1) Fangxiang
方相氏
1.
Explanation and Meaning of Fangxiang s "Four Golden Eyes";
方相氏“黄金四目”的训诂与意义
2) the Fangs
方氏
1.
The article elaborates the Fangs bibliophiles of Puyang in Song Dynasty which had a long history in literary education and documantary through the Fangs bibliophiles of the Fangs of Jinzi,the Fuwen Fangs,the Fangs in Baidu,the Fangs in Molin,the Fangs in Shoufeng,and so on.
通过金紫方氏、富文方氏、白杜方氏、墨林方氏、寿峰方氏等十几个方氏藏书家阐述宋代莆阳方氏这一诗书传家、翰墨为业的文献世家。
3) A·Cunning haniihk
肯氏相思
1.
The Comparative Experiment of Afforestation Growth between A·Acdaia mangiun wilia, A·Cunning haniihk, A·Aula coarpa and Acacia crassicapa.A;
马占相思、肯氏相思、纹荚相思、厚荚相思造林生长比较试验
4) Markov dependence
马氏相依
1.
It is assumed that the working time and the repair time of any component are both exponentially distributed and any component after repair is as good as a new one, but n components in the system have homogeneous Markov dependence.
假定每个部件的工作时间和维修时间均服从指数分布,故障部件可以修复如新,但组成系统的部件是马氏相依的。
2.
It is assumed that the working time and the repair time of any component are both exponentially distributed and any component after repair is as good as new,but the n components in the system have homogeneous Markov dependence.
假定每个部件的工作时间和维修时间均为负指数分布 ,且故障部件能够修复如新 ,但系统中的部件是马氏相依的 。
3.
Both the working time and the repair time of each component are assumed to be the exponentially distributed and the n components in the system have homogeneous Markov dependence.
假定每个部件的工作时间和维修时间均为负指数分布且系统中的部件是马氏相依的,利用广义转移概率的定义和关键部件优先维修的规则,求得该系统的状态转移概率矩阵。
5) martensite
[英]['mɑ:tən,zait] [美]['mɑrtən,zaɪt]
马氏体相
1.
The results show that martensite is formed when quenched at higher temperature and the microstructure of plate-like martensite consists of stacking faults.
5A1(wt%)的合金在高温直接淬火时发生马氏体相变,马氏体形态为板条状,亚结构为堆垛层错。
6) airy phase
艾氏相
补充资料：方相氏
1.周官名。夏官之属﹐由武夫充任﹐职掌驱除疫鬼和山川精怪。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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