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POLITECNICO OF TURIN
     MASTER DEGREE THESIS IN AEROSPACE
               ENGINEERING


Study on structural behavior of an atmospheric
reentry vehicle during ditching




Supervisors:
• Prof. Giulio Romeo – Politecnico of Turin
• Ing. Roberto Ullio – Thales Alenia Space

Candidate
• Maurizio Coltro
Thesis activity

Part of ESA’s Future Launchers Preparatory Programme has
been devoted to optimizing a long-term European roadmap for
in-flight experimentation with atmospheric re-entry enabling
systems and technologies.

The Intermediate
eXperimental Vehicle (IXV)
project is the next core step
of this effort.


This work has been developed within the IXV project and with
closed collaboration of TAS-I and ESA.

Many thanks to ESA and TAS for their support. Thanks also to Altair
Engineering for providing the software suite for the analysis.
The IXV Project

       Technology platform
        • Intermediate element of technology-effective and cost efficient European
          roadmap
        • Prepare future ambitious operational system developments with limited risks
          for Europe

       Project objectives

        • Design, development, manufacturing, on-ground and in-flight verification of
          autonomous European lifting and controlled re-entry system

       Critical technologies of interest
        • Advanced instrumentation for aerodynamics and aerothermodynamics
        • Thermal protection and hot-structures solutions
        • Guidance, navigation and flight control

       Success of IXV mission
        • Correct performance of re-entry
        • Safe landing and recovery with its experimental data
1/17
Experimental measurements


           Mockup
           • representative of external shape
           • inertial properties
           • scale factors


              Physical quantities
              • accelerations
              • pressures


           Test facility
           • electromagnets to release vehicle
           • high frequency cameras
           • high pool dimension to perform impact


2/17
Modeling methodology


                          Solver
                                       • Hyperview
       • Hypermesh    • Radioss
       • Hypercrash     BLOCK V10
       Preprocessor                    Postprocessor




           Explicit
                                           Suited for
          solution     Drawbacks
                                           problems
          tecnique

                                    • short duration
                                    • high velocity
                                    • highly nonlinear
                                      nature

3/17
IXV numerical model

         STRUCTURE                  MODELING
       CONFIGURATION               ASSUMPTIONS
                                   External dimensions taken
            Fuselage                     into account
          components
                                  Bidimensional rapresentation
                                          of surfaces
         Flaps assembly                Rigid body description



               RIGID BODY INERTIAL PROPERTIES
            Mass          Jxx    Jyy              Jzz
             [kg]

            27,82         1,17   4,52            4,31




4/17
Fluid numerical model
                             MODELING
       FLUID DESCRIPTION
                            ASSUMPTIONS
                            Gas volume extension
           LAW37 Biphas
          ALE approach
                           Liquid volume extension




5/17
Fluid numerical model

           HORIZONTAL EXTENSION
           • LimitedZ Acceleration -to
                     front dimensions Accelerometer T1064-63 (COG)
             avoid wave reflection



                                                    VERTICAL EXTENSION
                                                    • Limited in-deep dimensions
                                                      to lighten fluid model

                                               WATER BASIN COMPARISON
                                          Deep water model           Shallow water model
       0        0.02    0.04       0.06      0.08     0.1     0.12      0.14        0.16   0.18

       Horizontal                           1,22 x 2,14 [m]             1,22 x 2,14 [m]
       Vertical                               Time [s]
                                               0,8 [m]                         0,4 [m]
       N Elements                             335265 Deep Water Model 189317
                               Shallow Water Model
       CPU Time                                8413 [s]                        5077 [s]


6/17
Characteristic elements dimension




                      Finest mesh   Sensitivity
                       normal to     analysis
                      phenomenon


                    2D ELEMENTS 3D ELEMENTS 3D ELEMENTS
                     (VEHICLE)      (AIR)     (WATER)
       HEIGHT         20 [mm]       20 [mm]       20 [mm]
       WIDTH          20 [mm]       20 [mm]       20 [mm]
       DEPTH             /          10 [mm]       10 [mm]
       N ELEMENTS      3564          78324        287188




7/17
Fluid-structure interface

                                   FLUID
                                 STRUCTURE
                                 INTERFACE
                                   TYPE18




          SENSITIVITY     STFAC               GAP
           ANALYSIS      Interface          Activation
          PERFORMED
                         stiffness           distance



       PRESSURE PROBES   • Single   TYPE18      interface   to
          INTERFACE        represent sensors separately


8/17
Boundary-initial conditions

                        • Atmospheric pressure to water free
                          surface
         WATER      • DYREL dynamic relaxation for convergence
       BOUNDARY • Gravity load to water volume
       CONDITIONS • Lateral/bottom surfaces locked
                  • FLRD = 1 upper surface




                  •       Initially locked in all DOFs
        VEHICLE   •       Gravity load to master node
       BOUNDARY
       CONDITIONS •       Initial velocity to master node
                  •       Initial distance from free surface



9/17
Numerical - Experimental Correlation
               All loadcases computed from 0 to 200 ms


