Electronics Optics & Control, Volume. 28, Issue 7, 41(2021)
Differential Geometric Guidance Law for Predicting Hit Points
[8] [8] MA Y W,ZHANG W H.Differential geometric guidance command with finite time convergence using extended state observer[J].Journal of Central South University, 2016,23(4):859-868.
[10] [10] SI Y J,SONG S M.Adaptive reaching law based three-dimensional finite-time guidance law against maneuver-ing targets with input saturation[J].Aerospace Science & Technology,2017,70: 198-210.
[12] [12] GEORGE A B,THOMAS C P,FREDERIC A R.Exploring architectural options for a space based missile defense layer[C]//AIAA Space Conference & Exposition,2007:1-10.
[23] [23] SUN Q,ZHANG C,LIU N,et al.Guidance laws for attacking defended target[J].Chinese Journal of Aeronautics,2019,32(10):2337-2353.
[24] [24] KEBO L I,CHEN L,TANG G J.Algebraic solution of differential geometric guidance command and time delay control[J].Science China,2015,58(3):565-573.
[27] [27] WHITE B A,ZBIKOWSKI R,TSOURDOS A.Direct intercept guidance using differential geometry concepts[C]//AIAA Guidance,Navigation,and Control Conference and Exhibit,2005:5969-5984.
[28] [28] PETROSJAN L A.Differential games of pursuit[M].Singapore:World Scientific Press,1993.
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PAN Xiangyu, HU Xiaomin, LIU Kun. Differential Geometric Guidance Law for Predicting Hit Points[J]. Electronics Optics & Control, 2021, 28(7): 41
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Received: Apr. 13, 2020
Accepted: --
Published Online: Aug. 6, 2021
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