Bezier-curve Navigation Guidance for Impact Time and Angle Control

This paper addresses a novel impact time and angle control guidance law using a Bézier curve. The 2nd order Bézier curve consists of one control point and two boundary points; initial point P0, middle point P1 and end point P2. The curve is tangent to the line P0-P1 and the line P1-P2, respectively,...

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Main Authors: Gun-Hee MOON, Sang-Wook SHIM, Min-Jea TAHK
Format: Article
Language:English
Published: National Institute for Aerospace Research “Elie Carafoli” - INCAS 2018-03-01
Series:INCAS Bulletin
Subjects:
Online Access:http://bulletin.incas.ro/files/moon_shim_tahk_vol_10_iss_1.pdf
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author Gun-Hee MOON
Sang-Wook SHIM
Min-Jea TAHK
author_facet Gun-Hee MOON
Sang-Wook SHIM
Min-Jea TAHK
author_sort Gun-Hee MOON
collection DOAJ
description This paper addresses a novel impact time and angle control guidance law using a Bézier curve. The 2nd order Bézier curve consists of one control point and two boundary points; initial point P0, middle point P1 and end point P2. The curve is tangent to the line P0-P1 and the line P1-P2, respectively, and always exists in the convex hull of the control points. Proposed Bézier curve navigation guidance, makes the missile follow the Bézier curve with the feedback form of guidance command so that the missile hits the target on the desired time in the desired direction. We conducted numerical simulations on several terminal conditions to demonstrate the performance of proposed method.
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spelling doaj.art-3b8ec9c451c74421b62c0c6498f8650f2022-12-22T00:58:37ZengNational Institute for Aerospace Research “Elie Carafoli” - INCASINCAS Bulletin2066-82012247-45282018-03-0110110511510.13111/2066-8201.2018.10.1.11Bezier-curve Navigation Guidance for Impact Time and Angle ControlGun-Hee MOON0Sang-Wook SHIM1Min-Jea TAHK2Korea Advanced Institute of Science and Technology, Daehakro 291 KAIST, Yeuseunggu, Daejeon, Republic of Korea, ghmoon@fdcl.kaist.ac.krKorea Advanced Institute of Science and Technology, Daehakro 291 KAIST, Yeuseunggu, Daejeon, Republic of Korea, swshim@fdcl.kaist.ac.krKorea Advanced Institute of Science and Technology, Daehakro 291 KAIST, Yeuseunggu, Daejeon, Republic of Korea, mjtahk317@gmail.com*This paper addresses a novel impact time and angle control guidance law using a Bézier curve. The 2nd order Bézier curve consists of one control point and two boundary points; initial point P0, middle point P1 and end point P2. The curve is tangent to the line P0-P1 and the line P1-P2, respectively, and always exists in the convex hull of the control points. Proposed Bézier curve navigation guidance, makes the missile follow the Bézier curve with the feedback form of guidance command so that the missile hits the target on the desired time in the desired direction. We conducted numerical simulations on several terminal conditions to demonstrate the performance of proposed method.http://bulletin.incas.ro/files/moon_shim_tahk_vol_10_iss_1.pdfBézier-curve navigation guidanceimpact timeimpact angleanti-ship missiles
spellingShingle Gun-Hee MOON
Sang-Wook SHIM
Min-Jea TAHK
Bezier-curve Navigation Guidance for Impact Time and Angle Control
INCAS Bulletin
Bézier-curve navigation guidance
impact time
impact angle
anti-ship missiles
title Bezier-curve Navigation Guidance for Impact Time and Angle Control
title_full Bezier-curve Navigation Guidance for Impact Time and Angle Control
title_fullStr Bezier-curve Navigation Guidance for Impact Time and Angle Control
title_full_unstemmed Bezier-curve Navigation Guidance for Impact Time and Angle Control
title_short Bezier-curve Navigation Guidance for Impact Time and Angle Control
title_sort bezier curve navigation guidance for impact time and angle control
topic Bézier-curve navigation guidance
impact time
impact angle
anti-ship missiles
url http://bulletin.incas.ro/files/moon_shim_tahk_vol_10_iss_1.pdf
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