             FOURTH
             SECOND
              THIRD
              FIRST         • Impact angle 51 deg
                                            19
                                            35 deg
                            • Flaps position 21deg
                                              0 deg
            LOADCASE        • Vertical velocity 3,4 m/s




10/17
First Loadcase
                   0.2
        AX - COG
                    0.1
                     0
                   -0.1 0     0.02   0.04   0.06   0.08           0.1   0.12   0.14      0.16    0.18
                   -0.2
                   -0.3
                   -0.4
                   -0.5
                                                          t [s]

                    0.6
        AZ - COG




                    0.4

                    0.2

                     0
                          0   0.02   0.04   0.06   0.08           0.1   0.12   0.14       0.16   0.18
                   -0.2
                                                          t [s]
                                                                                        Numerical

                                                                                      Experimental




11/17   All curves normalized to 1
Second Loadcase
                    0.1
        AX - COG
                     0
                          0   0.02   0.04   0.06   0.08           0.1   0.12   0.14       0.16   0.18
                   -0.1

                   -0.2

                   -0.3

                   -0.4
                                                          t [s]

                   0.8
        AZ - COG




                   0.6
                   0.4
                   0.2
                     0
                   -0.2 0     0.02   0.04   0.06   0.08           0.1   0.12   0.14       0.16   0.18

                   -0.4
                                                          t [s]
                                                                                        Numerical

                                                                                      Experimental




12/17   All curves normalized to 1
Third Loadcase
                   0.3
        AX - COG
                   0.2
                    0.1
                     0
                   -0.1 0   0.02   0.04   0.06   0.08           0.1   0.12   0.14       0.16   0.18
                   -0.2
                   -0.3
                   -0.4
                                                        t [s]

                   0.4
        AZ - COG




                   0.3
                   0.2
                    0.1
                     0
                   -0.1 0   0.02   0.04   0.06   0.08           0.1   0.12   0.14       0.16   0.18

                   -0.2
                                                        t [s]
                                                                                      Numerical

                                                                                    Experimental




13/17   All curves normalized to 1
Third Loadcase
        19 deg Sensor
                        0.40

                        0.30

                        0.20

                        0.10

                        0.00
                                0       0.02    0.04   0.06   0.08    0.1    0.12   0.14   0.16   0.18   0.2
                        -0.10
                                                                     t [s]

                                    Numerical     Experimental
        35 deg Sensor




                        0.80

                        0.60

                        0.40

                        0.20

                        0.00
                                0       0.02    0.04   0.06   0.08    0.1    0.12   0.14   0.16   0.18   0.2
                        -0.20
                                                                     t [s]
                                    Numerical    Experimental
                         1.00
        51 deg Sensor




                        0.80
                        0.60
                        0.40
                        0.20
                        0.00
                        -0.20 0         0.02    0.04   0.06   0.08    0.1    0.12   0.14   0.16   0.18   0.2
                                                                     t [s]



14/17
Correlation results summary

                                         model updating activity
                                         • improvement of modelling
              Correlation                  approaches
               process                   • correction of individual
                                           parameters


        Main outcomes from acceleration results
        • very good correlation at COG in X and Z directions
        • satisfactory correlation at NOSE and REAR parts

        Main outcomes from pressure results
        • good correlation
          • impact event chronology
          • pressure time history signature
        • satisfactory correlation
          • pressure peak values

15/17
Remarks and further developments

                             Experimental
                           numerical results
                               deviation

          Flexible body      Statistic data     Exposed impact areas and
           behaviour          dispersion          mathematical model


                 Alternative modeling methodology

                                Structure
                              Deformable body


                                     Fluid
          LAW51 Multimaterial with
                                                 SPH method
             outlet treatment
16/17
Thanks for your attention




17/17

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Study on structural behavior of an atmospheric reentry vehicle during ditching

