METALLIC HOLLOW SPHERE STRUCTURES MULTIFUNCTIONAL MATERIALS FOR LIGHTWEIGHT APPLICATIONS: TYPES, PROPERTIES AND CASE STUDIES Andreas Öchsner1,2,a, Thomas Fiedler3,b, Christian Augustin4,c 1 Department of Applied Mechanics, Faculty of Mechanical Engineering, Technical University of Malaysia, Skudai, Johor, Malaysia 2,3 University Centre for Mass and Thermal Transport in Engineering Materials, School of Engineering, The University of Newcastle, Callaghan, New South Wales 2308, Australia 4 a Glatt GmbH, Binzen, Germany Andreas.Oechsner@gmail.com; bThomas.Fiedler@newcastle.edu.au; c Christian.Augustin@glatt.com Abstract: Metallic hollow sphere structures (MHSS) are a new group of cellular metals characterised by easily reproducible geometry and therefore consistent mechanical and physical properties. A new powder metallurgy based manufacturing process enables the production of metallic hollow spheres of defined geometry. This technology brings a significant reduction in costs in comparison to earlier applied galvanic methods and all materials suitable for sintering can be applied. The paper presents exemplarily mechanical and thermal properties of hollow sphere structures in different configurations and shows several practical applications of this new engineering material. 1. INTRODUCTION The concept of porous and cellular metals first emerged in the beginning of the 1970s [1–3]. The basic idea seeks to imitate the cellular structure of high-performance lightweight structures in nature such as the human osseous structure and can therefore be related to the field of bio-inspired research. A closely related approach has already been successfully brought into application in both the aviation industry [4,5] and the space industry [6,7] through the use of hexagonal honeycomb structures in sandwich cores. Nowadays, foams made of polymeric materials are widely used in all fields of technology. For example, Styrofoam® and hard polyurethane foams are widely used as packaging materials. Other typical application areas of polymeric foams are the fields of heat insulation and sound absorption. During the last few years, techniques for the manufacturing of novel cellular and porous metals have been developed [8,9]. These materials exhibit a high potential for future oriented applications due to their specific properties. By definition, cellular metals are materials with high porosity which are divided into distinct cells. The boundaries of these cells are made of solid metal, while the internal regions are air cavities. Cellular metals therefore exhibit densities which are typically below 10% of their corresponding base metal. This porosity can be quantified by the relative volume which is the volume occupied by the base material divided by the 1-80 total volume of the structure. Two special cases of cellular metals are metallic foams and sponges. Metallic foams like Alporas® (Fig. 1 a) originate from a liquid and are characterised by closed cells. Fig. 1. Cellular metals: (a) Alporas® aluminum foam; (b) M-Pore® aluminum sponge. Metallic sponges such as M-Pore® (Fig. 1 b) are characterised by an interconnected porosity of open cells. In contrast to cellular metals, porous metals contain a multitude of microscopic pores and the densities of these materials are in the range of their base material(s). It should be mentioned here that the definitions of metallic foam, sponge and porous metals are not mutually exclusive. Well-known advantages of cellular metals are their high ability for energy adsorption [10–12], good damping behaviour [13–15], sound absorption [16], excellent heat insulation [17–19] and a high specific stiffness [20–22]. The combination of these properties opens a wide field of potential applications, e.g. in automotive, aviation or the space industry [23–25]. However, despite more than 30 years of intensive scientific research, few industrial applications of these technologies can be found. Essential limiting factors for their utilization are unevenly distributed material parameters [11,12] and relatively high production costs. Less variation in the physical properties can be achieved with lattice block materials [26,27]. These structures are manufactured by investment casting and therefore exhibit a well-defined, reproducible geometry (periodic 3D truss structure). However, this manufacturing technology is only able to produce open-celled structures. Further limitations are high costs and anisotropic properties caused by the mesostructure orientation. Fig. 2. Manufacturing process of metallic hollow-sphere structures. 