Analysis of the energy absorption of aluminium tubes for crash boxes

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Analysis of the energy absorption of aluminium tubes for crash boxes 2nd Workshop on Structural Analysis of Lightweight Structures Natters, May 30-2012 F.O. Riemelmoser (FH Kärnten) M. Kotnik (SZ Oprema Ravne) H. Lammer (Wood ) V.K. Bheemineni (FH Kärnten) B. Käfer (FH Kärnten)

Objectives Introduction to light weight energy absorbers Aluminum 6060 metallic tubes as energy absorbers Experimental setup Quasi-Static tests Dynamic impact tests Identifying crashworthiness parameters Experimental observations Plastic collapse mechanism and mathematical modeling (Literature) Comparison of experimental results with literature Conclusion and future prospects 2

Light weight energy absorbers Metallic cylindrical shells as energy absorbers in automobile/train structures In the recent years, much importance was given to light weight vehicle design to improve environment-friendliness and fuel efficiency. Apart from this, it is also important for the vehicles to meet the collision safety requirements. Most of vehicle accidents were the front end collisions due to driver inattention care should be taken in designing(crash box) energy absorbers. Anenergyabsorberisasystemwhichabsorbsimpactkineticenergytotallyorpartiallyby its deformation. 3

Light weight energy absorbers Alexander in 1960 was the first person who conducted the axial crushing on circular metallic shells. Last 5 decades-major investigations on energy absorbers Approach Variations Testing's Theoretical, Experimental, Numerical Dimensions, Cross-sections, Materials Quasi-static tests, Dynamic impact tests In our research, The tube cross-section is fixed to circular. Initially Aluminum 6060-T66 material was chosen, later its hardness was increased with T6 solution heat treatment. Experiments was conducted on over 70 tubes with different dimensions, where different failure mechanism s are plotted. A lot of theoretical study was done on failure mechanism s of axially crushed tubes. At the end the experimental results are compared with theoretical results. 4

Aluminum 6060 (AlMgSi0.5 alloy) TheAluminum6060tubesarereceivedinT66state,withVickershardnessof77.74(kg/mm 2 ) In order to investigate the higher hardness, the received tubes are solution heat treated under490 Cfor2hoursandartificiallyagedfrom2to25hoursunder160 C. Hours (h) Vickers hardness (kg/mm 2 ) 2 52.98 4 63.92 5.5 73.2 7 77.76 8 78.78 9 82.34 10 86.04 12 87.34 14 88.78 16 96.66 18 95.54 19.5 90.28 21 89.08 22 91.04 24 88.16 25 86.98 Variations of Vickers hardness in Al-6060 with respect to time 5

Experimental Setup Quasi-Static Dynamic-Impact Moving plate Sample Fixed plate Concrete block Sample Sled with accelerometer Capacity -250 kn Velocity- 10 mm/min Velocity- 20 m/sec 6

Crashworthiness parameters Symbol Fmax Favg Di Df L m Description Maximum force Average force Initial Displacement Final Displacement Total length of the tube Total massof the tube 7

Quasi-static experimental observations 8

Plastic collapse mechanism 2-D view of tube collapse P = Loading D = Mean diameter of tube t 0 = Thickness of tube α= Arm bending angle Collapse mechanism of Axi-symmetric folded tubes under quasi-static testing 9

Mathematical modeling (1-m)h mh c a b a h b h is half the fold length m is eccentricity factor, equal to ratio of outside fold length to the total fold length D 2-D view of tube collapse 10

Mathematical modeling y2 y1 c a b c a ϵ2 ϵ1 h b ϵ1 is strain caused in the outside fold ϵ2 is strain caused in the inside fold D 11

Comparison of experimental results with theory Type D m (Eq 6) h(eq 5) W b (Eq 2 ) W c (Eq 3) W t (Eq 1) F avg (Eq 4) F avg (exp.) (mm) (mm) (J) (J) (J) (KN) (KN) T66 60 2 30 0.555 10.42 269 135 404 38.8 39.4 T6 60 2 30 0.555 10.42 302 151 453 43.4 43.3 T66 40 1.5 26.66 0.558 7.37 101 50 151 20.4 19.3 T6 40 1.5 26.66 0.558 7.37 113 57 170 23 20.2 12

Conclusion and Future prospects Conclusion Like T66 tubes, the hardened T6 tubes also crushed and received high energy absorption. Axi-symmetric mode of crushing is considered to be the best stable crushing mode. In order to design a good crash box, failure mechanism chart is helpful in predicting the length, diameter, and thickness of the tube. As the theoretical results are in good agreement with experimental results, it is possible to calculate the mean force by substituting tube s diameter and thickness in the theoretical equations. Future Prospects In order to increase crashworthiness in term of Energy absorption per unit mass, tubes with materials like fibre reinforced plastic s(frp s) or compound(frp wrapped metallic) tubes has to be studied extensively for their capabilities due to the fact that they are lighter and stronger. There is also a necessity for Finite Element (FE) simulation s, as they reduce the time and cost of experiments,materials etc., 13