1) ADRBEM with augmented items
含扩展项的轴对称双倒易边界元方法
1.
The results show that the ADRBEM with augmented items is an effective numerical method to solve analogous problem of non-isothermal phase change, which occurs in the c.
对铅-锡合金的相变问题,本文采用含扩展项的轴对称双倒易边界元方法计算了圆柱中界面沿轴向运动的非等温相变过程。
2) axisymmetric dual reciprocity boundary element method
轴对称双倒易边界元方法
1.
The axisymmetric dual reciprocity boundary element method is extended to numerically simulate the axisymmetric flow and phase-change heat transfer process in porous medium.
本文将轴对称双倒易边界元方法拓展应用于数值模拟多孔介质内轴对称的流动与相变传热过程,得到了其内非稳态温度场、压力场和速度场,及相变界面时间推进图象。
3) DRBEM
双倒易边界元方法
1.
In this paper, the Dual Reciprocity Boundary Element Method (DRBEM) to calculate two dimensional multiple phase-change moving boundary problems is developed.
本文发展了二维非定常热导热并带有多重相变运动边界问题的双倒易边界元方法。
4) dual reciprocity boundary element method
双倒易边界元法
1.
A boundary identification problem of two-dimensional unsteady heat conduction was solved by using dual reciprocity boundary element method(DRBEM) and conjugate gradient method(CGM)-based inverse algorithm.
采用基于双倒易边界元法和共轭梯度法的反演算法求解二维非稳态导热边界识别问题。
5) axisymmetric boundary element method
轴对称边界元法
6) substructure dual reciprocity boundary element method
子结构双倒易边界元法
补充资料：易元吉
| 易元吉 中国北宋画家。字庆之。生卒年不详，活跃于仁宗、英宗时期。湖南长沙人。初工花鸟蜂蝶，后见到赵昌作品，认为难以超越，耻为第二，于是转工画猿猴。他常深入荆湖深山之中，观察、体会、揣摩猿猴獐鹿的生活习性，目识心记，发之于画；又于居家后院种竹栽花、蓄养水禽山兽，朝夕观察研究，故所画花鸟猿猴獐鹿，形象准确逼真，神情生动。有《猴猫图》传世。 |
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