Storming Media: Pentagon Reports and DocumentsPentagon Reports: Fast. Definitive. Complete.     
New Account »
Forgot Password?
Advanced Search »

Math and StatisticsOperations Research

Linear Quadratic Gaussian Controller Design Using Loop Transfer Recovery for a Flexible Missile Model

Authors: Fernando Jimenez; NAVAL POSTGRADUATE SCHOOL MONTEREY CA
 
Abstract: In this thesis, a Linear Quadratic Gaussian Controller (LQG) is designed for a tail controlled surface-to-air missile model in order to meet design specifications. The mathematical model of the flexible missile is subject to uncertainties that may arise from unmodelled dynamics, parameter variation or linearization of nonlinear elements. Since these uncertainties are not taken into account in the LQG controller, microns Analysis is applied to the design in order to evaluate the Robust Performance, Robust Stability, and Nominal Performance of the system. Finally, a Linear Quadratic Gaussian controller is designed using Loop Transfer Recovery (LQGLTR) in order to improve the Robust Stability of the system. It is found that the Robust Stability of the design is improved, but as a consequence of losing nominal performance. The microns Analysis and Synthesis Toolbox and the Control Toolbox of MATLAB were used for the design, assembly, analysis and simulation of the missile flight control system. Robust multivariable control, Linear optimal estimation, Missile autopilot.

Limitations: APPROVED FOR PUBLIC RELEASE
Description: Master's thesis
Pages: 67
Report Date: DEC 93
Report Number: A730772
Keywords relating to this report:
*AUTOMATIC PILOTS
*GUIDED MISSILE MODELS
*MATHEMATICAL MODELS
*SURFACE TO AIR MISSILES
AIR
ASSEMBLY
DYNAMICS
FLIGHT
FLIGHT CONTROL SYSTEMS
LOOPS
MULTIVARIATE ANALYSIS
PARAMETERS
RECOVERY
SPECIFICATIONS
STABILITY
SURFACES
SYNTHESIS
THESES
UNCERTAINTY
VARIATIONS
Adobe PDF - $21.95
Printed Format - $24.95
Please check the box for the format you wish to order.
Shipping Terms
About Electronic Delivery

Email This Abstract
 « Back to search