1-81 Metallic hollow-sphere structures (MHSS) are a new group of cellular metals characterized by easily reproducible geometry and therefore consistent mechanical and physical properties. A new powder metallurgy-based manufacturing process enables the production of metallic hollow spheres of defined geometry [28]. This technology brings a significant reduction in costs in comparison to earlier applied galvanic methods and all materials suitable for sintering can be applied. EPS (expanded polystyrol) spheres are coated with a metal powder–binder suspension by turbulence coating. The green spheres produced can either be sintered separately to manufacture single hollow spheres or be pre-compacted and sintered in bulk (Fig. 2) thus creating sintering necks between adjacent spheres [29]. Depending on the parameters of the sintering process the microporosity of the sintered cell wall can be adjusted. In a subsequent debindering process, the EPS spheres are pyrolysed. The increase of the carbon content of the sintered metal by the diffusion of the incinerated binder and polymer causes degradation of mechanical properties and corrosion resistance. Special reducing processes are required to reduce this effect [30]. Examples of single hollow spheres are shown in Fig. 3. Fig. 3. Single hollow spheres of different diameter. Fig. 4. Adhesively bonded metallic MHSS: (a) Cross-section of a syntactic MHSS; (b) partial morphology. Various joining technologies such as sintering, soldering and adhering can be used to assemble the single hollow spheres to interdependent structures [31,32]. Adhering is 1-82 an economic way of joining and therefore is attractive for a wide range of potential applications. Another important advantage is the possible utilization of the mechanical behaviour and morphology of the adhesive layer as a further design parameter for the optimization of the structure’s mechanical properties for specific applications. Figure 4 shows two different types of adhesively bonded MHSS. In the case of syntactic morphology, the hollow spheres are completely embedded within the adhesive matrix as in the case of classical fiber-reinforced plastics. In contrast, the adhesive is concentrated at the contact points of neighboring spheres for partial MHSS. Consequently, partial MHSS also exhibit interconnected porosity. 3. MECHANICAL AND THERMAL PROPERTIES Hollow sphere structures show a different physical behaviour compared to classical solid materials since the macroscopic behaviour is determined by the cell wall material and the cellular structure (i.e. sphere dimensions, spatial arrangement and joining technology). As example, mechanical and thermal properties obtained from finite element simulations will be presented in the section [33]. 3.1 Mechanical Properties The stress-strain relations of partial and syntactic metallic hollow sphere structures are plotted in Fig. 5. It can be observed that the syntactic MHSS exhibit significant higher stresses in comparison to the partial structures. Furthermore, the stresses increase with the density of the structure. Fig. 5. Stress-strain relations of adhesively joined (heterogeneous) MHSS. The linear-elastic range of the stress-strain curve (Fig. 5) can be characterised by the material parameter Young's modulus E which is plotted in Fig. 6 versus the average density of the structures. The stiffness of partial MHSS increases linearly with the density, whereas the curve of syntactic MHSS exhibits a parabolic shape. In the field of lightweight technology, high specific material parameters are of great interest. If a material parameter is plotted versus the density, high specific values are located in the top left area of the graph. Identical specific values lie on straight lines that intersect the origin of the coordinate system. Accordingly, it can be concluded that syntactic 1-83 MHSS exhibit the higher specific stiffness for average densities larger than 0.52 g/cm3. Fig. 6. The dependence of Young's modulus E of adhesively bonded (heterogeneous) MHSS on the average density. 3.2 Thermal Properties Figure 7 shows the influence of different morphologies for homogeneous steel structures. The effective thermal conductivity is plotted versus the sphere wall thickness t. As a result of the higher volume fraction of the matrix, the syntactic MHSS exhibit significant higher thermal conductivity. In contrast to this behaviour, the partially bonded structures show only low values, especially for a small sphere wall thickness t. Fig. 7. Influence of the morphology of homogeneous steel MHSS on the effective thermal conductivity. In Figure 8, the influence of the morphology on the thermal properties of adhesively bonded structures is visualized. Due to the higher volume fraction of the epoxy matrix (Ep), the thermal conductivity of syntactic MHSS exceeds the values of the partial 1-84 morphology. However, the deviation is smaller in comparison to the homogeneous structures. This phenomenon can be explained by the low thermal conductivity of the adhesive matrix. Increase of the volume fraction of the matrix therefore only slightly increases the effective conductivity of the structure. Fig. 8. Influence of the morphology of heterogeneous MHSS on the effective thermal conductivity. Further information on the thermal properties of cellular materials can be found in the monograph [34]. 