Singular Perturbation Margin Assessment for LTI System with Zero Dynamics - researchr publication related

researchr

You are not signed in
Sign in
Sign up

Yuanyan Chen, Jim J. Zhu. Singular Perturbation Margin Assessment for LTI System with Zero Dynamics. In American Control Conference, ACC 2022, Atlanta, GA, USA, June 8-10, 2022. pages 3164-3171, IEEE, 2022. [doi]

The following publications are possibly variants of this publication:

Singular Perturbation Margin assessment of linear slowly time-varying systemsXiaojing Yang, J. Jim Zhu. cdc 2012: 6547-6553 [doi]

Singular Perturbation Margin for Nonlinear Time-Invariant systemsXiaojing Yang, J. Jim Zhu. amcc 2012: 3309-3315 [doi]

Singular Perturbation Margin assessment of Linear Time-Invariant systems via the Bauer-Fike theoremsXiaojing Yang, J. Jim Zhu. cdc 2012: 6521-6528 [doi]

Singular perturbation margin and generalised gain margin for linear time-invariant systemsXiaojing Yang, J. Jim Zhu, Alan Scottedward Hodel. ijcon, 88(1):11-29, 2015. [doi]

Singular perturbation margin and generalised gain margin for nonlinear time-invariant systemsXiaojing Yang, J. Jim Zhu. ijcon, 89(3):451-468, 2016. [doi]

A singular perturbation approach for time-domain assessment of Phase MarginJ. Jim Zhu, Xiaojing Yang, Alan Scottedward Hodel. amcc 2010: 315-322 [doi]

runs on WebDSL