Results 221 to 230 of about 241,560 (260)
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Diophantine Equations in Coefficient Diagram Method
IFAC Proceedings Volumes, 2001Abstract The Coefficient Diagram Method (CDM) is applied to the design of the normal acceleration control of dual-control-surface missile. It is shown that MEMO design problem (matrix Diophantine equation) can be decomposed into series of SIMO problems (scalar Diophantine equation). Feedback controller is designed step by step with CDM.
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Importance of Polynomial in Coefficient Diagram Method
IFAC Proceedings Volumes, 2001Abstract The Coefficient Diagram Method (CDM) has been successfully applied to the design of various control systems. The CDM uses polynomials or polynomial matrices as the basic expression of the system. Polynomial expression is as accurate as state-space but its understanding and handling are much easier like transfer function.
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Autopilot design for a missile with reaction-jet using coefficient diagram method
AIAA Guidance, Navigation, and Control Conference and Exhibit, 2001Advanced guidance missiles employ blended control of aero-fin and reaction-jet to improve the guidance performance against highly maneuverable targets. The blended control requires multiple inputs and multiple outputs (MIMO) control system design, the design process is much complex than that of conventional aero-fin autopilot.
Rui Hirokawa, Koichi Sato, Shunji Manabe
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Comparison of H-inf and Coefficient Diagram Method in Aerospace
IFAC Proceedings Volumes, 2004Abstract The longitudinal control of the fighter with dual control surfaces is a typical MIMO control problem, where various modern control design techniques are employed. Although Coefficient Diagram Method (CDM) is proven effective in SISO or SIMO control design, the concrete procedure for MIMO design is not established yet.
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APPLICATION OF COEFFICIENT DIAGRAM METHOD TO MIMO DESIGN IN AEROSPACE
IFAC Proceedings Volumes, 2002The longitudinal control of the fighter with dual control surfaces is a typical MIMO control problem, where various modern control design techniques are employed. Although Coefficient Diagram Method (CDM) is proven effective in SISO or SIMO control design, the concrete procedure for MIMO design is not established yet.
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Polynomial Control for Air-to-Air Missiles Based on Coefficient Diagram Methods
IFAC Proceedings Volumes, 2013Abstract Based on Coefficient Diagram Methods (CDMs), a polynomial-control scheme for air-to-air missiles is proposed. According to the analysis of CDM-based polynomial control theory and missile dynamics, two overload-loop controllers with different structures for air-to-air missiles are designed. First, the structure and order of the controller and
Jinlei Zhao +4 more
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COEFFICIENT DIAGRAM METHOD IN MIMO APPLICATION: AN AEROSPACE CASE STUDY
IFAC Proceedings Volumes, 2005Abstract The longitudinal control of the fighter with dual control surfaces is a typical MIMO control problem, where various modern control design techniques are employed. Although Coefficient Diagram Method (CDM) is proven effective in SISO or SIMO control design, the concrete procedure for MIMO design is not established yet.
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Application of Coefficient Diagram Method to Dual-Control-Surface Missile
IFAC Proceedings Volumes, 2001Abstract The normal acceleration control of dual-control-surface missile is a typical MIMO problem, where various modern control design techniques are employed. Coefficient Diagram Method (CDM), with proven effectiveness in SISO or SIMO control design, has been applied to this MIMO problem.
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Robustness Teaching By Inverted Pendulum Designed by Coefficient Diagram Method
IFAC Proceedings Volumes, 2010Abstract Inverted pendulum is very effective tool in control education. A low cost inverted pendulum was presented in ACE94 (Manabe, 1994). This system was later presented in several workshops in various universities, and several students wrote master's thesis on the subject.
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Coefficient diagram method based control for two interacting conical tank process
2017 Trends in Industrial Measurement and Automation (TIMA), 2017All real word process are nonlinear in nature, control of such process is still challenging. Two interacting conical tank process is a one such nonlinear process. First order plus dead time model obtained from process. In this paper coefficient diagram method combined with PI controller.
U. Sabura Banu +3 more
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