4. APPLICATIONS Cellular metals as well as hollow sphere structures exhibit a multitude of interesting properties. Based on these characteristics, highly integrated applications can be created. First, due to the high porosity of MHSS, the material is able to compress at high strains. The typical stress–strain diagram of a MHSS reveals a stress plateau which characterizes the ability of the structure to absorb energy at a low and constant stress level even at high strains. Fig. 9. Hollow spheres filled in metallic tubes to serve as crash absorber. 1-85 This property enables the application of MHSS in energy-absorbing structures (cf. Fig. 9), e.g. crash elements in the automotive industry [24]. Fig. 10. Advanced sandwich structures with cellular core material (HSS): a) Carbon fibre reinforced plates as face sheets; b) steel plates as face sheets. Sandwich structures are essential machine elements in lightweight construction and a typical field of (possible) industrial application of cellular metals. In particular, aluminium sandwich constructions have been recognised as a promising concept for structural design of lightweight transportation systems such as aircraft [35], highspeed trains [36] and fast ships [37]. The classic definition of a sandwich structure in lightweight applications is a composite where a light core material is enclosed by two or more layers of a fully dense material. The basic principle of sandwich structures is for two strong face sheets to bear the applied loads while the core acts as a spacer which retains the face sheets in position by carrying shear stresses. Therefore, the core must be stiff enough in the direction perpendicular to the faces to ensure that they remain the correct distance apart and exhibit sufficient shear stiffness to ensure that when the panel is bent the faces do not slide over each other. The core material does not need to reach the mechanical performance of the face sheets and typically lowdensity materials are applied [38]. Nowadays, the industrial standards for sandwich cores are honeycomb structures which exhibit excellent stiffness at very low densities. However, the processing of honeycomb structures, especially as a core between curved face sheets, is complex and therefore increases the manufacturing costs. Furthermore, honeycomb structures possess poor resistance to contact and impact loads [39,40] and exhibit anisotropic properties. This shows that there is a necessity for new innovative core materials. In Fig. 10 hollow spheres are applied as core material. For industrial applications these core materials have to be able to compete with classic honeycomb structures. The benefits of cellular metal as sandwich cores, relative to competing concepts, arise primarily in curved configurations where the isotropy of the material is advantageous [10,20,41]. Due to the multifunctional properties of cellular metals the selection of the optimum core material requires the consideration of all characteristics with relevance to the intended application. Another clear attribute of cellular structures is the damping of mechanic and acoustic oscillations. In conjunction with low density, this property suggests the utilisation in parts where high accelerations occur. Structural oscillations can be damped and energy consumption can be reduced due to the small amount of accelerated mass. The significant potential of hollow sphere composite structures in machine tools has already been demonstrated [42]. Furthermore, cellular metals can act as sound 1-86 suppressors and acoustic insulators. Cellular metals also exhibit a low thermal conductivity in comparison to their metallic base materials. In particular, adhesively bonded MHSS show very low thermal conductivities, due to the insulating effect of the adhesive matrix between the metallic shells of the spheres. Consequently, MHSS can be applied as thermal insulators [43,44]. Other approaches aim for the utilization of metallic sponges inside heat exchangers [45,46] or heat sinks. However, since MHSS exhibit only low (partial morphology) or no (syntactic morphology) interconnected porosity, they possess a high flow resistance and are not suitable for such applications. Fig. 11. Hollow sphere structures in machine parts: a) robot arm; b) exhaust silencer. Many other possible applications of hollow sphere structures have been tested (e.g. ballistic protection) and should give rise to new engineering structures. 