Realization of active metamaterials with odd micropolar elasticity

被引:0
作者
Yangyang Chen
Xiaopeng Li
Colin Scheibner
Vincenzo Vitelli
Guoliang Huang
机构
[1] University of Missouri,Department of Mechanical and Aerospace Engineering
[2] The University of Chicago,James Franck Institute
[3] The University of Chicago,Department of Physics
[4] The University of Chicago,Kadanoff Center for Theoretical Physics
来源
Nature Communications | / 12卷
关键词
D O I
暂无
中图分类号
学科分类号
摘要
Materials made from active, living, or robotic components can display emergent properties arising from local sensing and computation. Here, we realize a freestanding active metabeam with piezoelectric elements and electronic feed-forward control that gives rise to an odd micropolar elasticity absent in energy-conserving media. The non-reciprocal odd modulus enables bending and shearing cycles that convert electrical energy into mechanical work, and vice versa. The sign of this elastic modulus is linked to a non-Hermitian topological index that determines the localization of vibrational modes to sample boundaries. At finite frequency, we can also tune the phase angle of the active modulus to produce a direction-dependent bending modulus and control non-Hermitian vibrational properties. Our continuum approach, built on symmetries and conservation laws, could be exploited to design others systems such as synthetic biofilaments and membranes with feed-forward control loops.
引用
收藏
相关论文
共 169 条
[1]  
Bertoldi K(2017)Flexible mechanical metamaterials. Nature Reviews Materials 2 17066-623
[2]  
Vitelli V(2016)Topological mechanics Nat. Phys. 12 621-1074
[3]  
Christensen J(2017)Three-dimensional mechanical metamaterials with a twist Science 358 1072-532
[4]  
van Hecke M(2017)Active matter at the inter-face between materials science and cell biology. Nature Reviews Materials 2 17048-221
[5]  
Huber SD(2016)Combinatorial design of textured mechanical metamaterials Nature 535 529-332
[6]  
Frenzel T(2020)Programming temporal morphing of self-actuated shells Nat. Commun. 11 036602-365
[7]  
Kadic M(2019)Non-reciprocal robotic metamaterials Nat. Commun. 10 216-561
[8]  
Wegener M(2018)Physics of muscle contraction Rep. Prog. Phys. 81 328-266
[9]  
Needleman D(2019)Torsional refrigeration by twisted, coiled, and supercoiled fibers Science 366 361-1338
[10]  
Dogic Z(2016)Enhanced flexural wave sensing by adaptive gradient-index metamaterials Sci. Rep. 6 557-117