On the Design of Corrugated Boards: A New FEM Modeling and Experimental Validation
Preprint
Abstract
This study presents a simplified FEM modeling approach suitable for large structures made of corrugated boards, such as customized packages, based on a homogenization method, which is combined with correction factors for internal mechanisms. The homogenization process reduces computational time by transforming flute geometries into equivalent elastic models. In large deformations and in the presence of contact for a given geometry, the effective elastic modulus in the thickness direction, as well as the effective thickness of the structure, are corrected by two statistical Weibull distributions representing the contact and buckling mechanisms in a corrugated board. The Weibull parameters are obtained via experimental analysis, and such a process is then validated. The results demonstrate that the statistical parameters ($β_1 = 0.14$, $β_2 = 1.31$) can be used for the simplistic representation of corrugated boards, being computationally efficient. This research contributes to the optimization of corrugated packaging design, specifically by simplifying FEM models for faster yet equally accurate simulations.Keywords
All Related Versions
This publication has 11 references indexed in Scilit:
- Finite Element-based Simulation for Bending Behavior of Corrugated PackageKOREAN JOURNAL OF PACKAGING SCIENCE AND TECHNOLOGY, 2024
- Influence of humidity and temperature on mechanical properties of corrugated board - Numerical investigationBioResources, 2023
- Identification of Geometric Features of the Corrugated Board Using Images and Genetic AlgorithmSensors, 2023
- Evaluation of wave configurations in corrugated boards by experimental analysis (EA) and finite element modeling (FEM): the role of the micro-wave in packaging designThe International Journal of Advanced Manufacturing Technology, 2023
- An Analysis of Numerical Homogenisation Methods Applied on Corrugated PaperboardMathematical and Computational Applications, 2023
- Experimental and Numerical Investigation of the In-Plane Compression of Corrugated Paperboard PanelsMathematical and Computational Applications, 2022
- Certification of projection-based reduced order modelling in computational homogenisation by the constitutive relation errorInternational Journal for Numerical Methods in Engineering, 2013
- Homogenized mechanical behavior of composite micro-structures including micro-cracking and contact evolutionEngineering Fracture Mechanics, 2009
- Homogenization and Multi-Scale Approaches for Contact Problems2007
- Transverse shear stiffness of structural core sandwichComposite Structures, 1994