Mapping Relationship for the Performance of Porous Structures Based on the Principle of Least Action

被引:0
作者
Ma, Xiangyu [1 ,2 ]
Zheng, Xunjia [1 ]
He, Zao [3 ]
机构
[1] School of Intelligent Manufacturing Engineering, Chongqing University of Arts and Sciences, Chongqing
[2] Chongqing Key Laboratory of Metal Additive Manufacturing (3D Printing), Chongqing University, Chongqing
[3] College of Mechanical and Vehicle Engineering, Chongqing University, Chongqing
来源
Jixie Gongcheng Xuebao/Journal of Mechanical Engineering | 2024年 / 60卷 / 19期
关键词
mapping relationship; mean curvature; mechanical properties; porous structures; the principle of least action;
D O I
10.3901/JME.2024.19.250
中图分类号
学科分类号
摘要
To expand the optimization design method of porous structures under existing topological configurations, a mapping relationship of mechanical characteristic for porous structures based on PLA is proposed inspired by PLA in physics. Combined with the extreme phenomenon of curvature for the BCC with different node optimized radius and most extreme phenomena in nature often revealed by PLA, a mapping relationship based on the mechanical properties of PLA porous structure is established through the mechanical model and influencing factors of porous structure. To verify the effectiveness and rationality of the mapping relationship, a series of BCC porous structures with different optimization radius are constructed, and the curvature evolution trend and mechanical properties of the structure are discussed by combining simulation analysis and experiment. The results indicate that the average curvature evolution characteristic of samples show an extreme value phenomenon, and the equivalent elastic modulus and yield strength corresponding to the extreme value phenomenon can be effectively increased by 26.29%, 9.53%; and the experiments of porous structure samples manufactured by SLM show that the equivalent elastic modulus and first peak strength of the porous structure are 18.81% and 20.14% higher than the unoptimized structure, respectively. Moreover, this study provides a new optimization idea for the design or multifunction application of porous structures and offers the theoretical basis for further innovative research of natural evolution optimization methods in porous structures. © 2024 Chinese Mechanical Engineering Society. All rights reserved.
引用
收藏
页码:250 / 260
页数:10
相关论文
共 30 条
[1]  
ATAEE A, LI Y, BRANDT M, Et al., Ultrahigh-strength titanium gyroid scaffolds manufactured by selective laser melting (SLM) for bone implant applications[J], Acta Materialia, 158, pp. 354-368, (2018)
[2]  
DU Y, LIANG H, XIE D, Et al., Finite element analysis of mechanical behavior, permeability of irregular porous scaffolds and lattice-based porous scaffolds[J], Materials Research Express, 6, 10, (2019)
[3]  
XU Wei, TIAN Jingjing, LIU Zhuo, Et al., Novel porous Ti35Zr28Nb scaffolds fabricated by powder metallurgy with excellent osteointegration ability for bone-tissue engineering applications[J], Materials Science & Engineering C-materials for Biological Applications, 105, (2019)
[4]  
BLAKEY-MILNER B, GRADL P, SNEDDEN G, Et al., Metal additive manufacturing in aerospace:A review, Materials & Design, 209, (2021)
[5]  
KHALIL A, AHMED F E, HILAL N., The emerging role of 3D printing in water desalination[J], Sci Total Environ, 790, (2021)
[6]  
ATTARAN M., The rise of 3-D printing:The advantages of additive manufacturing over traditional manufacturing, Business Horizons, 60, 5, pp. 677-688, (2017)
[7]  
ZHANG P, BILIGETU, QI D, Et al., Mechanical design and energy absorption of 3D novel hybrid lattice metamaterials[J], Science China Technological Sciences, 64, 10, pp. 2220-2228, (2021)
[8]  
NEJAT S A, CHANGIZI N, TOOTKABONI M, Et al., Topology optimization of lightweight periodic lattices under stiffness and stability constraints[J], International Journal of Mechanical Sciences, 209, (2021)
[9]  
LIAO Zhongyuan, WANG Yingjun, WANG Shuting, Graded-density lattice structure optimization design based on topology optimization, Journal of Mechanical Engineering, 55, 8, pp. 65-72, (2019)
[10]  
DAS S, SUTRADHAR A., Multi-physics topology optimization of functionally graded controllable porous structures:Application to heat dissipating problems, Materials & Design, 193, (2020)