SCI-EXPANDED（《科学引文索引》扩展版）
2014年我校收录情况。
91. A meshless method based on moving Kriging interpolation for a two-dimensional time-fractional diffusion equation
Ge, HX; Cheng, RJ
CHINESE PHYSICS B,2014,23(4):-
影响因子与大类分区；证明编号：NBT-SCIE-2014-809    社媒影响：  全文
92. Analysis on effective stress formula and consolidation of gassy muddy clay
Xu, HF; Ying, HW; Xie, XY; Xie, KH
JOURNAL OF CENTRAL SOUTH UNIVERSITY,2014,21(4):1594-1599
影响因子与大类分区；证明编号：NBT-SCIE-2014-808    社媒影响：  全文
93. Visible light induced degradation of chlorophenols in the presence of H2O2 and iron substituted polyoxotungstate
Hu, MQ; Xu, YM
CHEMICAL ENGINEERING JOURNAL,2014,246():299-305
影响因子与大类分区；证明编号：NBT-SCIE-2014-807    社媒影响：  全文
94. Preparation and improving stability of bubble petroleum coke water slurry
Gao, FY; Liu, JZ; Zhou, JH; Cen, KF
FUEL,2014,128():404-409
影响因子与大类分区；证明编号：NBT-SCIE-2014-806    社媒影响：  全文
95. The Error Estimates of the Interpolating Element-Free Galerkin Method for Two-Point Boundary Value Problems
Wang, JF; Hao, SY; Cheng, YM
MATHEMATICAL PROBLEMS IN ENGINEERING,2014,():-
影响因子与大类分区；证明编号：NBT-SCIE-2014-804    社媒影响：  全文
96. Nonlinear Finite Strain Consolidation Analysis with Secondary Consolidation Behavior
Huang, JQ; Xie, XY; Zhang, JF; Li, JZ; Wang, WJ
MATHEMATICAL PROBLEMS IN ENGINEERING,2014,():-
影响因子与大类分区；证明编号：NBT-SCIE-2014-803    社媒影响：  全文
97. The mechanism of catalyst deactivation and by-product formation in acetone ammoximation catalyzed by hollow titanium silicalite
Wang, Y; Zhang, SJ; Zhao, YX; Lin, M
JOURNAL OF MOLECULAR CATALYSIS A-CHEMICAL,2014,385():1-6
影响因子与大类分区；证明编号：NBT-SCIE-2014-802    社媒影响：  全文
98. Optimal algorithms for semi-online machine covering on two hierarchical machines
Wu, Y; Cheng, TCE; Ji, M
THEORETICAL COMPUTER SCIENCE,2014,531():37-46
影响因子与大类分区；证明编号：NBT-SCIE-2014-801    社媒影响：  全文
99. Impact Responses of Composite Cushioning System considering Critical Component with Simply Supported Beam Type
Lu, FD; Gao, D
ADVANCES IN MECHANICAL ENGINEERING,2014,():-
影响因子与大类分区；证明编号：NBT-SCIE-2014-800    社媒影响：  全文
100. The time-dependent Ginzburg-Landau equation for car-following model considering anticipation-driving behavior
Ge, HX; Lv, F; Zheng, PJ; Cheng, RJ
NONLINEAR DYNAMICS,2014,76(2):1497-1501
影响因子与大类分区；证明编号：NBT-SCIE-2014-799    社媒影响：  全文