《Table 7 The relative error norm and CPU time of the DSEFG and the IEFG methods》
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《The dimension splitting element-free Galerkin method for 3D transient heat conduction problems》
The relative error norms and CPU times of the DSEFG method，IEFG method，and FEM at different times t are shown in Table 4，with 10×10×10 cubic elements with 8nodes being used in FEM.FEM is shown to be faster than the DSEFG method，which has greater computational accuracy than the IEFG method and FEM.
| 图表编号 | XD0052896100 严禁用于非法目的 |
|---|---|
| 绘制时间 | 2019.04.01 |
| 作者 | ZhiJuan Meng、Heng Cheng、LiDong Ma、YuMin Cheng |
| 绘制单位 | Shanghai Institute of Applied Mathematics and Mechanics, Shanghai Key Laboratory of Mechanics in Energy Engineering,Shanghai University、School of Applied Science, Taiyuan University of Science and Technology、Department of Civil Engineering, Shanghai Unive |
| 更多格式 | 高清、无水印（增值服务） |
