Stability analysis of large space structure control systems with delayed inputLarge space structural systems, due to their inherent flexibility and low mass to area ratio, are represented by large dimensional mathematical models. For implementation of the control laws for such systems a finite amount of time is required to evaluate the control signals; and this time delay may cause instability in the closed loop control system that was previously designed without taking the input delay into consideration. The stability analysis of a simple harmonic oscillator representing the equation of a single mode as a function of delay time is analyzed analytically and verified numerically. The effect of inherent damping on the delay is also analyzed. The control problem with delayed input is also formulated in the discrete time domain.
Document ID
19890024300
Acquisition Source
Legacy CDMS
Document Type
Conference Paper
Authors
Reddy, A. S. S. R. (Howard Univ. Washington, DC, United States)
Bainum, P. M. (Howard University Washington, DC, United States)