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A new static strain measurement method of young's modulus based on the theory of the finite element

机译:基于有限元理论的杨氏模量静态应变测量新方法

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Measurement methods of Young's modulus about static state by beam bending, there are some issues such as having low precision, the range of application is limited, required the special equipment and specimen. Therefore, this paper presents a new strain Measurement Method of Young's modulus about static state based on the theory of Finite Element. Firstly, by studying the relationship among the load, strain, and the stiffness matrix in Finite Element, to establish a relationship between strain and the Young's modulus. Secondly, the paper analyzes the sources of error, and the impact of the raw measurement error and finite element calculation error on its results. Finally, the paper's result is verified by concrete examples, and it's been proved that this method doesn't require special equipments and specimens, with high testing accuracy, besides, it is widely applied to engineering practice.
机译:梁弯曲静态杨氏模量的测量方法,存在精度低,适用范围有限,需要专用设备和标本等问题。因此,本文基于有限元理论提出了一种新的静态杨氏模量静态测量方法。首先,通过研究有限元中的载荷,应变和刚度矩阵之间的关系,建立应变与杨氏模量之间的关系。其次,分析了误差的来源,以及原始测量误差和有限元计算误差对其结果的影响。最后,通过实例验证了本文的结果,证明该方法不需要特殊的设备和标本,测试精度高,并且在工程实践中得到了广泛的应用。

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