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PSF Estimation and Image Restoration for Motion Blurred Images

机译:PSF估计和运动模糊图像的图像恢复

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Point spread function (PSF) estimation and image restoration algorithm are the hotspots In the research of motion blurred image restoration. In order to improve the efficacy of image restoration, an improved algorithm named quadric transforms (QT) method is proposed in this paper by analyzing the restoration process of motion blurred images. Firstly, Fourier transform and homomorphism transform are applied to the original motion blurred image, and then the Fourier transform and homomorphism transform are used again to the obtained spectrum image. Secondly, the motion blur direction is estimated by Radon transform. Thirdly, the motion blur length is found by differential autocorrelation operations. Finally, utilizing the estimated blur direction and blur length, the motion blurred image is restored by Wiener filtering. Experimental results show that the proposed QT method can get more accurate estimated motion blur angles than the primary transform (PT, that is, Fourier transform and homomorphism transform are used one time) method and can get better restored images under the meaning of peak signal to noise ratio (PSNR).
机译:点传播功能(PSF)估计和图像恢复算法是运动模糊图像恢复研究中的热点。为了提高图像恢复的功效,通过分析运动模糊图像的恢复过程,提出了一种名为Quadic变换(QT)方法的改进算法。首先,将傅里叶变换和同性态变换应用于原始运动模糊图像,然后再次使用傅里叶变换和同态变换来获得所获得的频谱图像。其次,氡变换估计运动模糊方向。第三,通过差分自相关操作找到运动模糊长度。最后,利用估计的模糊方向和模糊长度,通过维纳滤波恢复运动模糊图像。实验结果表明,所提出的QT方法可以获得比初级变换(PT,即傅里叶变换和同态变换使用一次)的更准确的估计运动模糊角度,并且可以在峰值信号的含义下获得更好的恢复图像噪声比(PSNR)。

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