  • 1. POLITECNICO OF TURIN MASTER DEGREE THESIS IN AEROSPACE ENGINEERING Study on structural behavior of an atmospheric reentry vehicle during ditching Supervisors: • Prof. Giulio Romeo – Politecnico of Turin • Ing. Roberto Ullio – Thales Alenia Space Candidate • Maurizio Coltro
  • 2. Thesis activity Part of ESA’s Future Launchers Preparatory Programme has been devoted to optimizing a long-term European roadmap for in-flight experimentation with atmospheric re-entry enabling systems and technologies. The Intermediate eXperimental Vehicle (IXV) project is the next core step of this effort. This work has been developed within the IXV project and with closed collaboration of TAS-I and ESA. Many thanks to ESA and TAS for their support. Thanks also to Altair Engineering for providing the software suite for the analysis.
  • 3. The IXV Project Technology platform • Intermediate element of technology-effective and cost efficient European roadmap • Prepare future ambitious operational system developments with limited risks for Europe Project objectives • Design, development, manufacturing, on-ground and in-flight verification of autonomous European lifting and controlled re-entry system Critical technologies of interest • Advanced instrumentation for aerodynamics and aerothermodynamics • Thermal protection and hot-structures solutions • Guidance, navigation and flight control Success of IXV mission • Correct performance of re-entry • Safe landing and recovery with its experimental data 1/17
  • 4. Experimental measurements Mockup • representative of external shape • inertial properties • scale factors Physical quantities • accelerations • pressures Test facility • electromagnets to release vehicle • high frequency cameras • high pool dimension to perform impact 2/17
  • 5. Modeling methodology Solver • Hyperview • Hypermesh • Radioss • Hypercrash BLOCK V10 Preprocessor Postprocessor Explicit Suited for solution Drawbacks problems tecnique • short duration • high velocity • highly nonlinear nature 3/17
  • 6. IXV numerical model STRUCTURE MODELING CONFIGURATION ASSUMPTIONS External dimensions taken Fuselage into account components Bidimensional rapresentation of surfaces Flaps assembly Rigid body description RIGID BODY INERTIAL PROPERTIES Mass Jxx Jyy Jzz [kg] 27,82 1,17 4,52 4,31 4/17
  • 7. Fluid numerical model MODELING FLUID DESCRIPTION ASSUMPTIONS Gas volume extension LAW37 Biphas ALE approach Liquid volume extension 5/17
  • 8. Fluid numerical model HORIZONTAL EXTENSION • LimitedZ Acceleration -to front dimensions Accelerometer T1064-63 (COG) avoid wave reflection VERTICAL EXTENSION • Limited in-deep dimensions to lighten fluid model WATER BASIN COMPARISON Deep water model Shallow water model 0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 0.18 Horizontal 1,22 x 2,14 [m] 1,22 x 2,14 [m] Vertical Time [s] 0,8 [m] 0,4 [m] N Elements 335265 Deep Water Model 189317 Shallow Water Model CPU Time 8413 [s] 5077 [s] 6/17
  • 9. Characteristic elements dimension Finest mesh Sensitivity normal to analysis phenomenon 2D ELEMENTS 3D ELEMENTS 3D ELEMENTS (VEHICLE) (AIR) (WATER) HEIGHT 20 [mm] 20 [mm] 20 [mm] WIDTH 20 [mm] 20 [mm] 20 [mm] DEPTH / 10 [mm] 10 [mm] N ELEMENTS 3564 78324 287188 7/17
  • 10. Fluid-structure interface FLUID STRUCTURE INTERFACE TYPE18 SENSITIVITY STFAC GAP ANALYSIS Interface Activation PERFORMED stiffness distance PRESSURE PROBES • Single TYPE18 interface to INTERFACE represent sensors separately 8/17
  • 11. Boundary-initial conditions • Atmospheric pressure to water free surface WATER • DYREL dynamic relaxation for convergence BOUNDARY • Gravity load to water volume CONDITIONS • Lateral/bottom surfaces locked • FLRD = 1 upper surface • Initially locked in all DOFs VEHICLE • Gravity load to master node BOUNDARY CONDITIONS • Initial velocity to master node • Initial distance from free surface 9/17
  • 12. Numerical - Experimental Correlation All loadcases computed from 0 to 200 ms FOURTH SECOND THIRD FIRST • Impact angle 51 deg 19 35 deg • Flaps position 21deg 0 deg LOADCASE • Vertical velocity 3,4 m/s 10/17
  • 13. First Loadcase 0.2 AX - COG 0.1 0 -0.1 0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 0.18 -0.2 -0.3 -0.4 -0.5 t [s] 0.6 AZ - COG 0.4 0.2 0 0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 0.18 -0.2 t [s] Numerical Experimental 11/17 All curves normalized to 1
  • 14. Second Loadcase 0.1 AX - COG 0 0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 0.18 -0.1 -0.2 -0.3 -0.4 t [s] 0.8 AZ - COG 0.6 0.4 0.2 0 -0.2 0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 0.18 -0.4 t [s] Numerical Experimental 12/17 All curves normalized to 1
  • 15. Third Loadcase 0.3 AX - COG 0.2 0.1 0 -0.1 0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 0.18 -0.2 -0.3 -0.4 t [s] 0.4 AZ - COG 0.3 0.2 0.1 0 -0.1 0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 0.18 -0.2 t [s] Numerical Experimental 13/17 All curves normalized to 1
  • 16. Third Loadcase 19 deg Sensor 0.40 0.30 0.20 0.10 0.00 0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 0.18 0.2 -0.10 t [s] Numerical Experimental 35 deg Sensor 0.80 0.60 0.40 0.20 0.00 0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 0.18 0.2 -0.20 t [s] Numerical Experimental 1.00 51 deg Sensor 0.80 0.60 0.40 0.20 0.00 -0.20 0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 0.18 0.2 t [s] 14/17
  • 17. Correlation results summary model updating activity • improvement of modelling Correlation approaches process • correction of individual parameters Main outcomes from acceleration results • very good correlation at COG in X and Z directions • satisfactory correlation at NOSE and REAR parts Main outcomes from pressure results • good correlation • impact event chronology • pressure time history signature • satisfactory correlation • pressure peak values 15/17
  • 18. Remarks and further developments Experimental numerical results deviation Flexible body Statistic data Exposed impact areas and behaviour dispersion mathematical model Alternative modeling methodology Structure Deformable body Fluid LAW51 Multimaterial with SPH method outlet treatment 16/17
  • 19. Thanks for your attention 17/17