MFR-Net: A multi-feature fusion phase unwrapping method for different speckle noises

IF 3.5 2区 工程技术 Q2 OPTICS
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引用次数: 0

Abstract

Phase unwrapping is a crucial step in laser interferometry for obtaining accurate physical measurement of object. To reduce the impact of speckle noise on wrapped phase during actual measurement and improve the subsequent measurement accuracy, a multi-feature fusion phase unwrapping method for different speckle noises named MFR-Net is proposed in this paper. The network is composed of a front-end multi-module filter processing layer and a back-end network with dilated convolution and coordinate attention mechanism. By reducing random phase differences introduced by different levels of noise, the network enhances its capability to extract spatial features such as gradient information between pixels under speckle noise, so that it successfully unwraps the wrapped phase with different speckle noises and accurately recovers the real phase information. Taking the wrapped phases with multiplicative speckle noise and additive random noise as dataset, the results of ablation and comparison experiments show that the MFR-Net has superior unwrapped results. Under three different levels of speckle noise, the average values of MSE, SSIM, PSNR and AU for MFR-Net are at least improved by 84.80 %, 10.99 %, 29.00 % and 7.72 %, respectively, compared to PDVQG, TIE, DLPU and VURNet algorithms. When the standard deviation of speckle noise varies continuously in the range [1.0, 2.0], the average values of four indexes reaches 0.12 rad, 0.91, 31.80 dB and 99.96 %, respectively, indicating the stronger robustness of MFR-Net. In addition, the phase step unwrapping is performed by MFR-Net. Compared to DLPU and VURNet, MFR-Net method reduced MSE by 80 % and 87.35 %, respectively, demonstrating the outstanding generalization capability. The proposed MFR-Net can realize the correct phase unwrapping under different speckle noises. It may be applied in laser interferometry applications such as digital holography and interferometric synthetic aperture radar.

MFR-Net:针对不同斑点噪声的多特征融合相位解除方法
相位解包是激光干涉测量中获得物体精确物理测量值的关键步骤。为了减少实际测量过程中斑点噪声对包裹相位的影响,提高后续测量精度,本文提出了一种针对不同斑点噪声的多特征融合相位解包方法,命名为 MFR-Net。该网络由一个前端多模块滤波处理层和一个具有扩张卷积和坐标注意机制的后端网络组成。该网络通过减少不同程度噪声带来的随机相位差,增强了对斑点噪声下像素间梯度信息等空间特征的提取能力,从而成功地解开了不同斑点噪声下的包裹相位,准确地恢复了真实的相位信息。以乘法斑点噪声和加法随机噪声的包裹相位为数据集,消融和对比实验结果表明,MFR-Net 的解包裹效果更优。在三种不同程度的斑点噪声下,与 PDVQG、TIE、DLPU 和 VURNet 算法相比,MFR-Net 的 MSE、SSIM、PSNR 和 AU 平均值至少分别提高了 84.80 %、10.99 %、29.00 % 和 7.72 %。当斑点噪声的标准差在[1.0, 2.0]范围内连续变化时,四个指标的平均值分别达到 0.12 rad、0.91、31.80 dB 和 99.96 %,表明 MFR-Net 算法具有更强的鲁棒性。此外,MFR-Net 还能进行相位阶跃解包。与 DLPU 和 VURNet 相比,MFR-Net 方法的 MSE 分别降低了 80 % 和 87.35 %,显示了其出色的泛化能力。所提出的 MFR-Net 能在不同斑点噪声下实现正确的相位解包。它可应用于激光干涉测量,如数字全息和干涉合成孔径雷达。
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来源期刊
Optics and Lasers in Engineering
Optics and Lasers in Engineering 工程技术-光学
CiteScore
8.90
自引率
8.70%
发文量
384
审稿时长
42 days
期刊介绍: Optics and Lasers in Engineering aims at providing an international forum for the interchange of information on the development of optical techniques and laser technology in engineering. Emphasis is placed on contributions targeted at the practical use of methods and devices, the development and enhancement of solutions and new theoretical concepts for experimental methods. Optics and Lasers in Engineering reflects the main areas in which optical methods are being used and developed for an engineering environment. Manuscripts should offer clear evidence of novelty and significance. Papers focusing on parameter optimization or computational issues are not suitable. Similarly, papers focussed on an application rather than the optical method fall outside the journal''s scope. The scope of the journal is defined to include the following: -Optical Metrology- Optical Methods for 3D visualization and virtual engineering- Optical Techniques for Microsystems- Imaging, Microscopy and Adaptive Optics- Computational Imaging- Laser methods in manufacturing- Integrated optical and photonic sensors- Optics and Photonics in Life Science- Hyperspectral and spectroscopic methods- Infrared and Terahertz techniques
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