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Measurement of strains by optical fiber Bragg grating sensors embedded into polymer composite material

机译:通过嵌入聚合物复合材料中的光纤布拉格光栅传感器测量应变

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This paper presents the experimental results of strain measurements made by the fiber Bragg grating sensors embedded into polymer composite materials (PCMs). A series of performed experiments are described to demonstrate the capability of fiber optic sensors to measure strains in the case of their pronounced gradient distribution within the material, under compression and tension, at cyclic variation of strains with time and at different temperatures. A measuring technique is presented, and the results of strain measurements during the process of preparation of PCM including measurements of residual process-induced strains are discussed.The results of strain measurements made by fiber optic strain sensors (FOSS) are compared with the results of numerical modeling based on the finite element method and independent measurement data obtained with the use of a digital optical system Vic-3D and other experimental devices. The comparison made shows good agreement between the results obtained by the experimental methods and numerical simulation.The results of numerical computations demonstrate that the embedment of optical fibers in a PCM introduces perturbations in the strain distribution pattern in the vicinity of optical fibers but practically does not cause changes in the value of the strain tensor component measured by the FOSS. The conclusions about applicability range of FOSS embedded into PCM were made based upon the numerical simulation. The interrelation model between Bragg wavelength peak shift and the strain of the optical fiber in the fiber Bragg grating area for the sensor that is not affected by the environment is proposed.
机译:本文介绍了由嵌入聚合物复合材料(PCM)的光纤布拉格光栅传感器进行应变测量的实验结果。描述了一系列执行的实验,以证明光纤传感器在材料在压缩和拉伸下具有明显梯度分布的情况下,在应变随时间和在不同温度下周期性变化的情况下,测量应变的能力。介绍了一种测量技术,讨论了PCM制备过程中的应变测量结果,包括残余过程引起的应变的测量结果。将光纤应变传感器(FOSS)进行的应变测量结果与基于有限元方法的数值建模以及使用数字光学系统Vic-3D和其他实验设备获得的独立测量数据。进行的比较表明,通过实验方法获得的结果与数值模拟之间具有良好的一致性。数值计算结果表明,将光纤嵌入PCM会在光纤附近的应变分布模式中引入扰动,但实际上不会导致由FOSS测量的应变张量分量的值发生变化。在数值模拟的基础上,得出了将FOSS嵌入PCM的适用范围的结论。提出了不受环境影响的传感器的布拉格波长峰移与光纤布拉格光栅区域中的光纤应变之间的相互关系模型。

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