基于梯度的单传感器阵列多光谱去马赛克方法

Medha Gupta
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引用次数: 0

摘要

对于RGB彩色图像,单传感器相机在传感器前使用颜色滤波阵列(CFA),在每个像素位置仅捕获三个样本(红、绿、蓝)中的一种颜色样本。从单传感器摄像机捕获的图像称为原始CFA图像或拼接图像,从CFA图像中插值缺失的颜色样本并重建完整图像的过程称为CFA去拼接。在不增加成本和相机尺寸的前提下,采用单传感器和将彩色滤波阵列(CFA)扩展到多光谱滤波阵列(MSFA)的思路使我们能够一次获取多光谱图像。然而,从CFA去马赛克扩展到MSFA去马赛克并不是简单的,因为MSFA的光谱带非常多,每个光谱带的采样非常稀疏。本文提出了一种基于通用梯度的多光谱图像去马赛克方法。采用二叉树法设计MSFA模式。以这种方式安排频带序列,将中间频带设置为在MSFA模式中出现的概率最高的频带。首先对中间波段进行插值,然后利用该波段对其他波段进行递进双线性谱差插值。利用CAVE数据集的多光谱图像,将该方法与传统的多光谱去噪方法即二叉树边缘感知(BTES)方法进行了比较。实验结果表明,我们提出的方法在峰值信噪比(PSNR)和结构相似性(SSIM)方面都优于BTES。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Gradient based Multispectral Demosaicking Method using Single Sensor Array
Single sensor cameras for RGB color images using color filter array (CFA) in front of the sensor, captures only one color sample among three samples (red, green and blue) at each pixel location. Captured image, from single sensor camera, is called raw CFA image or mosaicked image, and the process of interpolating the missing color samples and reconstructing the full image from the CFA image is called CFA demosaicking. Without increasing cost and size of the camera, the idea of using single sensor and extension of color filter array (CFA) to multispectral filter array (MSFA) enable us to acquire the multispectral image in one shot. However, extension from CFA demosaicking to MSFA demosaicking is not straightforward because of a large number of spectral bands and very sparse sampling of each spectral band in MSFA. In this paper, we propose a generic gradient based multi-spectral image demosaicking method. MSFA patterns are designed using binary tree method. Band sequence arranges in this manner that middle band is set to be with the highest probability of appearance in MSFA pattern. A middle band is interpolated first and using this band, all other spectral bands interpolates with progressive bilinear spectral difference method. We compare our approach with conventional multispectral demosaicking method namely binary tree edge sensing (BTES) method, using CAVE dataset multispectral images. Experimental results show that our proposed approach outperforms BTES with respect to both peak-signal-to-noise-ratio (PSNR) and structure similarity (SSIM).
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