Pole-placement for Generalized Systems Simultaneous Stabilization
Basis on stable fractional theory and state-space realization of generalized systems, the poleplacement problem are analyzed in a single generalized system stabilization at first. Then, parameterization of all simultaneous stabilizing controllers for a set of generalized plants has been proposed in term of stable inverses and stable null spaces, which is shown to have a structure similar to the controller parameterized results for a single generalized plant. Finally the poleplacement problem for simultaneous stabilization of generalized systems is proposed, which is an extension of result that the pole-placement problem for a single generalized system stabilization. At last a case study shows the method is right and effective.
Jing Ma Zhiwei Gao
Control Science and Engineering School of Jinan University, China Electrical Engineering and Automation School of Tianjin University, China
国际会议
长沙
英文
413-417
2008-10-20（万方平台首次上网日期，不代表论文的发表时间）