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首页> 外文期刊>Journal of engineering physics and thermophysics >GEOMETRIC NONLINEARITY OF MECHANICAL BEHAVIOR AS A CONSEQUENCE OF LARGE DEFORMATIONS OF SPRINGS
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GEOMETRIC NONLINEARITY OF MECHANICAL BEHAVIOR AS A CONSEQUENCE OF LARGE DEFORMATIONS OF SPRINGS

机译:机械性能的几何非线性作为弹簧大变形的结果

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摘要

Spiral springs used in many fields of technology are usually considered linear mechanical objects, i.e., the dependence of their elongation is in proportion to the applied load. However, under large deformations, this dependence becomes nonlinear, whereas the deformations of a material from which a spring is manufactured remain small and the linearity of the properties of the material is preserved. The theory of large deformations of spiral springs that makes it possible to predict the effective elastic modulus as a function of the elongation ratio has been developed.
机译:在许多技术领域中使用的螺旋弹簧通常被认为是线性机械物体,即,其伸长率的依赖性与所施加的载荷成比例。然而,在大变形下,这种依赖性变为非线性,而制造弹簧的材料的变形保持很小,并且保持了材料特性的线性。已经开发出螺旋弹簧的大变形理论,该理论使得可以预测有效弹性模量与伸长率的关系。

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