2020
DOI: 10.21629/jsee.2020.01.17
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An impact angle constraint integral sliding mode guidance law for maneuvering targets interception

Abstract: An integral sliding mode guidance law (ISMGL) combined with the advantages of the integral sliding mode control (SMC) method is designed to address maneuvering target interception problems with impact angle constraints. The relative motion equation of the missile and the target considering the impact angle constraint is established in the longitudinal plane, and an integral sliding mode surface is constructed. The proposed guidance law resolves the existence of a steady-state error problem in the traditional S… Show more

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Cited by 14 publications
(8 citation statements)
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“…To confirm the superiority of the guidance law proposed in this paper, the simulation was compared with the nonlinear terminal sliding mode guidance law (NTSMGL) [47] and the integral sliding mode guidance law (ISMGL) [3]. Under the action of the three guidance laws, the initial parameters of the missile are set as x m ð0Þ = 10 km, y m ð0Þ = 0 km, V xm ð0Þ = 1200 m/s, and V ym ð0Þ = 0 m/s, and the expected terminal LOS angle of the missile is set as q d = 15 °.…”
Section: Different Guidance Law Simulationsmentioning
confidence: 99%
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“…To confirm the superiority of the guidance law proposed in this paper, the simulation was compared with the nonlinear terminal sliding mode guidance law (NTSMGL) [47] and the integral sliding mode guidance law (ISMGL) [3]. Under the action of the three guidance laws, the initial parameters of the missile are set as x m ð0Þ = 10 km, y m ð0Þ = 0 km, V xm ð0Þ = 1200 m/s, and V ym ð0Þ = 0 m/s, and the expected terminal LOS angle of the missile is set as q d = 15 °.…”
Section: Different Guidance Law Simulationsmentioning
confidence: 99%
“…It is well-known that the proportional navigation guidance law (PNGL) has been widely employed and researched for decades in terms of its advantages such as simple structure, robustness and practicability [3]. The guidance commands generated by the classic proportional guidance law (PNGL) are proportional to the line-of-sight (LOS) angular rate of the missile to target.…”
Section: Introductionmentioning
confidence: 99%
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“…Adding a second-order sliding mode observer, [28] proposed a robust guidance law with autopilot lag consideration. Reference [29] presented an integral sliding mode guidance law which could resolve the steady-state error problem of the traditional SMC. An optimization design with the neural network was designed to improve the fuzzy variable structure of sliding mode in [30].…”
Section: Introductionmentioning
confidence: 99%
“…By employing a second-order sling mode observer, reference [18] proposed a nonsingular terminal sliding mode guidance law with autopilot lag consideration. The integral sliding mode guidance law presented in [19] addressed the problem of steady-state error of the traditional SMC. Reference [20] implemented an optimization design by using the neural network, which improved the fuzzy variable structure of the sliding mode.…”
Section: Introductionmentioning
confidence: 99%