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清华大学学者发表论文列表_邢沁妍

本站小编 清华大学/2017-06-29

1.离散系统运动方程的Galerkin有限元EEP法自适应求解

邢沁妍,杨杏,袁驷

应用数学和力学[1000-0887], Published 2017, Issue 02, Pages 133-143

收录情况: CNKI

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2.二维变分不等式问题的自适应有限元分析

袁驷,刘泽洲,邢沁妍

工程力学[1000-4750], Published 2016, Issue 01, Pages 11-17

收录情况: CNKI

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3.一维Ritz有限元EEP超收敛位移计算简约格式的直接推导与证明

袁驷,邢沁妍

计算力学学报[1007-4708], Published 2016, Issue 04, Pages 451-453+477

收录情况: CNKI

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4.基于EEP法的三维有限元超收敛计算初探

袁驷,吴越,徐俊杰,邢沁妍

工程力学[1000-4750], Published 2016, Issue 09, Pages 15-20

收录情况: CNKI

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5.Self-adaptive fem analysis for 2D variational inequality problems

Yuan, Si, Liu, Zezhou, Xing, Qinyan

Gongcheng Lixue/Engineering Mechanics[1000-4750], Published 2016, Volume 33, Issue 1, Pages 11-17

收录情况: SCOPUS

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6.A direct derivation and proof of super-convergence of EEP displacement of simplified form in one-dimensional Ritz FEM

Yuan, Si, Xing, Qinyan

Jisuan Lixue Xuebao/Chinese Journal of Computational Mechanics[1007-4708], Published 2016, Volume 33, Issue 4, Pages 451-477

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7.Exploration on super-convergent solutions of 3D FEM based on EEP method

Yuan, Si, Wu, Yue, Xing, Qinyan, Xu, Junjie

Gongcheng Lixue/Engineering Mechanics[1000-4750], Published 2016, Volume 33, Issue 9, Pages 15-20

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8.一维变分不等式问题的自适应有限元分析新探

袁驷,刘泽洲,邢沁妍

工程力学[1000-4750], Published 2015, Issue 07, Pages 11-16

收录情况: CNKI

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9.一维C~1有限元EEP超收敛位移计算简约格式的误差估计

袁驷,邢沁妍,叶康生

工程力学[1000-4750], Published 2015, Issue 09, Pages 16-19

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10.A new approach to self-adaptive fem for one- dimensional variational inequality problems

Yuan, Si, Liu, Zezhou, Xing, Qinyan

Gongcheng Lixue/Engineering Mechanics[1000-4750], Published 2015, Volume 32, Issue 7, Pages 11-16

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11.An error estimate of eep super-convergent displacement of simplified form in one-dimensional C FEM

Yuan, Si, Xing, Qinyan, Ye, Kangsheng

Gongcheng Lixue/Engineering Mechanics[1000-4750], Published 2015, Volume 32, Issue 9, Pages 16-19

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12.Self-adaptive one-dimensional nonlinear finite element method based on element energy projection method

Yuan, S, Du, Y, Xing, QY, Ye, KS

APPLIED MATHEMATICS AND MECHANICS-ENGLISH EDITION[0253-4827], Published 2014, Volume 35, Issue 10, Pages 1223-1232

收录情况: WOS SCOPUS

影响因子: 0.922 找找相关文章 PlumX Metrics


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13.一维Ritz有限元超收敛计算的EEP法简约格式的误差估计

袁驷,邢沁妍

工程力学[1000-4750], Published 2014, Issue 12, Pages 1-3+16

收录情况: CNKI

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14.An error estimate of EEP super-convergent solutions of simplified form in one-dimensional ritz FEM

Yuan, Si, Xing, Qinyan

Gongcheng Lixue/Engineering Mechanics[1000-4750], Published 2014, Volume 31, Issue 12, Pages -3-16

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15.一维EEP自适应技术新进展:从线性到非线性

袁驷,杜炎,邢沁妍,叶康生

工程力学[1000-4750], Published 2012, Issue S2, Pages 1-8

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16.New progress in 1D self-adaptive analysis based on EEP technology: From linearity to nonlinearity

Yuan, Si, Du, Yan, Xing, Qinyan, Ye, Kangsheng

Gongcheng Lixue/Engineering Mechanics[1000-4750], Published 2012, Volume 29, Issue 2, Pages 1-8

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17.二维有限元线法自适应分析的若干新进展

袁驷,方楠,王旭,叶康生,邢沁妍

工程力学[1000-4750], Published 2011, Issue 03, Pages 1-8

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18.二维自适应技术新进展:从有限元线法到有限元法

袁驷,徐俊杰,叶康生,邢沁妍

工程力学[1000-4750], Published 2011, Issue S2, Pages 1-10

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19.New progress in self-adaptive analysis of two-dimensional finite element method of lines

Yuan, Si, Fang, Nan, Wang, Xu, Ye, Kangsheng, Xing, Qinyan

Gongcheng Lixue/Engineering Mechanics[1000-4750], Published 2011, Volume 28, Issue 3, Pages 1-8

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20.New progress in self-adaptive analysis of 2D problems: From FEMOL to FEM

Yuan, Si, Xu, Junjie, Ye, Kangsheng, Xing, Qinyan

Gongcheng Lixue/Engineering Mechanics[1000-4750], Published 2011, Volume 28, Issue 2, Pages 1-10

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21.Self-adaptive strategy for one-dimensional finite element method based on EEP method with optimal super-convergence order

Yuan, S, Xing, QY, Wang, X, Ye, KS

APPLIED MATHEMATICS AND MECHANICS-ENGLISH EDITION[0253-4827], Published 2008, Volume 29, Issue 5, Pages 591-602

收录情况: WOS SCOPUS

WOS核心合集引用:2 影响因子: 0.922 找找相关文章 PlumX Metrics


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22.基于最佳超收敛阶EEP法的一维有限元自适应求解

袁驷,邢沁妍,王旭,叶康生

应用数学和力学[1000-0887], Published 2008, Issue 05, Pages 533-543

收录情况: CNKI

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23.具有最佳超收敛阶的Galerkin有限元EEP法计算格式

袁驷,邢沁妍,叶康生

工程力学[1000-4750], Published 2008, Issue 11, Pages 1-7

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24.A scheme with optimal order of super-convergence based on EEP method for Galerkin FEM

Yuan, Si, Xing, Qinyan, Ye, Kangsheng

Gongcheng Lixue/Engineering Mechanics[1000-4750], Published 2008, Volume 25, Issue 11, Pages 1-7

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25.具有最佳超收敛阶的EEP法计算格式:Ⅰ算法公式

袁驷,王旭,邢沁妍,叶康生

工程力学[1000-4750], Published 2007, Issue 10, Pages 1-5

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26.具有最佳超收敛阶的EEP法计算格式:Ⅱ数值算例

袁驷,邢沁妍,王旭,叶康生

工程力学[1000-4750], Published 2007, Issue 11, Pages 1-6

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27.A scheme with optimal order of super-convergence based on EEP method: I. Formulation

Yuan, Si, Wang, Xu, Xing, Qinyan, Ye, Kangsheng

Gongcheng Lixue/Engineering Mechanics[1000-4750], Published 2007, Volume 24, Issue 10, Pages 1-5

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28.Scheme with optimal order of super-convergence based on EEP method: II. Numerical results

Yuan, Si, Xing, Qinyan, Wang, Xu, Ye, Kangsheng

Gongcheng Lixue/Engineering Mechanics[1000-4750], Published 2007, Volume 24, Issue 11, Pages 1-6

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