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On the geometric phase in the spatial equilibria of nonlinear rods 被引量:1
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作者 Peinan Zhong Guojun Huang Guowei Yang 《Acta Mechanica Sinica》 SCIE EI CAS CSCD 2017年第2期457-471,共15页
Geometric phases have natural manifestations in large deformations of geometrically exact rods. The primary concerns of this article are the physical implications and observable consequences of geometric phases arisin... Geometric phases have natural manifestations in large deformations of geometrically exact rods. The primary concerns of this article are the physical implications and observable consequences of geometric phases arising from the deformed patterns exhibited by a rod subjected to end moments. This mechanical problem is classical and has a long tradition dating back to Kirchhoff. However, the perspective from geometric phases seems to go more deeply into relations between local strain states and global geometry of shapes, and infuses genuinely new insights and better understanding, which enable one to describe this kind of deformation in a neat and elegant way. On the other hand, visual representations of these deformations provide beautiful illustrations of geometric phases and render the meaning of the abstract concept of holonomy more direct and transparent. 展开更多
关键词 Geometric exact rod Geometric phase Rotation group kirchhoff analogy
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