The objective of the lecture series is to show the application of 'modern control theory' to the generation of guidance laws for astronautical as well as atmospheric aerospace vehicles. Time domain analysis is stressed throughout, although frequency domain considerations are used when discussing instrumentation response characteristics. Particular emphasis is placed on the use of digital computers in solving these highly nonlinear problems and techniques are demonstrated for implementing and mechanizing these solutions to airborne and astronautical vehicles. The purpose of the first and second chapters is to review the language of modern control theory as it applies to linear systems. The concepts of input-output, state space representations and matrix analysis are coupled to a discussion of solutions of state space equations and the calculation of state transition matrices for linear systems. Chapters three and four introduce optimization theory and provide various formulations and algorithms to generate optimal controllers for so-called fixed time TPBV problems. The fifth chapter describes discrete estimation or Kalman filtering theory. Chapter six discusses space kinematic relationships describing motion in both inertial and moving coordinate frames. The seventh chapter develops trajectory theory and perturbation analysis as applied to astronautical vehicles. Finally, chapter eight describes the typical guidance and control philosophy used in aerodynamic as well as astronautical vehicles. (Author)
Short Course on Guidance and Control for Aerospace Vehicles
1969
211 pages
Report
No indication
English
Navigation, Guidance, & Control , Manned Spacecraft , Aerospace craft , Command + control systems , Guidance , Systems engineering , Automatic pilots , Boundary value problems , Nonlinear differential equations , Input-output devices , Integral transforms , Transfer functions , Matrix algebra , Optimization , Digital computers , Inertial guidance , Stabilized platforms , Accelerometers , Guided missile trajectories , N-body problem , Errors , Perturbation theory , Equations of state , Closed loop control systems , Kalman filters
Guidance and control of aerospace vehicles
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