Discrete Gradation Trajectories Computation in Electrophotography

D. Tarasov, O. Milder
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Abstract

In printing art, color management is largely based on the adjustment and analysis of the behavior of gradation curves calculated for the initial color channels. However, this approach does not take into account the mutual influence of colors and the change in hue, for example, when inks overlap. The approach proposed by the authors earlier offers to replace the two-dimensional tone reproduction curves with three-dimensional gradation trajectories in the CIE Lab metric space. In this paper, we develop this approach. It is shown that calculations using the mathematical apparatus of the differential geometry of spatial curves describing gradation trajectories might be simplified using the discrete approach. Discretization is associated with the peculiarities of color formation in modern digital printing systems. These features are used in the approximation of gradation trajectories using polynomials. In this case, color coordinates are considered as continuous functions of filling a discrete raster cell with dye. The proposed method allows one to calculate trajectories faster and without the use of cumbersome computations. An experimental verification of this approach was carried out using the example of a digital electrophotographic printing system.
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电子摄影中的离散渐变轨迹计算
在印刷艺术中,色彩管理在很大程度上是基于对初始色彩通道计算的渐变曲线行为的调整和分析。然而,这种方法没有考虑到颜色的相互影响和色调的变化,例如,当油墨重叠时。作者先前提出的方法可以用CIE实验室度量空间中的三维渐变轨迹取代二维色调再现曲线。在本文中,我们开发了这种方法。结果表明,使用描述渐变轨迹的空间曲线的微分几何数学装置的计算可以使用离散方法来简化。在现代数字印刷系统中,离散化与颜色形成的特性有关。这些特征用于使用多项式逼近渐变轨迹。在这种情况下,颜色坐标被认为是用染料填充离散栅格单元的连续函数。提出的方法可以更快地计算轨迹,而无需使用繁琐的计算。以数字电子照相印刷系统为例,对该方法进行了实验验证。
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