State Estimation for Dynamic Systems
Publisher: CRC
Published: November 9, 1993
Language: eng
Format: Hardcover
Number of pages: 320
ISBN-13: 9780849344589
Subjects: Applied mathematics; Differential equations; Parameter estimation; Differentiable dynamical syste; Science; Science/Mathematics; Chaotic Behavior in Systems; Discrete Mathematics; Engineering - Electrical & Electronic; Technology / Engineering / Electrical; Differentiable Dynamical Systems; Control Theory
First sentence: Consider a controlled dynamic system governed by a vector differential equation: x = f(x, u, t) (1.1) Here x = (x1,...,xn) is the n-vector of state, or phase coordinates, of the system (x E Rn); u = (u1,...,um) is the m-vector of control (u E Rm); t is time; f = (f1,...,fn) is a given vector-valued function.