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《Journal of Zhejiang University(Natural Science)》 1992-03
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The solutions of elasticity of cones under self-weight

Zou Daoqin Ren Yongjian(Dept. of Mechinaics)  
In the paper,the displacement and stress distributions in a cone under self-weight are studied in detail. It is pointed out that the stress distribution in the restlinearly anisotropic bodies is identical to that in the isotropic bodies,i. e. ,the stresses are independent of the elastic constants ,while in the curve-linearly anisotropic bodies the stresses sre relevent to the elastic constants . Based on the conclutions if Ref. [8] ,The solutions of displacements and stresses for a spherically isotropic cone under self-weight in tension (or compression) and bending are given, respectively.
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【Citations】
Chinese Journal Full-text Database 2 Hits
1 Ding Hao-jiang Ren Yong-jian (Department of Mechanics, Zhejiang University, Hangzhou);Equilibrium Problems of Spherically Isotropic Bodies[J];应用数学和力学;1991-02
2 Hu HAI-CHANG (Institute of Mathematics, Academia Sinica);ON THE GENERAL THEORY OF ELASTICITY FOR A SPHERICALLY ISOTROPIC MEDIUM[J];物理学报;1954-01
【Co-citations】
Chinese Journal Full-text Database 10 Hits
1 Chengbin Liu Chaofeng Lv(Department of Civil Engineering,Zhejiang University,Hangzhou,310058);FREE VIBRATION OF MULTI-LAYERED PIEZOELECTRIC SPHERICAL SHELLS WITH IMPERFECT INTERFACES[J];固体力学学报;2012-03
2 LIU Cheng-bin1,BIAN Zu-guang2(1.Department of Civil Engineering,Zhejiang University,Hangzhou 310058,China;2.Ningbo Institute of Technology,Zhejiang University,Ningbo 315100,China);Three Dimensional Pyroelectric Analysis of Functionally Graded Piezoelectric Spherical Shell with Spherical Isotropy[J];力学季刊;2010-04
3 JI Duo-zhe~1,HE Yan~2,CHEN Wei-yuan~3(1.Anyang Teachers College,Anyang China;2.Henan Polytechnic University, China;3.Dept.of C.E.of Shaanxi University of Technology,Hanzhang China.);Biot consolidation model of a spherically isotropic soil sample[J];陕西理工学院学报(自然科学版);2005-03
4 Chen Weiqiu Ye Guiru Cai Jinbiao Ding Haojiang ( Department of Civil Engineering, Zhejiang University, Hangzhou 310027 , China );FREE VIBRATIONS OF A FUNCTIONALLY GRADED SPHERICALLY ISOTROPIC HOLLOW SPHERE[J];力学学报;2001-06
5 Ding Haojiang 1 Guo Yimu 2 Chen Weiqiu 1 ( 1Department of Civil Engineering,Zhejiang University Hangzhou,310027) ( 2Department of Mechanics,Zhejiang University Hangzhou,310027);Free Vibrations of Anisotropic Spherical Shell Embedded in an Elastic Medium[J];振动工程学报;1996-04
6 Hou Yu He Fubao (China Institate of Metrology) (Shanghai University of Technology);DEFORMATION AND STRESS ANALYSIS OF A ROTATING SPHERICAL SHELL OF TRANSVERSE ISOTROPY[J];上海力学;1995-02
7 Zou Daoqin;Liang Jian;Ding Haojian(Dept.of Mechanics);General solution of transversely isotropic elasticity problem[J];浙江大学学报(自然科学版);1994-03
8 Ding Haojiang; Chen Weiqiu(Zhejiang University, Hongzou, 310027);ON THE FREE VIBRATIONS OF A SUBMERGED SPHERICALLY ISOTROPIC HOLLOW SPHERE[J];固体力学学报;1994-01
9 Zou Daoqin Ren Yongjian(Dept. of Mechinaics);The solutions of elasticity of cones under self-weight[J];浙江大学学报(自然科学版);1992-03
10 Huang Minghui He Fubao(Jiangxi Polytechnic University,330029) (Shanghai University of Technology, 200072);Use Taylor Series Method to Solve Transversely Isotropic Spherical Shell in Axi-Symmetric Bending[J];计算结构力学及其应用;1992-01
【Secondary Citations】
Chinese Journal Full-text Database 1 Hits
1 Hu HAI-CHANG (Institute of Mathematics, Academia Sinica);ON THE GENERAL THEORY OF ELASTICITY FOR A SPHERICALLY ISOTROPIC MEDIUM[J];物理学报;1954-01
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