condition hard to
capture
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Example of RANS computation with 0.25 m vertical drop of RHS Mk82LD
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Results – Based on CFD alone
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Results – Based on CFD alone
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Results – Based on CFD alone
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Comparison between simulations based on the different settings
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Conclusions
Computational aerodynamics is a useful tool when used in a corrective manner
Achieving the correct captive aerodynamic load is of vital importance Computational aerodynamics as a sole contributor of aero data was
not as accurate but can be used as an indicative method For this case, inviscid physics was ”accurate enough”. Viscous
computations did not improve results to motivate the increased work load
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