目录前言在图像处理惩罚领域中,去马赛克(Demosaicing)是一项关键技术,用于从单色彩滤波阵列(CFA)图像规复全彩图像。本文将先容一种简朴的线性插值去马赛克算法,并将其从MATLAB代码转换为Python代码。最终结果将展示怎样从Bayer格式的图像数据规复出RGB全彩图像。 什么是马赛克图像?马赛克图像是一种通过在传感器上覆盖彩色滤光片阵列(CFA)生成的单通道图像。最常见的CFA模式是Bayer模式,其中包括红(R)、绿(G)和蓝(B)三种滤光片,以特定模式排列。去马赛克过程就是从这种单通道图像中规复出三通道(RGB)的彩色图像。 算法简介本文实现的去马赛克算法是基于简朴线性插值的。它利用相近像素的值来估计每个像素点的RGB值。具体步骤如下:
代码实现[code]import numpy as np import matplotlib.pyplot as plt def read_raw(file_path, bits, width, height): with open(file_path, 'rb') as f: raw_data = np.fromfile(f, dtype=np.uint8) bayer_data = raw_data.reshape((height, width)) return bayer_data def demosaic(bayer_data, width, height): # 扩展图像以便于盘算边缘像素 bayer_padding = np.zeros((height + 2, width + 2), dtype=np.float32) bayer_padding[1:height+1, 1:width+1] = bayer_data bayer_padding[0, :] = bayer_padding[2, :] bayer_padding[height+1, :] = bayer_padding[height, :] bayer_padding[:, 0] = bayer_padding[:, 2] bayer_padding[:, width+1] = bayer_padding[:, width] # 插值的主要代码 im_dst = np.zeros((height + 2, width + 2, 3), dtype=np.float32) for ver in range(1, height + 1): for hor in range(1, width + 1): if (ver % 2 == 1 and hor % 2 == 1): # Red pixel im_dst[ver, hor, 0] = bayer_padding[ver, hor] im_dst[ver, hor, 1] = (bayer_padding[ver-1, hor] + bayer_padding[ver+1, hor] + bayer_padding[ver, hor-1] + bayer_padding[ver, hor+1]) / 4 im_dst[ver, hor, 2] = (bayer_padding[ver-1, hor-1] + bayer_padding[ver-1, hor+1] + bayer_padding[ver+1, hor-1] + bayer_padding[ver+1, hor+1]) / 4 elif (ver % 2 == 0 and hor % 2 == 0): # Blue pixel im_dst[ver, hor, 2] = bayer_padding[ver, hor] im_dst[ver, hor, 1] = (bayer_padding[ver-1, hor] + bayer_padding[ver+1, hor] + bayer_padding[ver, hor-1] + bayer_padding[ver, hor+1]) / 4 im_dst[ver, hor, 0] = (bayer_padding[ver-1, hor-1] + bayer_padding[ver-1, hor+1] + bayer_padding[ver+1, hor-1] + bayer_padding[ver+1, hor+1]) / 4 elif (ver % 2 == 1 and hor % 2 == 0): # Green pixel (on Red row) im_dst[ver, hor, 1] = bayer_padding[ver, hor] im_dst[ver, hor, 0] = (bayer_padding[ver, hor-1] + bayer_padding[ver, hor+1]) / 2 im_dst[ver, hor, 2] = (bayer_padding[ver-1, hor] + bayer_padding[ver+1, hor]) / 2 elif (ver % 2 == 0 and hor % 2 == 1): # Green pixel (on Blue row) im_dst[ver, hor, 1] = bayer_padding[ver, hor] im_dst[ver, hor, 2] = (bayer_padding[ver, hor-1] + bayer_padding[ver, hor+1]) / 2 im_dst[ver, hor, 0] = (bayer_padding[ver-1, hor] + bayer_padding[ver+1, hor]) / 2 im_dst = im_dst[1:height+1, 1:width+1, :] return im_dst # ------------原始格式---------------- file_path = '../images/kodim19_8bits_RGGB.raw' bayer_format = 'RGGB' width = 512 height = 768 bits = 8 # -------------------------------------- bayer_data = read_raw(file_path, bits, width, height) plt.figure() plt.imshow(bayer_data, cmap='gray') plt.title('raw image') plt.show() im_dst = demosaic(bayer_data, width, height).astype(np.uint8) plt.figure() plt.imshow(im_dst) plt.title('demosaic image') plt.show() org_image = plt.imread('../images/kodim19.png') plt.figure() plt.imshow(org_image) plt.title('org image') plt.show() [/code]结果展示: 总结到此这篇关于Python实现简朴线性插值去马赛克算法的文章就先容到这了,更多相干Python线性插值去马赛克算法内容请搜索脚本之家从前的文章或继续欣赏下面的相干文章盼望各人以后多多支持脚本之家! 来源:https://www.jb51.net/python/328896mib.htm 免责声明:如果侵犯了您的权益,请联系站长,我们会及时删除侵权内容,谢谢合作! |
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