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Estimation of trial parameters for Pulse Phase Thermography with low power heat sources

机译:低功率热源脉冲相热法试验参数的估算

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Non-destructive Testing by Infrared Thermography (IR-NDT) is a widely adopted technique to reveal the presence of defects, i.e. discontinuity zones of thermal proprieties, inside materials. Pulsed Phase Thermography (PPT) is one of the most interesting techniques among IR-NDT:the specimen is heated by a thermal pulse and the sequence of thermograms of the surface cooling is transformed with the Discrete Fourier Transform (DFT). The resulting phase images (phasegrams) show little sensitivity to irregular heating and surface proprieties, and allow better defect identification by increasing the contrast. It is also possible to estimate the depth of the defect by correlating a characteristic frequency to the thermal diffusion length of the defect. The outcome of this analysis depends on the fine tuning of the technique and the appropriate choice of the parameters of the thermal pulse, namely length and power, as well as of the acquisition:frequency and observation time. While there are in literature a few guidelines for the choice of these parameters, a good knowledge of the technique and a certain degree of guessing is still required, especially when low heating power, longer pulses and small and deep defects are involved. This paper reports a method to estimate these parameters, partly based on theoretic considerations and partly on numerical simulations performed by means of a FEM commercial code on a 2D axial-symmetric model. Experimental results are also here presented, focusing on the difference between a thick plate and a thin one.
机译:无损检测用红外热成像(IR-NDT)是一种广泛采用的技术揭示的缺陷的存在,即热礼仪的不连续区域,内部材料。脉冲相位热成像(PPT)是IR-NDT中最有趣的技术之一:将试样通过热脉冲和所述表面的热分析图的序列被加热的冷却被变换与离散傅立叶变换(DFT)。将所得的相位图像(phasegrams)示出了不规则的加热和表面礼仪小的灵敏度,并且允许更好的缺陷识别通过增加对比度。另外,也可以通过一个特征频率的缺陷的热扩散长度相关,以估计缺陷的深度。该分析的结果依赖于技术的微调和热脉冲,即长度和功率的参数的适当选择,以及采集的:频率和观测时间。虽然在文献中对这些参数的选择有一些准则,该技术的一个良好的知识和一定程度的猜测仍是必需的,尤其是在低加热功率,更长的脉冲和小而深的缺陷都参与其中。本文报道来估计这些参数,部分基于理论考虑,部分取决于通过在2D轴对称模型FEM商业代码装置执行数值仿真的方法。实验结果也这里提出,重点的厚板和薄之一之间的差。

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