张拉整体
超材料
运动学
解耦(概率)
扭转(腹足类)
扭力弹簧
扭转
经典力学
物理
刚度
边值问题
材料科学
拓扑(电路)
连续介质力学
机械
偏转(物理)
运动学图
歪斜
旋转对称性
宏观尺度
模块化设计
联锁
变形(气象学)
曲率
均质化(气候)
几何学
各向异性
顺应机制
耗散系统
叠加原理
作者
Qi Wen,Meiling Zhang,Zhihui Zhang,Zhihui Zhang,Chaozong Liu,Songyu Zhang,Jianwei Sun,Luquan Ren
摘要
ABSTRACT Compression‐torsion metamaterials (CTMs) that break spatial inversion symmetry face persistent trade‐offs among large deformation capacity, intrinsic stiffness, and fatigue durability. Crucially, boundary rotation induced by axial compression complicates integration with rotationally constrained engineering interfaces. Here we introduce a chiral three‐rod tensegrity cell (CTTC) paradigm that addresses these conflicts through a cross‐scale dual‐decoupling strategy. First, mechanical decoupling at the unit‐cell scale separates macroscopic shape‐morphing from large local material strain: a heterogeneous rigid‐flexible architecture channels global compression into kinematic rod displacement and uniform elastic‐network stretching, achieving 97° torsion at Level 0 and only 4.87% peak‐force degradation over 10 000 cycles at Level 3. An integrated geometric interlocking reconfigurator further enables post‐fabrication programmability of stiffness and strain‐normalized twist ratio ( R T‐S ). Second, kinematic decoupling at the assembly scale localizes torsional deformation as a boundary‐decoupled internal rotational mode, while maintaining external interfaces in pure translation. This cross‐scale framework establishes a deployable paradigm bridging metamaterial physics and robotic systems operating in geometrically constrained environments.
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