轮胎工业 |
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子午线轮胎稳态滚动的有限元分析 闫相桥 摘 要:考虑轮胎变形的几何非线性及轮胎与地面和轮胎与轮辋的大变形非线性接触等,建立稳态滚动子午线轮胎结构的有限元分析模型.由本研究有限元模型所预测的轮胎最大截面宽度和受力状态与实际情况相符,证明该模型有效和可靠. Finite element analysis of steady rolling radial tires YAN Xiang-qiao |
参考文献:
[1]Noor A K,Tanner A.Advances and trends in the development of computational model for tires[J].Computers and Structures,1988(20):517-533.
[2]Clark S K.Mechanics of pnuematic tires[M].Washington D C:Department of Transportation,1981.
[3]Tseng N T,Pelle R G,Chang J P.Finite element simulation of tire-rim interface[J].Tire Science and Technology,1989,17(4):305-325.
[4]Wu B G,Du X W.Finite element formulation of radial tires with variable constraint conditions[J].Computers and Structures,1995,55:871-875.
[5]Rother H,Idelberger H,Jacobi W.On the finite element solution of the three dimensional tire contact problem[J].Nucl.Engng.Des.,1984,78:363-375.
[6]Sarkar K,Kwom Y D,Prevosek D C.A New approach for the thermo-mechanical analysis of tires by the finite element method[J].Tire Science and Technology,1987,15(4):261-275.
[7]Pottinger M G.The Three-dimensional contact patch stress field of solid and pneumatic tires[J].Tire Science and Technology,1992,20(1):3-32.
[8]Domscheit A,Rother H,Winkelmann T.Refined methods for tire computation[J].Tire Science and Technology,1989,17(4):291-304.
[9]Zienkiewicz Q C.The Finite Element Method[M].London:McGraw-Hill,1977.
[10]Halpin J C,Kardos J L.The Halpin-Tsai equations:a review[J].Polymer Engineering and Science,1976,16(5):344-352.
[11]Faria L O,Bass J M,Oden J T,et al.A three-dimensional rolling contact model for a reinforced rubber tire[J].Tire Science and Technology,1989,17(3):217-233.
收稿日期:2007年1月6日 出版日期:2007年6月10日 |