论文信息 - ON THE ANALYSIS OF COMPOSITE LUMPED-DISTRIBUTED SYSTEMS.

ON THE ANALYSIS OF COMPOSITE LUMPED-DISTRIBUTED SYSTEMS.

Abstract A technique is described which is basically a generalization of root locus methods used in the analysis and synthesis of lumped systems. To permit applicability to composite lumped-distributed systems, a generalization of the rules of construction in systems with a countably infinite number of poles and zeros is required. These rules are derived and their use is illustrated by several typical examples. Significant insight into the analysis and synthesis of composite lumped-distributed systems is obtained when use is made of the generalized root locus technique.

Mohammed S. Ghausi | John J. Kelly | James H. Mulligan

[1] J.H. Mulligan. The Effect of Pole and Zero Locations on the Transient Response of Linear Dynamic Systems , 1949, Proceedings of the IRE.

[2] Yaohan Chu. Feedback control systems with dead-time lag or distributed lag by root-locus method , 1952, Transactions of the American Institute of Electrical Engineers, Part II: Applications and Industry.

[3] Chi Chang,et al. An analytical method for obtaining the root locus with posititve and negative gain , 1965 .

[4] G. Wilson,et al. Dominant Zero and Excess Phase of a Hurwitz Polynomial , 1964 .

[5] M. Ghausi,et al. On the effective dominant pole of the distributed RC networks , 1965 .