2010, ISBN: 7512402155

[EAN: 9787512402157], Neubuch, Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Pages Number: 216 Publisher: Beijing University of A… More...

[EAN: 9787512402157], Neubuch, Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Pages Number: 216 Publisher: Beijing University of Aeronautics Pub. Date :2010-9-1. This material is for the modern control theory but want to know the time constraints by studying the systematic study of the readers can not be written. First linear system theory. including the system's controllability and observability. state feedback design. observer design. and system stability analysis. Second for the optimal control theory. introduced the unconditional constraints and equality constraints of the optimization problem. the minimum continuous systems and discrete systems theory and linear quadratic optimal control indicators. Third for the optimal estimation and filtering. introduced the linear least squares estimation and minimum variance estimation; the orthogonal projection introduced on the basis of optimal discrete Kalman filter equations and the optimal prediction equation; discussed filter divergence and to overcome the divergence of approach. Book available for non-automated specialty graduate. can also be automated as a high school class of undergraduate students in elective use of modern control theory. Contents: first linear system theory. Chapter 1. state-space-based system dynamic equations 1.1 build 1.2 linear time-invariant dynamic equations 1.3 The transfer function matrix of the system dynamic equations 1.4 1.5 Continuous-time equivalent transformation equation 1.6 Discretization of linear time-varying systems in Chapter 2 the basics of system controllability and observability of linear systems 2.1 2.2 controllable linear system observability normal form of dynamic equations 2.3 2.4 dynamic equations decomposition of 2.5 to achieve a single variable system variable system to achieve more than 2.6Four Satisfaction guaranteed,or money back.<

2010, ISBN: 7512402155

Paperback, [EAN: 9787512402157], Beijing University of Aeronautics Pub. Date :2010-9-1, Beijing University of Aeronautics Pub. Date :2010-9-1, Book, [PU: Beijing University of Aeronautics… More...

Paperback, [EAN: 9787512402157], Beijing University of Aeronautics Pub. Date :2010-9-1, Beijing University of Aeronautics Pub. Date :2010-9-1, Book, [PU: Beijing University of Aeronautics Pub. Date :2010-9-1], Beijing University of Aeronautics Pub. Date :2010-9-1, 1025612, Subjects, 349777011, Antiquarian, Rare & Collectable, 91, Art, Architecture & Photography, 67, Biography, 68, Business, Finance & Law, 507848, Calendars, Diaries, Annuals & More, 69, Children's Books, 274081, Comics & Graphic Novels, 71, Computing & Internet, 72, Crime, Thrillers & Mystery, 496792, Education Studies & Teaching, 62, Fiction, 66, Food & Drink, 275835, Gay & Lesbian, 74, Health, Family & Lifestyle, 65, History, 64, Home & Garden, 63, Horror, 89, Humour, 275738, Languages, 61, Mind, Body & Spirit, 73, Music, Stage & Screen, 275389, Poetry, Drama & Criticism, 59, Reference, 58, Religion & Spirituality, 88, Romance, 5106747031, School Books, 57, Science & Nature, 4034595031, Science Fiction & Fantasy, 564334, Scientific, Technical & Medical, 60, Society, Politics & Philosophy, 55, Sports, Hobbies & Games, 83, Travel & Holiday, 52, Young Adult, 266239, Books<

2010, ISBN: 7512402155

[EAN: 9787512402157], Neubuch, Paperback. Pub Date: 2010 09 Pages: 216 Language: Chinese in Publisher: Beijing University of Aeronautics and Astronautics Press first linear system theory.… More...

[EAN: 9787512402157], Neubuch, Paperback. Pub Date: 2010 09 Pages: 216 Language: Chinese in Publisher: Beijing University of Aeronautics and Astronautics Press first linear system theory. including system controllability and observability. state feedback design. state observer design and system stability analysis. Second for optimal control theory. unconditional constraints and equality constraints optimization problems. continuous system and discrete system minimum principle and the linear quadratic optimal control indica.<