基于DCT技术的卫星图像压缩

Deeksha Bekal Gangadhar, A. Ananth
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引用次数: 1

摘要

图像的压缩是数字图像存储和传输中不可分割的一部分。由于存储和带宽的限制,对图像进行压缩是必要的。离散余弦变换(DCT)是这里用于将空间分量转换为频率分量的技术。提出了一种计算DCT的算法,使图像得到压缩。利用反离散余弦变换(IDCT)对压缩图像进行解压缩,得到重构图像。计算了三幅图像的压缩比(CR)、均方误差(MSE)和峰值信噪比(PSNR),给出了DCT图像压缩技术的性能标准。利用印度遥感卫星IRS - 2获取的农村影像和城市影像进行压缩比的推导。与卫星影像相比,Lena影像具有更高的压缩比。研究发现,农村图像比城市图像具有更好的压缩比。可以看出,卫星农村图像的压缩比为7.8952,而卫星城市图像的压缩比为5.4244。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Satellite Image Compression Using DCT Technique
Compression of an image forms the indivisible part of the digital image storage and transmission. The limitation of storage and bandwidth capacity brings the necessity for image compression. Discrete Cosine Transform (DCT) is the technique used here for converting spatial components into frequency component. An algorithm is developed to compute DCT that yields compression of image. Compressed image is decompressed using Inverse Discrete Cosine Transformed (IDCT) to obtain a reconstructed image. The compression ratio (CR), Mean Square Error (MSE) and Peak Signal to Noise Ratio (PSNR) are computed for three images which gives the performance criteria for DCT image compression technique. The rural image and urban image obtained by Indian Remote Sensing Satellite IRS 2 are used for deriving compression ratios. Lena image gives higher compression ratio compared to satellite rural and urban images. It is found that the rural image shows better compression ratio compared to urban image. It is seen that satellite rural image shows higher compression ratio of 7.8952 when compared to satellite urban image of 5.4244.
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