Animations & Videos

The following is an incomplete list of animations and videos that my colleagues, students and I have produced alongside various publications. Feel free to use, but please remember to give appropriate credit and reference to the journal articles.

Flight through Schoen’s Gyroid Minimal SurfaceGyroid-animation-feature-wide-filmstrip

Ref: S.T. Hyde and G.E. Schröder-Turk, “Geometry of Interfaces: topological complexity in biology and materials”, Interface Focus 2(5), 529-538 (2012)


Making sense of a pear-shaped world (by Philipp Schönhöfer)

2019_04_FilmStrip_SchoenhoeferPearShaped_1786x256

Ref: Philipp W. A. Schönhöfer, Laurence J. Ellison, Matthieu Marechal, Douglas J. Cleaver, and Gerd E. Schröder-Turk, “Purely Entropic Self-Assembly of the Bicontinuous Ia3d Gyroid-Phase“, Interface Focus 7(3), 20160161 (2017)

Credit: Philipp W.A. Schönhöfer


Construction of 8-srs structure (by Thomas Pigeon)

2018-pigeon-8srs-animation-filmstripCredit: Thomas Pigeon, Paris


Gyroid assembled from flying puzzle pieces (by Stuart Ramsden)

StuartRamsdenPuzzleAnimation_1340x217

Credit: Stuart Ramsden (ANU)


Universal, effectively hyperuniform tessellations from Lloyd’s algorithm

hyperuniform-lloyd-filmstripRef: M.A. Klatt, J. Lovric, D. Chen, S.C. Kapfer, F.M. Schaller, P.W.A. Schönhöfer, B.S. Gardiner, A.-S. Smith, G.E. Schröder-Turk, S. Torquato, “Universal hidden order in amorphous cellular geometries“, Nature Communications 10, 811 (2019)


Capillary bridges in a wet sphere pack imaged by X-ray tomography (by Simon Weis)

2019_03_FilmstripSimonWeis_LiquidBridges_1340x217

2019_03_FilmstripSimonWeis_LiquidBridgesSingleParticle_1340x200

Ref: Simon Weis, Gerd Schröder-Turk and Matthias Schröter, “Structural similarity between dry and wet sphere packings”, New Journal of Physics, 2019


Propagation of cell-level stress contributions in sheared random foams (by Myfanwy Evans)

MyfShearAnimation-verywideRef: M.E. Evans, A.M. Kraynik, D.A. Reinelt, K.  Mecke and G.E. Schröder-Turk, “Networklike Propagation of Cell-Level Stress in Sheared Random Foams“, Phys. Rev. Lett. 111, 138301 (2013)


Dynamic Voronoi animation of falling sphere

spheres-and-voronoi-falling-filmstripRef: M.A. Klatt, G. Last, K. Mecke, C. Redenbach, F.M. Schaller and G.E. Schröder-Turk, “Cell shape analysis of random tessellations based on Minkowski tensors“, Springer Lecture Notes in Mathematics “Tensor Valuations and their Applications in Stochastic Geometry and Imaging”, vol 2177 (2016)


The various screw axes (helix directions) of the single gyroid

Single-Gyroid-Rotation-axes-filmstripRef: M. Saba, M. Thiel, M.D. Turner, S.T. Hyde, M. Gu, K. Grosse-Brauckmann, D.N. Neshev, G.E. Schröder-Turk, “Circular dichroism in biological photonic crystals and cubic chiral nets”, Phys. Rev. Lett. 106, 103902 (2011)


Anisotropic Voronoi cells of an isotropic sphere packing

Anisotropy-matched-voronoi-cell-ellipsoids-filmstripRef: G.E. Schröder-Turk, W. Mickel, K. Mecke, G. Delanay, M. Saadatfar, T. Senden, T. Aste, “Disordered Spherical Bead Packs are Anisotropic”, Europhys. Lett. 90 (3), 34001 (2010)


Bonnet transformation D –> G –> P

Bonnet-trafo-1430Credit: Gerd Schröder-Turk


Diffusive coarsening of a random liquid foam (by Myfanwy Evans)

Myf-coarsening-filmstrip-animationRef: M.E. Evans, J. Zirkelbach, G.E. Schröder-Turk, A.M. Kraynik, and K. Mecke, Deformation of Platonic foam cells: Effect on growth rate , Phys. Rev. E 85 , 061401 (2012)


Acknowledgments

Almost all of my animations have been created with houdini from sidefx software.

I am very grateful to Stuart Ramsden (ANU) from whom I have learnt most of my animation skills.