Optimization Study of Quadratic Regression Model for Offset Solid Density

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Authors: Bingzhong Qiu, Xiaoli Liu, Ying-Leh Ling, Jishan Jia, Hailing Liu
Cited by: 0

Abstract

Quantitative relationships among solid density, dot gain, and relative contrast in offset printing were examined using quadratic regression modeling. By designing a scientific experimental program, 20 printed samples with fields of 50% and 75% dots were collected and accurately measured using a spectrophotometer. A quadratic regression model for four-color ink was developed using response surface analysis, emphasizing the nonlinear effects and interactions among parameters. Analysis showed all regression models achieved high significance (p < 0.001), with coefficients of determination (R2) exceeding 0.85, indicating excellent fit and predictive power. The optimal solid density parameters for the four-color inks were identified through extreme value analysis: yellow, 0.990; magenta, 1.330; cyan, 1.420; and black, 1.750, where the relative contrast peaks. These findings provide a scientific basis for optimizing offset solid density and serve as valuable guidance to improve the quality and consistency of printed materials.

Fields of Study & Subjects

Color Science and Applications Material Properties and Processing Optimal Experimental Design Methods

Publication details

Journal / source
Journal of Imaging Science and Technology
Volume
70
Issue
3
Pages
1–11
Publication date
30 January 2026