As an in situ combustion diagnostic tool, Tunable Diode Laser Absorption Spectroscopy (TDLAS) tomography has been widely used for imaging of two-dimensional temperature distributions in reactive flows. Compared with the computational tomographic algorithms, Convolutional Neural Networks (CNNs) have been proofed to be more robust and accurate for image reconstruction, particularly in case of limited access of laser beams in the Region of Interest (RoI). In practice, flame in the RoI that requires to be reconstructed with good spatial resolution is commonly surrounded by low-temperature background. Although the background is not of high interest, spectroscopic absorption still exists due to heat dissipation and gas convection. Therefore, we propose a Pseudo-Inversed CNN (PI-CNN) for hierarchical temperature imaging that (a) uses efficiently the training and learning resources for temperature imaging in the RoI with good spatial resolution, and (b) reconstructs the less spatially resolved background temperature by adequately addressing the integrity of the spectroscopic absorption model. In comparison with the traditional CNN, the newly introduced pseudo inversion of the RoI sensitivity matrix is more penetrating for revealing the inherent correlation between the projection data and the RoI to be reconstructed, thus prioritising the temperature imaging in the RoI with high accuracy and high computational efficiency. In this paper, the proposed algorithm was validated by both numerical simulation and lab-scale experiment, indicating good agreement between the phantoms and the high-fidelity reconstructions.
翻译:作为现场燃烧诊断工具,在反应性流中,对二维温度分布进行成像时,广泛使用了图象式二维温度分布图象的图象激光激光吸附光谱分析(TDLAS)成像法,与计算式断层算法相比,进化神经网络(CNN)被证明对图像重建更为有力和准确,特别是在利益区域激光束接触有限的情况下。在实践中,需要以良好的空间分辨率重建的RoI火焰通常被低温背景所包围。虽然背景不甚感兴趣,但是由于热消散和气体融化,光谱吸收仍然存在。因此,我们建议为等级温度成像设计一个Pseudo-InversectiveCNN(PI-CNN)系统(PI-CNN)系统(PI-CNN)系统,以便(a)以良好的空间分辨率在RoI系统温度成像中高效地使用培训和学习资源,以及(b)通过适当处理光谱化吸收模型的完整性来重建空间溶解度较低的背景温度。与实验室文件的精确度模型之间,与传统的直观感光学吸收感光学感应比,因此在前的精确度上进行前的精确变变后算,在前的精确度上将高度上,通过高级变现变现的变现变现的算数据在前的精确度上,这是前的变现式的变的变现式的变的变现式的变式的变的变的变式的变式,在前的变压数据中,在前变式的变压数据中进行。