Block-Based Gradient Domain High Dynamic Range Compression Design for Real-Time Applications

Tsun-Hsien Wang, Wei-Ming Ke, Ding-Chuang Zwao, F. Chen, C. Chiu
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引用次数: 16

Abstract

Due to progress in high dynamic range (HDR) capture technologies, the HDR image or video display on conventional LCD devices has become an important topic. Many tone mapping algorithms are proposed for rendering HDR images on conventional displays, but intensive computation time makes them impractical for video applications. In this paper, we present a real-time block-based gradient domain HDR compression for image or video applications. The gradient domain HDR compression is selected as our tone mapping scheme for its ability to compress and preserve details. We divide one HDR image/frame into several equal blocks and process each by the modified gradient domain HDR compression. The gradients of smaller magnitudes are attenuated less in each block to maintain local contrast and thus expose details. By solving the Poisson equation on the attenuated gradient field block by block, we are able to reconstruct a low dynamic range image. A real-time Discrete Sine Transform (DST) architecture is proposed and developed to solve the Poisson equation. Our synthesis results show that our DST Poisson solver can run at 50 MHz clock and consume area of 9 mm2 under TSMC 0.18 um technology.
实时应用的基于块的梯度域高动态范围压缩设计
随着高动态范围(HDR)捕获技术的进步,HDR图像或视频在传统LCD设备上的显示已成为一个重要的课题。为了在传统显示器上呈现HDR图像,提出了许多色调映射算法,但由于计算量大,使得它们不适用于视频应用。在本文中,我们提出了一种实时的基于块的梯度域HDR压缩图像或视频应用。选择梯度域HDR压缩作为我们的色调映射方案,因为它具有压缩和保留细节的能力。我们将一幅HDR图像/帧分成几个相等的块,并通过改进的梯度域HDR压缩对每个块进行处理。较小幅度的梯度在每个块中衰减较小,以保持局部对比度,从而暴露细节。通过逐块求解衰减梯度场上的泊松方程,可以重建低动态范围图像。提出并开发了一种求解泊松方程的实时离散正弦变换(DST)结构。我们的合成结果表明,我们的DST泊松求解器在TSMC 0.18 um技术下可以在50 MHz时钟下运行,消耗面积为9 mm2。
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