Book Reviews radar applications are described including radar for airborne navigation, terrain avoidance, altimetry and weather avoidance. Radar beacons, instrumentation radars and radar astronomy are also mentioned. The material in this book was used by the author in a one-week short course at UCLA. For this reason it is not as detailed as the usual textbook and therefore should be of interest to the practicing engineer desiring a knowledge of radar systems with readily applicable methods for calculation. Problems, along with answers, are given for six of the eleven chapters. FORTRAN computer programs are included for the computation of the probability of detection for a target whose radar cross section DAVTD SCHULTZ fluctuates and for the cumulative probaDepartment of Mathematics University of W’i8COn8in bility of detection. The author suggests that this book can be used as a text for a Milwaukee, Wisconsin senior-graduate course, but it is the reviewer’s opinion that it would likely RADAR DETECTION AND TRACKINU SYS- have to be supplemented in several areas if used for a graduate course. TEMS, by S. A. Hovanessian. 416 pages, Many of the radar topicas are discussed diagrams, illustrations, 6 x 9 in. Dedfrom the point of view of airborne radar, ham, Ma., Artech House, 1973. Price, especially high duty-cycle pulse doppler $12.95. radar, and should be attractive to those in this field as well as to radar engineers Among the major topics discussed in of any specialty. this book are the basic radar equation The editing and proof reading seem to and the parameters that affect range have been poorly done. The errors found performance, methods for making radar by the reviewer, however, were obvious measurements, probability of detection and should not cause the reader any calculations, clutter, weather, synthetic major confusion. arrays, pulse compression, track scan MERRILLI.SKOLNIJZ and array antennas. The increasing Radar Division importance of the digital processing of Naval Research Laboratory radar data is recognized by devoting an Washington, D.C. entire chapter to this subject. Various
conservation of energy, conservation of linear momentum, and conservation of angular momentum. Moreover, the discrete dynamical equations have the same form under fundamental coordinate transformations. In addition, the author shows that the classical Einstein energy equation E = rncp can be established discretely, with no need for continuous physical concepts. This book describes a completely arithmetic approach to basic nonlinear phenomena. This arithmetic approach coupled with the ability of the computer to do high speed arithmetic is a mathematical simplification that may prove to be of greater value than the more traditional sophisticated methods.
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Franklin Institute