基于可变空间的室内家具木质纹理图像创新设计

Chuan Xue, Ling Jin
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引用次数: 0

摘要

在家具木材纹理图像设计中,图像修复是一个关键问题。本研究提出了一种基于可变空间的 Bregman 化算子分割优化算法。该研究结合可变空间形态学处理纹理图像,利用不同算子有效提取图像特征,从而实现图像修复。将所提算法与其他图像处理算法进行对比的结果表明,该研究算法在图像去噪方面的峰值信噪比分别达到了 29.86,结构相似度指数达到了 0.87,具有良好的去噪效果。在图像去模糊方面,研究算法在法国和船数据集上的均方根误差值最低,分别为 8.98 和 8.82,表明算法处理后的图像与真实图像具有较高的相似度。在图像分辨率重建方面,研究算法的信噪比峰值和均方根误差值分别达到 29.74 和 12.67,表明重建后的图像与原始图像的拟合度最好,误差最小。综上所述,所提出的算法在图像处理中表现出了良好的性能,可以有效地应用于图像去噪、去毛刺和分辨率重建等领域。它为室内家具木材纹理图像的创新设计提供了有效的方法和技术支持。
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Innovative design of wood texture images for indoor furniture based on variable space

In the design of furniture wood texture images, image restoration is a key issue. This study proposes a Bregmanized operator splitting optimization algorithm based on variable space. This study combines variable spatial morphology to process texture images and effectively extract image features using different operators, thereby achieving image restoration. The results of comparing the proposed algorithm with other image processing algorithms showed that the research algorithm achieved a peak signal-to-noise ratio of 29.86 and a structural similarity index of 0.87 in image denoising, respectively, and had a good denoising effect. In terms of image deblurring, the research algorithm had the lowest root mean square error values on the France and Boat datasets, with values of 8.98 and 8.82, respectively, indicating that the image processed by the algorithm had a high similarity with the real image. In terms of image resolution reconstruction, the peak signal-to-noise ratio and root mean square error values of the research algorithm reached 29.74 and 12.67, respectively, indicating that the reconstructed image had the best fit with the original image and the smallest error. In summary, the proposed algorithm has shown good performance in image processing and can be effectively applied in fields such as image denoising, deblurring, and resolution reconstruction. It provides effective methods and technical support for innovative design of wood texture images in indoor furniture.

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