2020
DOI: 10.1109/taes.2019.2924175
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Look-Angle-Shaping Guidance Law for Impact Angle and Time Control With Field-of-View Constraint

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Cited by 60 publications
(16 citation statements)
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“…Diğer gruptaki yöntemler ise göreceli olarak yeni gelişmekte olup kestirim bilgisine ihtiyaç duymazlar ve farklı bir tasarım yaklaşımı kullanırlar. Bunlara örnek olarak [10,11] verilebilir.…”
Section: çOklu Füze Sistemleri Için Güdüm Algoritması Tasarımı Guidance Algorithm Design For Multi-missile Systemsunclassified
“…Diğer gruptaki yöntemler ise göreceli olarak yeni gelişmekte olup kestirim bilgisine ihtiyaç duymazlar ve farklı bir tasarım yaklaşımı kullanırlar. Bunlara örnek olarak [10,11] verilebilir.…”
Section: çOklu Füze Sistemleri Için Güdüm Algoritması Tasarımı Guidance Algorithm Design For Multi-missile Systemsunclassified
“…The FOV constraint is guaranteed by the varying-gain approach. Different from [14], an ITACG law with FOV constraint is derived based on the look angle shaping technique in [15]. In [16], the authors consider the three-dimensional impact time control problem.…”
Section: Introductionmentioning
confidence: 99%
“…Through optimal control theory, an ITCG law with FOV constraint in three-dimensional space is obtained. Although [12][13][14][15][16] consider the FOV constraint, they require a small angle assumption and time-to-go estimation, which is not what we want. In [17], a PNG law with time-varying navigation gain is presented.…”
Section: Introductionmentioning
confidence: 99%
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“…For years, various guidance laws have been utilized with different control concepts. Currently, most popular terminal guidance laws defined by Locke involve line-of-sight (LOS) guidance [6], [7], LOS rate guidance [8], [9], commandto-line-of-sight (CLOS) guidance [10], [11], and other advanced guidances such as proportional navigation guidance (PNG) [12]- [14], command to optimal interception point (COIP) guidance [15], augmented proportional navigation guidance (APNG) [16], optimal guidance law [17]- [19], linear quadratic Gaussian (LQG) theory [20], [21], sliding mode theory [22], H ∞ robust theory, impact angle control [23]- [25] and fuzzy logic control theory [26]- [28], etc. For the above conventional guidance strategy designs, it assumed the information of target and missile can be obtained perfectly by the seeker of missile for guidance control design, namely it neglect the effect of measurement noise in seeker.…”
Section: Introdutctionmentioning
confidence: 99%