Christian D. Santangelo
Affiliations: | Physics | University of Massachusetts, Amherst, Amherst, MA |
Area:
Soft Condensed Matter TheoryWebsite:
http://www.physics.umass.edu/people/christian-santangeloGoogle:
"Christian Santangelo"Bio:
http://www.genealogy.math.ndsu.nodak.edu/id.php?id=130240
Mean distance: 12.13 | S | N | B | C | P |
Parents
Sign in to add mentorPhilip Pincus | grad student | 2004 | UC Santa Barbara | |
(Fluctuations and elasticity of fluid membranes and lamellar phases.) | ||||
Randall David Kamien | post-doc | Penn |
Children
Sign in to add traineeMarcelo A. Dias | grad student | 2012 | U Mass Amherst |
Arthur A. Evans | post-doc | 2013- | U Mass Amherst |
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Publications
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Atkinson DW, Santangelo CD, Grason GM. (2021) Mechanics of Metric Frustration in Contorted Filament Bundles: From Local Symmetry to Columnar Elasticity. Physical Review Letters. 127: 218002 |
Lo PW, Santangelo CD, Chen BG, et al. (2021) Topology in Nonlinear Mechanical Systems. Physical Review Letters. 127: 076802 |
McInerney J, Chen BG, Theran L, et al. (2020) Hidden symmetries generate rigid folding mechanisms in periodic origami. Proceedings of the National Academy of Sciences of the United States of America |
Berry M, Lee-Trimble ME, Santangelo CD. (2020) Topological transitions in the configuration space of non-Euclidean origami. Physical Review. E. 101: 043003 |
Duque CM, Chen BG, Santangelo CD. (2019) Distortion-controlled isotropic swelling: numerical study of free boundary swelling patterns. Soft Matter |
Atkinson DW, Santangelo CD, Grason GM. (2019) Constant spacing in filament bundles New Journal of Physics. 21: 062001 |
Bende NP, Yu T, Corbin NA, et al. (2018) Overcurvature induced multistability of linked conical frusta: how a 'bendy straw' holds its shape. Soft Matter |
Al Mosleh S, Gopinathan A, Santangelo C. (2018) Growth of form in thin elastic structures. Soft Matter |
Chen BG, Santangelo CD. (2018) Branches of Triangulated Origami Near the Unfolded State Physical Review X. 8 |
Liu B, Silverberg JL, Evans AA, et al. (2018) Topological kinematics of origami metamaterials Nature Physics. 14: 811-815 |