Applied Kalman Filtering
525.745
Course Description
Theory, analysis, and practical design and implementation of Kalman filters are
covered, along with example applications to real-world problems. Topics include
a review of random processes and linear system theory; Kalman filter
derivations; divergence analysis; numerically robust forms; suboptimal filters
and error budget analysis; prediction and smoothing; cascaded, decentralized,
and federated filters; linearized, extended, second order, and adaptive filters;
and case studies in GPS, inertial navigation, and ballistic missile tracking.
Syllabus
Prerequisites
525.414
Probability and Stochastic Processes for Engineers and 525.466 Linear
Systems Theory or equivalent.
Instructor
Larry Levy joined APL in 1971, working on performance analysis of
Kalman-filter-integrated transit/inertial navigation systems in the space department. He
was appointed to the Principal Professional Staff in 1978. Dr. Levy has had a series of
increasingly important responsibilities in the areas of navigation system development and
system test and evaluation. He is recognized as an expert in Kalman filtering and system
identification and is the author of numerous papers and presentations on these subjects.
He was the co-developer of the GPS translator concept in SATRACK and was instrumental in
developing the end-to-end methodology for Trident II accuracy evaluation.
Dr. Levy is also a graduate lecturer in Kalman filtering and system identification courses in the Johns Hopkins University Whiting School of Engineering and a short course lecturer on these subjects for Navtech Seminars.
Textbook
Introduction to Random Signals and Applied Kalman Filtering by R.G. Brown &
P.Y.C. Hwang
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