5. OUTLOOK Hollow sphere structures are a new type of cellular materials which opens the possibility for novel integrated engineering constructions. Compared to classical cellular metals such as metal foams, hollow sphere structures reveal a much lower scattering in the physical properties. Several fields of possible applications have been presented within this article. The industrial application in series production of advanced structures is the next challenging step of this material development. REFERENCES [1] N.N. (1971) Metal foam – News, 2, 11. [2] Brayl, H. (1972) Eng Mater Des, 16, 19. [3] Barton, R.R., Carter, F.W.S. and Roberts, T.A. (1974) Chem Eng, 291, 708. [4] Hamer, J. (1971) Composites, 2, 242–245. [5] Wilson, S. (1990) Mater Design, 11, 323–326. [6] Vijayakumar, S. (2004) Compos Struct, 65, 7–12. [7] Gibson, L.J. and Ashby, M.F. (1999) Cellular Solids: Structure and Properties, Cambridge University Press, UK. [8] Banhart, J. (2001) Prog Mater Sci, 46, 559–632. [9] Baumeister, J. (1999) Werkstoffe Technische Mitteilungen, 92, 94–99. [10] Evans, A.G., Hutchinson, J.W. and Ashby, M.F. (1999) Prog Mater Sci, 43, 171– 221. 1-87 [11] Lopatnikov, S.L., Gama, B.A. and Gillespie, J.W. (2007) Int J Impact Eng, 34, 587–595. [12] Nemat-Nasser, S., Kang, W.J., McGee, J.D., Guo, W.G. and Isaacs, J.B. (2007) Int J Impact Eng, 34, 1119–1146. [13] Golovin, I.S. and Sinning, H.R. (2003) J Alloys Compd, 355, 2–9. [14] Golovinand, I.S. and Sinning, H.R. (2004) Mater Sci Eng A, 370, 504–511. [15] Neugebauer, R., Hipke, T., Hohlfeld, J. and Thümmler, R. (2005) Metal foam as a combination of lightweight engineering and damping. In: Cellular Metals and Polymers (eds R.F. Singer, C. Körner, V. Altstädt and H. Münstedt), Trans Tech Publications, Stafa-Zürich. [16] Hübelt, J. and Bingel, G. (2006) Cellmet News, 1, 1–2. [17] Lu, T.J. and Chen, C. (1999) Acta Mater, 47, 1469–1485. [18] Paek, J.W., Kang, B.H., Kim, S.Y. and Hyun, J.M. (2000) Int J Thermophys, 21, 453–464. [19] Zhao, C.Y., Lu, T.J., Hodson, H.P. and Jackson, J.D. (2004) Mater Sci Eng A, 367, 123–131. [20] Ashby, M.F., Evans, A., Fleck, N.A., Gibson, L.J., Hutchinson, J.W. and Wadley, H.N.G. (2000) Metal Foams: A Design Guide, Butterworh-Heinemann, USA. [21] Schwartz, D.S., Shih, D.S., Wadley, H.N.G. and Evans, A.G. (eds) (1998) Porous and Cellular Materials for Structural Applications. Proceedings of the MRS Spring Meeting, Vol. 521, Materials Research Society (MRS), USA. [22] Fiedler, T., Öchsner, A., Grácio, J. and Kuhn, G. (2005) Mech Compos Mater, 41, 405–422. [23] Krez, R., Hombergsmeier, E. and Eipper, K. (1999) Manufacturing and testing of aluminium foam structural parts for passenger cars demonstrated by example of a rear intermediate panel. In: Proceedings of the 1st International Conference on Metal Foams and Porous Metal Structures (MetFoam’99) (eds J. Banhart, M.F. Ashby and N.A. Fleck), MIT Publishing, Berlin. [24] Yoshimura, H., Shinagawa, K., Sukegawa, Y. and Murakami, K. (2005) Metallic hollow sphere structures bonded by adhesion. in Proccedings of the 4th International Conference on Porous Metals and Metal Foaming Technology (MetFoam2005) (eds H. Nakajima and N. Kanetake), The Japan Institute of Metals. [25] Alm GmbH, (2006) Cellmet News, 1, 4. [26] Furio, T. and Zoccala, M. (2001) The Future in Ship Doors Lattice Block Materials. published online. [27] Zhou, J., Shrotriya, P. and Soboyejo, W.O. (2004) Mech Mater, 36, 723–737. [28] Jaeckel, M. and Smigilski, H. (1988) Process for Producing Metallic and Ceramic Hollow Spheres German Patent DE 3724156 A1. [29] Jaeckel, M. (1983) Process for the Production of Substantially Spherical Lightweight Particles of Metal, German Patent DE 3210770 A1. [30] Studnitzky, T. and Andersen, O. (2005) Control of the carbon content in metal hollow sphere structures by variation of the debindering conditions. In: Cellular Metals and Polymers (eds R.F. Singer, C. Körner, V. Altstädt and H. Münstedt), Trans Tech Publications, Stafa-Zürich. [31] Rousset, A., Bonino, J.P., Blottiere, Y. and Rossignol, C. (1987) Process for the Production of Porous Metal Bodies, French Patent 8707440. [32] Degischer, H.P. and Kriszt, B. (eds) (2002) Handbook of Cellular Metals, WileyVCH, Germany. 1-88 [33] Fiedler, T. (2008) Numerical and Experimental Investigation of Hollow Sphere Structures in Sandwich Panels, Trans Tech Publications, Switzerland. [34] Öchsner, A., Murch, G.E. and de Lemos, J.S. (eds) (2008) Cellular and Porous Materials, Wiley-VCH, Germany. [35] Paik, J.K., Thayamballi, A.K. and Kim, G.S. (1999) Thin Wall Struct, 35, 205– 231. [36] Belingardi, G., Cavatorta, M.P. and Duella, R. (2003) Compos Struct, 61, 13–25. [37] Knox, E.M., Cowling, M.J. and Winkle, I.E. (1998) Mar Struct, 11, 185–204. [38] Allen, H.G. (1969) Analysis and Design of Structural Sandwich Panels, Pergamon Press, USA. [39] Silva, M.J. and Gibson, L.J. (1997) Int J Mech Sci, 39, 549–563. [40] Wu, E. and Jiang, W.S. (1997) Int J Impact Eng, 19, 439–456. [41] Bart-Smith, H., Hutchinson, J.W. and Evans, A.G. (2001) Int J Mech Sci, 43, 1945–1963. [42] Baumeister, E., Klaeger, S. and Kaldos, A. (2004) J Mater Process Technol, 155– 156, 1839–1846. [43] Fiedler, T. and Öchsner, A. (2007) Mater Sci Forum, 553, 39–44. [44] Fiedler, T. and Öchsner, A. (2007) Mater Sci Forum, 533, 45–50. [45] Boomsma, K., Poulikakos, D. and Zwick, F. (2003) Mech Mater, 35, 1161–1176. [46] Lu, W., Zhao, C.Y. and Tassou, S.A. (2006) Int J Heat Mass Transfer, 49, 2751– 2761. 1-89