Material design and structure-property relationships
“Structure in Nature is a Strategy for Design” was a powerful book of the 1970s, in which architect Peter Pearce advocated the use of geometric designs inspired by nature as motifs for design and architecture. This book continues to be an excellent read, and one that inspires my research into materials microstructure design, for two reasons:
- Peter Pearce advocates structures in nature as patterns for design, as a paradigm for materials science and engineering (and architecture).
- He explores methodically the ‘geometric possibilities’, enumerating where possible large ranges of structural models within a variety of geometric classes to look for suitable, or optimal, design patterns.
I consider that this two-fold approach (inspiration from nature and geometric enumeration) is a powerful approach for materials microstructure or nanostructure design. This is particularly true considering the huge advances in 3D printing techniques at all scales, and considering that computational materials science provides comprehensive tools for digital analysis of materials properties, including topological optimisation methods.
Across a number of topics in materials science, I have worked on identifying microstructure designs with a particular functionality, on structure-property relationships for both ordered and disordered materials, and on classes of geometries that lend themselves to applications in materials science.
Nanofabricated photonic materials design based on Gyroid materials and multi-network Gyroid materials
Designs for free-form fabrication bone scaffolds with tunable mechanical / transport properties
- S. Nachtrab, S. Kapfer, D. Rietzel, D. Drummer, M. Madadi, C.H. Arns, A.M. Kraynik, G.E. Schröder-Turk and K. Mecke, “Tuning elasticity of open-cell solid foams and bone scaffolds via randomized vertex connectivity”, Advanced Engineering Materials 14, 120-124 (2012)
- S.C. Kapfer, S.T. Hyde, K. Mecke, C.H. Arns, and G.E. Schröder-Turk, “Minimal surface scaffold designs for tissue engineering”, Biomaterials 32(29), 6875-6882 (2011)
Auxetic (negative Poisson’s ratio) material designs
- H. Mitschke, F. Schury, F. Wein, K. Mecke, M. Stingl and G.E. Schröder-Turk, “Geometry – the leading parameter for the Poisson’s ratio of bending-dominated cellular solids“, International Journal of Solids and Structure 100, 1-10, (2016)
- H. Mitschke, G.E. Schröder-Turk, K. Mecke, P.W. Fowler, S.D. Guest, “Symmetry detection of auxetic behavior in 2D frameworks”, EPL 102, 66005 (2013)
- H. Mitschke, V. Robins, K. Mecke, G.E. Schröder-Turk, “Finite auxetic deformations of plane tessellations”, Proceedings of the Royal Society A – Mathematical Physical and Engineering Sciences 469, 20120465 (2013)
- H. Mitschke, J. Schwerdtfeger, F. Schury, M. Stingl, C. Körner, R.F. Singer, V. Robins, K. Mecke, and G.E. Schröder-Turk, “Finding auxetic frameworks in periodic tessellations”, Advanced Materials 23, 2669-2674 (2011)
Structure-property relationship for bicontinuous polymer blend solar cells
- R.G.E. Kimber, A.B. Walker, G.E. Schröder-Turk and D.J. Cleaver, “Bicontinuous minimal surface nanostructures for polymer blend solar cells”, Phys. Chem. Chem. Phys. 12, 844 (2010)
Structure-property relationships for disordered materials
- See details in section “Physics of disordered materials“
Some overview articles
- B.D. Wilts, P.L. Clode, N.H. Patel, G.E. Schröder-Turk, “Nature’s functional nanomaterials: Growth or self-assembly?“, MRS Bulletin 44(2) issue on ‘Bioinspired Far-From-Equilibrium Materials’, 106-112, February issue (2019)
- M.E. Evans and G.E. Schröder-Turk, “In a material world: Hyperbolische Geometrie in biologischen Materialien”, Mitteilungen der Deutschen Mathematiker-Vereinigung 22(3), 158-166 (2014)
- M.D. Turner, G.E. Schröder-Turk and M. Gu, “Biomimetic photonic materials by direct laser writing”, in ‘Laser Technology in Biomimetics’, Springer Berlin Heidelberg, pages 67-82 (2013)