Download PDF by Hema Singh, Rakesh Mohan Jha: Active Radar Cross Section Reduction: Theory and

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By Hema Singh, Rakesh Mohan Jha

ISBN-10: 1107092612

ISBN-13: 9781107092617

This ebook discusses the lively and passive radar move part (RCS) estimation and methods to envision the low observable aerospace systems. It starts with the basics of RCS, via the dielectric, magnetic and metamaterials parameters of the constituent fabrics after which explains quite a few tools and the rising traits during this zone of research. The RCS estimation of phased array together with the mutual coupling impression can also be offered intimately within the publication. The lively RCS relief is punctiliously touched upon in the course of the functionality of phased arrays, sidelobe cancellers and mitigation of multipath impression. delivering info on a number of adaptive algorithms like least suggest sq. (LMS), recursive least sq. (RLS) and weighted least sq. algorithms, the authors additionally point out the new advancements within the quarter of embedded antennas, conformal load bearing antenna, metamaterials and frequency selective floor (FSS) dependent RCS aid.

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Extra info for Active Radar Cross Section Reduction: Theory and Applications

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Murthy. 1986. ’ ACM Siggraph Computer Graphics 20(4): 279–85. Kajiya, J. T. 1982. ’ Computer Graphics 16(3): 245–54. Knott,€E. , J. Shaeffer,€and M. T. Tuley. 2004. Radar Cross Section. Second edition. Raleigh, NC: Scitech Publishers, 611. Kouyoumjian, R. G. 1965. ’ Proceedings of IEEE 53: 864–76. Lynch, D. A. 2004. Introduction to RF Stealth. Raleigh, NC: Scitech/Peter Peregrinus, 575. Manocha, D. and J. Demmel. 1994. ’ ACM Transactions on Graphics 13(1): 73–100. , E. Cohen, R. Fish, and P. Shirley.

It is apparent that R|| is zero for a particular incident angle called Brewster angle. This angle depends on the ratio ε2/ε1 (Ruck et al. 1970). Moreover, at normal incidence (θ = 0°), the magnitude of the reflection coefficients approaching both from the parallel and perpendicular polarisations are equal. 4 shows the dependence of transmission coefficient on the incident angle for a plane EM wave incident at an interface of two lossless semi-infinite media. 2 Plane dielectric layer The thickness of a medium has not been considered so far for analysing the reflection and transmission of an EM wave.

This results in a problem of intersection of two planes in a parametric space. The solution of the system of equations provides the curves formed by the plane–surface intersection. The numerical technique based methods, viz. Laguerre’s method (Kajiya 1982), recursive Newton method (Martin et al. 2000) may be used for the solution. Alternatively, the implicit equations can be solved by expanding them as a high-order matrix determinant (Manocha and Demmel 1994). However, these methods are limited by their increase in computational complexity for higher degree surface.

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Active Radar Cross Section Reduction: Theory and Applications by Hema Singh, Rakesh Mohan Jha


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