Experimental Optimization of Processing Parameters of Stranded Wires Helical Springs Based on DoE Method

doi:10.3969/j.issn.1000-1093.2020.01.024

Abstract

Abstract: The research on the coupling mechanism of the processing parameters of stranded wires helical springs (SWHS) for the product quality has been incomplete, which leads to the low yield of SWHS and the difficulties in large-scale promotion. An experimental method for optimizing the processing parameters of SWHS is proposed. The dichotomy method is utilized to obtain cable pitch, which is proved to meet the stiffness performance requirement of SWHS. The optimization experiments of three processing parameters, including mandrel diameter, spring pitch and wire tension, are designed based on DoE method. An optimal SWHS processing parameter group is obtained by means of the mean analysis of signal-to-noise ratio. The practical processing of reset SWHS for drill pipe proves that DoE method is feasible. The research results show that the DoE method can be used to reduce the acquisition time of processing parameters of SWHS, and save a lot of costs for the research on SWHS processing technology. Key

Key words: strandedwireshelicalspring, DoEmethod, rigiditycheck, processingparameter, signal-to-noiseratio

CLC Number:

TJ05

YI Lili, YANG Wenhang, WANG Shilong. Experimental Optimization of Processing Parameters of Stranded Wires Helical Springs Based on DoE Method[J]. Acta Armamentarii, 2020, 41(1): 202-208.

References

［1］王时龙,周杰,李小勇,等. 多股螺旋弹簧应用及研究现状［J］.汽车工程学报,2011,1(5):499-504.
WANG S L, ZHOU J, LI X Y, et al. Application， research and manufacture status of stranded wire helical springs ［J］. Chinese Journal of Automotive Engineering, 2011, 1(5): 499-504.(in Chinese)
［2］王时龙,周杰,李小勇.多股螺旋弹簧［M］.北京：科学出版社, 2011.
WANG S L, ZHOU J, LI X Y. Stranded wires helical spring ［M］. Beijing: Science Press, 2011.(in Chinese)
［3］ WANG S L, ZHAO Y, ZHOU J, et al. Static response of stranded wire helical springs to axial loads: a two-state model［J］. Proceedings of Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science, 2013, 227(7):1608-1618.
［4］ COSTELLO G A, PHILLIPS J W. Static response of stranded wire helical springs［J］. International Journal of Mechanical Sciences, 1979, 21(3):171-178.
［5］于道文.多股螺旋弹簧的动应力及其有效寿命［J］.南京理工大学学报,1994,18(3):24-29.
YU D W. The dynamic stress of stranded wire helical spring and its useful life［J］. Journal of Nanjing University of Science and Technology, 1994,18(3): 24-29. (in Chinese)
［6］胡冶昌,魏志芳,王志伟.多股螺旋扭转弹簧参数化建模方法研究［J］.图学学报,2017,38(6):826-830.
HU Y C,WEI Z F, WANG Z W. Research on parametric modeling method of stranded wire helical torsion spring［J］. Journal of Graphics, 2017,38(6):826-830. (in Chinese)
［7］王时龙,田志锋,彭玉鑫,等.多股簧数控机床设计及其张力控制系统的研究［J］.制造技术与机床,2010(9):62-65.
WANG S L, TIAN Z F, PENG Y X, et al. Design and study on tension control system of stranded wires spring machine tool［J］. Manufacturing Technology & Machine Tool, 2010(9): 62-65. (in Chinese)
［8］彭玉鑫. 多股簧数控加工机床结构分析与改进［D］.重庆：重庆大学,2010.
PENG Y X. Structural analysis and improvement of stranded wires helical spring machining machine tools ［D］. Chongqing: Chongqing University, 2010. (in Chinese)
［9］刘青. 多股簧全自动数控加工机床控制系统的研制［D］.重庆：重庆大学,2016.
LIU Q. Development of control system for multi-strand spring automatic CNC machining machine ［D］. Chongqing: Chongqing University, 2016.(in Chinese)

