近距离雷达成像的数据压缩

Rainer Rückert;Ingrid Ullmann;Christian Herglotz;André Kaup;Martin Vossiek
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引用次数: 0

摘要

雷达图像的分辨率在不断提高。因此,雷达图像需要更多的存储空间,成本也随之增加。因此,最大限度地减少数据大小是非常有利的。在本文中,我们介绍了各种用于减小雷达图像数据大小的压缩方法。压缩和解压缩在两种情况下进行。在第一种情况下,先对原始数据进行压缩和解压缩,然后再重建图像。在第二种情况下,对重建图像本身进行压缩和解压缩。在这两种情况下,重建的雷达图像都要与原始图像进行比较。由于使用广泛,高效视频编码(HEVC)被用作这两种方案的最先进基准,并与结合了有损和无损压缩的专有算法进行比较。汽车行业基于离散傅立叶变换的压缩算法被用作另一个先进基准。我们的新方法基于离散余弦变换,在空间域使用直接阈值处理,或应用于最大强度投影。除 HEVC 外,所介绍的所有算法都有一个共同点,即在第一步执行有损数据处理,然后使用 Lempel-Ziv-Markov 算法作为无损压缩步骤。为了比较压缩率,我们使用了各种针对图像和视频的指标,如峰值信噪比(PSNR)、加速鲁棒特征的相似性和结构相似性指数(SSIM)。对于简单的分类,我们使用大津方法来检验压缩对图像的影响。雷达图像根据测量对象分为透明和非透明两类。根据不同的应用和所需的分辨率,与未压缩数据相比,我们的方法可节省高达 99.93 % 的存储空间,PSNR 和 SSIM 值分别为 38.8 dB 和 0.916。
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Data Compression for Close-Range Radar Imaging
The resolution of radar images is constantly increasing. As a result, radar images require more storage space, which is associated with increased costs. Therefore, it is advantageous to minimize the data size. In this paper, we present various compression methods for reducing the data size of radar images. Compression and decompression are performed in two scenarios. In the first scenario, the raw data are compressed and decompressed before the image is reconstructed. In the second scenario, the reconstructed image itself is compressed and decompressed. In both scenarios, the reconstructed radar image is compared with the original image. Due to its widespread use, High-Efficiency Video Coding (HEVC) is used as a state-of-the-art benchmark for both scenarios and compared with proprietary algorithms that combine lossy and lossless compression. A discrete Fourier transform–based compression algorithm from the automotive sector is used as another state-of-the-art benchmark. This is applied against our novel approaches, which are based on the discrete cosine transform, use of direct thresholding in the spatial domain, or are applied to the maximum intensity projection. With the exception of HEVC, all algorithms presented have in common that they perform lossy data processing in the first step and then use the Lempel–Ziv–Markov algorithm as a lossless compression step. To compare the compression ratios, we use various image- and video-specific metrics, such as the peak signal–to-noise ratio (PSNR), the similarity of speeded-up robust features, and the structural similarity index measure (SSIM). For a simple classification, we use Otsu’s method to examine the effects of compression on the images. The radar images are categorized into transparent and nontransparent based on the measurement objects. Depending on the application and the desired resolution, our approaches can achieve storage savings of up to 99.93 % compared to the uncompressed data with PSNR and SSIM values of 38.8 dB and 0.916, respectively.
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