4.7 Article

Multi-morphology transition hybridization CAD design of minimal surface porous structures for use in tissue engineering

Journal

COMPUTER-AIDED DESIGN
Volume 56, Issue -, Pages 11-21

Publisher

ELSEVIER SCI LTD
DOI: 10.1016/j.cad.2014.06.006

Keywords

Porous morphology; Structure hybridization; Triply periodic minimal surface; Sigmoid functions; Gaussian radial basis functions

Funding

  1. China Post-doctoral Foundation [2012M520572]
  2. Tianjin Municipal Education Commission [20120401]
  3. Tianjin Municipal Science and Technology Commission [14JCZDJC39500]

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There has been considerable work on scaffold design based on triply periodic minimal surfaces (TPMS). Current methods used to adjust the parameters in one type of TPMS model are insufficiently flexible for designing architectures comprising multiple porous structures. In this paper, we propose two CAD methods that combine different TPMS-based structures with given transition boundaries. One method is a sigmoid function (SF) method that can be effectively applied to simple transition boundary cases. The second method is a Gaussian radial basis function (GRBF) method that can be applied to more general cases. These methods provide for placing given TPMS-based substructures on given 3D subspaces with perfect transitions to their adjacent substructures within a scaffold domain. We present various examples of functionally graded porous structures with desired internal porous structures and external geometries to demonstrate the effectiveness of these two methods. The resulting models can be exported as STL-files and be fabricated using an additive manufacturing process. (C) 2014 Elsevier Ltd. All rights reserved.

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