［10］蔡万强,王时龙,张其,等.多股簧绕制成型过程中时变非线性张力控制建模及仿真［J］.机械工程学报, 2019, 55(7):147-154.
CAI W Q, WANG S L, ZHANG Q, et al. Research on time-vary-ing and nonlinear tension control model in the winding process of SWHS and simulation ［J］. Journal of Mechanical Engineering, 2019, 55(7): 147-154. (in Chinese)
［11］ DARBAN H, NOSRATI M, DJAVANROODI F. Multiaxial fatigue analysis of stranded-wire helical springs［J］. International Journal of Damage Mechanics,2015,24(7): 1013-1025.
［12］萧红,王时龙,周杰,等.多股簧的设计计算及有限元仿真分析［J］.重庆大学学报,2011,34(7):20-27.
XIAO H, WANG S L, ZHOU J, et al. Design calculation and finite element simulation analysis of multi-strand spring［J］.Journal of Chongqing University,2011,34(7):20-27.(in Chinese)
［13］ ZHAO Y,WANG S L,ZHOU J,et al.Three-stage method for identifying the dynamic model parameters of stranded wire helical springs［J］. Chinese Journal of Mechanical Engineering, 2015, 28(1):197-207.
［14］丁传俊,张相炎,刘宁.基于自适应无迹卡尔曼滤波算法的多股螺旋弹簧动态响应模型参数辨识和分析［J］.兵工学报,2018,39(1):28-37.
DING C J, ZHANG X Y, LIU N. Adaptive unscented Kalman filter algorithm for identifying and analyzing the dynamic response model parameters of stranded wire helical springs［J］. Acta Armamentarii, 2018, 39(1):28-37.(in Chinese)
［15］马晓丽, 曹力军, 陈秋龙, 等．基于DOE方法的机器人焊接试验设计［J］．实验室研究与探索, 2016, 35（1）：54-57．
MA X L, CAO L J, CHEN Q L, et al. Robot welding test design based on DOE method ［J］. Laboratory Research and Exploration, 2016, 35(1): 54-57. (in Chinese)
［16］ ZHOU J, WANG S L, KANG L, et al. Design and modeling on stranded wires helical springs［J］. Chinese Journal of Mechanical Engineering, 2011, 24(4):626-637.
［17］赵昱. 多股螺旋弹簧响应特性的理论研究与实践［D］. 重庆：重庆大学,2015.
ZHAO Y. Theoretical research and practice of response characteristics of multi-strand helical springs ［D］. Chongqing：Chongqing University, 2015. (in Chinese)
［18］田志锋. 特种多股螺旋弹簧检测与试验研究［D］.重庆：重庆大学,2010.
TIAN Z F. Study on check and test of special multi-wire helical spring ［D］. Chongqing:Chongqing University, 2010. (in Chinese)
［19］萧红. 多股螺旋弹簧绕制成形的若干关键问题研究［D］.重庆：重庆大学,2010.
XIAO H. Research on several key problems in the forming processing of stranded wire helical springs ［D］. Chongqing:Chongqing University, 2010. (in Chinese)
［20］林秀雄. 田口方法实战技术［M］. 深圳: 海天出版社, 2008.
LIN X X. Actual technology of Taguchi method ［M］. Shenzhen: Haitian Publishing House, 2008.(in Chinese)
［21］彭杰. 田口试验设计的改进及其在钢板印刷制程中的应用［D］. 武汉：武汉理工大学, 2008.
PENG J. Improvement of Taguchi test design and its application in steel plate printing process ［D］. Wuhan： Wuhan University of Technology, 2008. (in Chinese)
［22］李众,樊文欣,闫哲洋.Taguchi方法在强力旋压参数优化中的应用［J］.铸造技术,2017,38(10):2476-2479.
LI Z, FAN W X, YAN Z Y. Application of Taguchi method in optimization of power spinning parameters ［J］.Foundry Techno-logy, 2017,38(10):2476-2479.(in Chinese)
［23］李静,丁明慧,李立刚,等.基于活塞形状的空气弹簧动特性分析与参数优化［J］.吉林大学学报(工学版),2018,48(2):355-363.
LI J, DING M H, LI L G, et al. Dynamic characteristics analysis and optimization of of air spring based on piston shape［J］. Journal of Jilin University (Engineering and Technology Edition), 2018, 48(2): 355-363. (in Chinese)

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