Local Convergence Guidance Law with the Consideration of the Second-Order Autopilot Dynamics

SONG Shu-zhong; LI Lei; MA Jian-wei; ZHANG Sen

doi:10.3969/j.issn.1671-637x.2015.03.002

Journals >Electronics Optics & Control >Volume 22 >Issue 3 >Page 7 > Article

Electronics Optics & Control
Vol. 22, Issue 3, 7 (2015)

Local Convergence Guidance Law with the Consideration of the Second-Order Autopilot Dynamics

SONG Shu-zhong, LI Lei, MA Jian-wei, and ZHANG Sen

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[in Chinese]

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DOI: 10.3969/j.issn.1671-637x.2015.03.002 Cite this Article

SONG Shu-zhong, LI Lei, MA Jian-wei, ZHANG Sen. Local Convergence Guidance Law with the Consideration of the Second-Order Autopilot Dynamics[J]. Electronics Optics & Control, 2015, 22(3): 7 Copy Citation Text

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References

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[6] LAZAREVIC M.Further results on finite time partial stability of fractional order time delay systems［C］//The 6th Workshop on Fractional Differentiation and its Applications Part Ⅰ 2013:155-160.

[7] CHELLABOINA V S HADDAD W M.A unification between partial stability and stability theory for time-varying systems［J］.IEEE Control Systems Magazine 2002 22(6):66-75.

[8] BINAZADEH T YAZDANPANAH M J.Partial stabilization of uncertain nonlinear systems［J］.ISA Transactions 2012 51(2):298-303.

[9] SHAFIEI M H BINAZADEH T.Partial stabilization-based guidance［J］.ISA Transactions 2012 51(1):141-145.

[10] SHAFIEI M H BINAZADEH T.Application of partial sliding mode in guidance problem［J］.ISA Transactions 2013 52(2):192-197.

SONG Shu-zhong, LI Lei, MA Jian-wei, ZHANG Sen. Local Convergence Guidance Law with the Consideration of the Second-Order Autopilot Dynamics[J]. Electronics Optics & Control, 2015, 22(3): 7

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