Composite Materials and Engineering

Volume 4, Number 1, 2022, pages 043-62

DOI: 10.12989/cme.2022.4.1.043

Substructuring-based dynamic reduction method for vibration analysis of periodic composite structures

Robel Weldebrhan Hagos , Geomji Choi , Heejun Sung , Seongmin Chang

Abstract

Macro periodic composite structures are often represented by large-scale finite element (FE) models, so conventional FE methods and component mode synthesis (CMS) techniques are inadequate for assessing the dynamics of these structures in a reasonable amount of time. This study proposes the improved reduction system (IRS) combined with a substructuring scheme for modal analysis of periodic composite structures; and compares it with the homogenization method. Model reduction and homogenization are performed utilizing in-house code and ANSYS(R), respectively. In IRS-based substructuring, the macrostructure is subdivided into identical substructures, then a single representative volume element (RVE) is taken and reduced. The reduced substructures are assembled into a macrostructure with fewer degrees of freedom (DOFs), resulting in an accurate and efficient result with a small memory footprint. According to our findings, the proposed method provides accurate results independent of the number of substructures contained within the macrostructure, whereas the homogenization method relies on the number of substructures present.

Key Words

homogenization; IRS; periodic composite structures; RVE; substructuring

Address

PDF Viewer

Preview uses the same access rules as Full Text PDF (subscription, purchase, or open access).

Loading… Download PDF