• Media type: E-Article
  • Title: Computational Design and Characterisation of Gyroid Structures with Different Gradient Functions for Porosity Adjustment
  • Contributor: Wallat, Leonie; Altschuh, Patrick; Reder, Martin; Nestler, Britta; Poehler, Frank
  • imprint: MDPI AG, 2022
  • Published in: Materials
  • Language: English
  • DOI: 10.3390/ma15103730
  • ISSN: 1996-1944
  • Keywords: General Materials Science
  • Origination:
  • Footnote:
  • Description: <jats:p>Triply periodic minimal surface (TPMS) structures have a very good lightweight potential, due to their surface-to-volume ratio, and thus are contents of various applications and research areas, such as tissue engineering, crash structures, or heat exchangers. While TPMS structures with a uniform porosity or a linear gradient have been considered in the literature, this paper focuses on the investigation of the mechanical properties of gyroid structures with non-linear porosity gradients. For the realisation of the different porosity gradients, an algorithm is introduced that allows the porosity to be adjusted by definable functions. A parametric study is performed on the resulting gyroid structures by performing mechanical simulations in the linear deformation regime. The transformation into dimensionless parameters enables material-independent statements, which is possible due to linearity. Thus, the effective elastic behaviour depends only on the structure geometry. As a result, by introducing non-linear gradient functions and varying the density of the structure over the entire volume, specific strengths can be generated in certain areas of interest. A computational design of porosity enables an accelerated application-specific structure development in the field of engineering.</jats:p>
  • Access State: Open Access