Nodal surface approximations to the P,G,D and I-WP triply periodic minimal surfaces

By P. Gandy, S. Bardhan, A. Mackay, J. Klinowski. 2001

211 citations recorded by the source corpus.

Subfields: Atomic and Molecular Physics, and Optics, Materials Chemistry

View Paper: https://www.semanticscholar.org/paper/060c37672c30cd4313f3fb53fbc084013aaf334a

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In Materials Chemistry

1. Guoying Dong
2. Yunlong Tang
3. Ian Ashcroft
4. Yaoyao Fiona Zhao
5. Christopher John Tuck

Citations in the corpus

• Effective design and simulation of surface-based lattice structures featuring volume fraction and cell type grading (2018, methodology): “There are several sources for the series approximations to the primitive, gyroid, diamond, and I-WP surfaces [34-37], though they sometimes differ in the number of Fourier expansion terms they include.”
• Design and Optimization of Graded Cellular Structures With Triply Periodic Level Surface-Based Topological Shapes (2019, background): “The close approximation to the G, D, P, and W level surfaces [44] are composed of trigonometric functions F :R(3)→R at point (x, y, z)∈R(3), and they are defined as follows:”