基于数学建模方法的异型折叠纸盒运输装箱研究  

Investigation on Reasonable Transportation and Packing of Special-Shaped Folding Cartons Based on Mathematical Modeling Method

作　　者：李博文 郭芳辰 邓光辉 廖光开 宋其琪 肖颖喆[1] 梁振文 LI Bowen;GUO Fangchen;DENG Guanghui;LIAO Guangkai;SONG Qiqi;XIAO Yingzhe;LIANG Zhenwen(College of Packaging and Materials Engineering,Hunan University of Technology,Zhuzhou Hunan 412007,China;Department of Periodical,Hunan University of Technology,Zhuzhou Hunan 412007,China)

机构地区：[1]湖南工业大学包装与材料工程学院,湖南株洲412007 [2]湖南工业大学期刊社,湖南株洲412007

出　　处：《包装学报》2024年第5期35-42,共8页Packaging Journal

基　　金：湖南省自然科学基金资助项目(2024JJ7134)。

摘　　要：基于数学建模方法对一种典型的异型折叠纸盒——三角八棱异型折叠纸盒的合理运输装箱进行研究。首先根据纸盒的建模辅助尺寸,对其体积、表面积、内装物的相关参数和运输空间的数学模型进行推导。然后根据推导的数学模型进行软件编程,从程序界面输入纸盒和运输包装的基本参数后,即可输出纸盒、内装物和运输包装的最优相关参数值。利用最优的参数值可快速地进行实物打样制作纸盒和运输包装。Based on the mathematical modeling method,the reasonable transportation and packing of a typical special-shaped folding carton,triangular octagonal special-shaped folding carton was studied.Firstly,according to the modeling auxiliary dimensions of the carton,the mathematical model on its volume,surface area,related parameters of the contents and transportation space was deduced.Then,software programming was performed based on the derived mathematical models.After inputting the basic parameters of carton and transport packaging from the program interface,the optimal relevant parameter values of carton,contents and transport packaging could be generated as output.Using the optimal parameter values,physical proofing can be quickly performed in making cartons and transport packaging.

关 键 词：异型 折叠纸盒 内装物 运输包装 数学建模 

分 类 号：TB482.2[一般工业技术—包装工程]