Generally speaking, the situation of multivariable is much more complicated than that of single input variable. There are not only different unknown dynamic characteristics and static relationships between tuning variables and objective function, but also there may exist unknown dynamic and static relationships between these tuning variables. When the system works, the noise pulsation of the tuning variables is also very complex, which cannot be guaranteed to be independent of each other, and of course, they are generally impossible to be white noise.

错误:搜索内容不能为空,请输入英文关键词
错误:关键词超出字数限制,请精简
高级检索

The Basic Theory of Dynamic Correlation Integration of MISO System

  • Jian Wang

摘要

Generally speaking, the situation of multivariable is much more complicated than that of single input variable. There are not only different unknown dynamic characteristics and static relationships between tuning variables and objective function, but also there may exist unknown dynamic and static relationships between these tuning variables. When the system works, the noise pulsation of the tuning variables is also very complex, which cannot be guaranteed to be independent of each other, and of course, they are generally impossible to be white noise.