Designing and Experimentally Verifying Heavy-load Radial Tire with New Unnatural Equilibrium Contour Theory
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摘要: 以载重子午线轮胎295/80R22.5为研究对象,利用新非自然平衡轮廓理论对其胎体轮廓进行重新设计。在此基础上,试制了具有新非自然平衡轮廓的轮胎样胎,并依据GB/T23663-2009对其径向、横向和纵向刚度进行测试。借助ABAQUS软件建立了新非自然平衡轮廓轮胎295/80R22.5的有限元分析模型,并对其静态接地压力分布、充气外轮廓以及径向、横向和纵向刚度进行了数值计算。试验测试与数值计算结果有较好的一致性。结果表明,本文建立的新非自然平衡轮廓轮胎的有限元分析模型具有较高的精度,可用其分析轮胎的综合性能。Abstract: The paper uses the new unnatural equilibrium contour theory to perform the structural design of the contour of the radial tire 295/80R22.5. It redesigns the prototype tire with the new unnatural equilibrium contour. The tire radial stiffness, lateral stiffness and longitudinal stiffness are tested according to GB/T23663-2009. The finite element model of the radial tire 295/80R22.5 with the new unnatural equilibrium contour is built with ABAQUS, and the tire-ground pressure distribution, contour dimension, radial, lateral and longitudinal stiffness of the radial tire are numerically simulated. The experimental results show good agreement with the numerical simulation results. All the results show that the finite element model of the new unnatural equilibrium contour tire we built in this paper has high accuracy and can be used to analyze the overall performance of a radial tire.
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[1] 庄继德.现代汽车轮胎技术[M].北京:北京理工大学出版社,2001 Zhuang J D. Advanced technology of tire[M]. Beijing: Beijing Institute of Technology Press, 2001 (in Chinese) [2] 庄继德.汽车轮胎学[M].北京:北京理工大学出版社,1996 Zhuang J D. Technology of vehicle tire[M]. Beijing: Beijing Institute of Technology Press, 1996 (in Chinese) [3] Yamagishi K, Togashi M, Furuya S, et al. A study on the contour of the radial tire: rolling contour optimization theory-RCOT[J]. Tire Science and Technology, 1987,15(1):3-29 [4] Ogawa H, Furuya S, Koseki H, et al. A study on the contour of the truck and bus radial tire[J]. Tire Science and Technology, 1990,18(4):236-261 [5] 齐藤勇一.タイヤ负荷状态综合性能向上理论(STEM)[J].月刊タイヤ,1988,20(3):66-68 Yuichi S. Theory of improving the tire's comprehensive performance under overload condition (STEM)[J]. Monthly Journal of Tire, 1988,20(3):66-68 [6] 大桥纯一.DSOC理论[J].月刊タイヤ,1988,20(9):30-31 Zyuniti O. DSOC theory[J]. Monthly Journal of Tire, 1988,20(9):30-31 [7] 佚名.住友轮胎公司的轮胎设计新理论[J].张卓亚,译.橡胶工业,1988,20(1):35-36 Anonymity. Modern theory of tire designing in SUMITOMO TYRE Co. Ltd[J]. Zhang Z Y, trans. China Rubber Industry, 1988,20(1):35-36 (in Chinese) [8] 丸桥襄司.先进的のタイヤ形状理论"PSP-F"[J].月刊タイヤ,1989,21(7):30-31 Maruhasi R. Advanced theory of tire's shape (PSP-F)[J]. Monthly Journal of Tire, 1989,21(1):30-31 [9] Nakajima Y, Kamegawa T, Abe A. Theory of optimum tire contour and its application[J]. Tire Science and Technology, 1996,24(3):184-203 [10] Cho J R, Jeong H S, Kim N J, et al. Application of STOM to the optimal tire contour design by introducing the aspiration-level indicator[J]. Tire Science and Technology, 2002,30(4):265-288 [11] 何晓玫,吴桂忠,王铭新.低断面轿车子午线轮胎PDEP设计理论[J].橡胶工业,1995,42(2):67-71 He X M, Wu G Z, Wang M X. PDEP concept of low profile radial car tire[J]. China Rubber Industry, 1995,42(2):67-71 (in Chinese) [12] 何晓玫,刘天臣,吴桂忠.低断面轿车子午线轮胎PDEP-S设计理论[J].轮胎工业,1997,17(3):148-152 He X M, Liu T C, Wu G Z. PDEP S design concept of low aspect ratio radial passenger tire[J]. Tire Industry, 1997,17(3):148-152 (in Chinese) [13] 隆有明.轮胎整体结构优化设计理论TECO及其推广应用[J].上海化工,1999,24(18):17-21 Long Y M. Tire entirety construction optimization (TECO) and application[J]. Shanghai Chemical Industry, 1999,24(18):17-21 (in Chinese) [14] 王国林,万治君,梁晨,等.基于非平衡轮廓理论的子午线轮胎结构设计[J].机械工程学报,2012,48(24):112-118 Wang G L, Wan Z J, Liang C, et al. Structural design of radial tire based on non-balanced outline theory[J]. Journal of Mechanical Engineering, 2012,48(24):112-118 (in Chinese) [15] 邓元.轮胎滑水特性CFD仿真分析[D].镇江:江苏大学,2012 Deng Y. CFD simulation analysis of hydroplaning characteristics of radial tire[D]. Zhenjiang: Jiangsu University, 2012 (in Chinese)
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