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谱元法分析周期变截面梁振动带隙特性 被引量:3
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作者 高付超 吴志静 李凤明 《科学技术与工程》 北大核心 2018年第17期120-124,共5页
以周期变截面梁为研究对象,采用谱元法研究结构的带隙特性。基于铁木辛柯梁理论,从梁的波动方程出发,推导出与频率有关的插值函数,得到梁结构的刚度矩阵,再整合得到整体结构的动力学刚度矩阵。通过对结构单胞的整合,得到整体结构的动力... 以周期变截面梁为研究对象,采用谱元法研究结构的带隙特性。基于铁木辛柯梁理论,从梁的波动方程出发,推导出与频率有关的插值函数,得到梁结构的刚度矩阵,再整合得到整体结构的动力学刚度矩阵。通过对结构单胞的整合,得到整体结构的动力学方程。基于周期结构的频域响应,研究其带隙特性。通过有限元模拟和振动实验,验证了谱元法计算结果的正确性。此外,分析了阻尼和结构几何尺寸变化对带隙的影响。研究内容拓宽了谱元法的应用领域,同时为周期结构在工程中的应用提供参考依据。 展开更多
关键词 谱元法 周期变截面梁 铁木辛柯梁 带隙特性
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作者 高付超 《中国政协》 2001年第11期67-68,共2页
夜色渐渐地弥漫,刚刚还轻柔的风也变得萧瑟起来。街边的霓虹灯闪烁着暖昧的光线,热烈而充满诱惑。
关键词 《寻找快乐》 高付超 中国 当代 散文
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Compressive properties and energy absorption of BCC lattice structures with bio-inspired gradient design 被引量:1
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作者 Fuchao Gao Qinglei Zeng +2 位作者 Jing Wang Zengfei Liu Jun Liang 《Acta Mechanica Sinica》 SCIE EI CAS CSCD 2022年第1期110-122,共13页
Inspired by the gradient structure of the nature,two gradient lattice structures,i.e.,unidirectional gradient lattice(UGL)and bidirectional gradient lattice(BGL),are proposed based on the body-centered cubic(BCC)latti... Inspired by the gradient structure of the nature,two gradient lattice structures,i.e.,unidirectional gradient lattice(UGL)and bidirectional gradient lattice(BGL),are proposed based on the body-centered cubic(BCC)lattice to obtain specially designed mechanical behaviors,such as load-bearing and energy absorption capacities.First,a theoretical model is proposed to predict the initial stiffness of the gradient lattice structure under compressive loading,and validated against quasi-static compression tests and finite element models(FEMs).The deformation and failure mechanisms of the two structures are further studied based on experiments and simulations.The UGL structure exhibits a layer-by-layer failure mode,which avoids structure-wise shear failure in uniform structures.The BGL structure presents a symmetry deformation pattern,and the failure initiates at the weakest part.Finally,the energy absorption behaviors are also discussed.This study demonstrates the potential application of gradient lattice structures in load-transfer-path modification and energy absorption by topology design. 展开更多
关键词 Gradient lattice structure Quasi-static compression test Mechanical performance Finite element analysis Energy absorption
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