Download Free Mathematical Modelling Nonlinear Control And Performance Evaluation Of A Ground Based Mobile Air Defence System Book in PDF and EPUB Free Download. You can read online Mathematical Modelling Nonlinear Control And Performance Evaluation Of A Ground Based Mobile Air Defence System and write the review.

In this book, the author deals with the mathematical modelling, nonlinear control and performance evaluation of a conceptual anti-aircraft gun based mobile air defence system engaging an attacking three-dimensional aerial target. This book is of interest to academic faculty, graduate students and industry professionals working in the fields of mathematical modelling and control, ground vehicles, mobile air defence systems and other related topics.
Annotation This text presents the various mathematical methods used in military operations research in one easy-to-use reference volume. The reader will find the calculations necessary to analyze all aspects of defense operations, from weapon performance to combat modeling. The text is so clearly written and organized that even newcomers to the field will find it useful. Included with the text is an updated version of Defense Analyses Software, a compendium of software subroutines that allow the reader to compute numerical values for functions or tables derived in the text. Each subroutine is provided with a detailed reference to the equation from which it was derived to ensure that its intended application is consistent with the assumptions used in the derivation. The third edition has a new chapter on theater missile defense based on the concept of layered defense with different strategies of allocating defense interceptors against short- or mid-range ballistic missiles.
This book constitutes a multidisciplinary introduction to the analysis of air defence systems. It supplies the tools to carry out independent analysis. Individual sections deal with threat missions, observability, manoeuvrability and vulnerability. With the support of several examples, the text illustrates 12 air defence process models. These models form the foundation for any air defence system analysis, covering initial detection to kill assessment.
The report represents a five weeks effort in reviewing and analyzing the existing air defense models used by Directorate for Plans and Analysis, U.S. Army Missile Command, Redstone Arsenal, Alabama. The existing simulation models are event oriented in the sense that a catalog of events and their time of occurrence are compiled purely on the geometry and time relationship of various targets and air defense units. These events are then sorted out by playing a simulated air defense game. The present report outlines an algorithm which is time oriented, and the interaction of the fire units and target is presented as the battle unfolds itself. The approach seems promising in that it may considerably reduce this central processor unit time and the bookkeeping. (Author).
NTROL, BOMB RELEASE POINT, FORTRAN, FORTRAN 4 PROGRAMMING LANGUAGE, CONTROL THEORY. The concern in the work reported is the development of a dynamic precision weapon delivery system model for analyzing the effects of system parameters and disturbances on delivery performance. In addition, a methodology of precision weapon delivery flight control design is developed, without considering the pilot as a control element. The aircraft model accommodates a wide variety of airframe nonlinear dynamics, control points and methods and measurement systems. The bomb model is general enough for a variety of dive-bomb angles, release altitudes and release speeds. The circular error probable (CEP) at impact is chosen as a measure of weapon delivery performance, and a technique is developed for relating the effects of flight control parameters, airframe dynamics, measurement errors and gust disturbances to this measure by using the system model. Demonstration analysis is performed to show how to identify critical system parameters with regard to the delivery of an iron bomb and to illustrate how the method of analysis can be used. Digital computer subprograms (in FORTRAN 4 language) were developed and documented implementing the mathematical models.