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本文对作者提出的推导二元n+3相多体系全部可能实在网的方法和结果作进一步归纳,强调了这些网的构型与各稳定级别点的标记或作为标记的相,在化学成分图解上的位置之间确定的对应关系。在此基础上给出了构筑和检查二元n+m(m>3)相多体系可能网的一般原理:任何该类网应是一个或一个以上不同二元n+3相多体系网的合理拚接,其上分别缺失相同m—3相的点数均为n+3。因此,二元n+3相多体系网是二元n+m(m>3)相多体系网的基本构筑单元,作为例子,具体构筑了二元n+4相多体系具有最多稳定点的最大部分封闭网,确认这类网只有一张。
This paper further summarizes the methods and results derived by the authors of deriving all possible real networks of binary n + 3-phase multi-systems, emphasizing the configuration of these networks and the marks at various levels of stability or as markers, On the location of the correspondence between the identified. On this basis, the general principle of constructing and checking possible networks of binary n + m (m> 3) multi-system is given: any such network should be one or more different binary n + 3-phase multi-system networks Reasonable splicing, the points on which the same m-3 phases are respectively missing are n + 3. Therefore, the binary n + 3-phase multi-system network is the basic building block of the binary n + m (m> 3) multi-system network and as an example, the most stable point of the binary n + The largest part of the closed network, confirm that this type of network only one.