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Pieces

Pieces. C.M. Butler, Clemson U. D.R. Jackson, U. of Houston A.Q. Martin, Clemson U. E. Michielssen, U. of Illinois F. M. Tesche, Clemson U. J. L. Volakis, U. of Michigan D. R. Wilton, U. of Houston. Outline of Presentation -- Pieces. Introduction – goals and objectives

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Pieces

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  1. Pieces C.M. Butler, Clemson U. D.R. Jackson, U. of Houston A.Q. Martin, Clemson U. E. Michielssen, U. of Illinois F. M. Tesche, Clemson U. J. L. Volakis, U. of Michigan D. R. Wilton, U. of Houston

  2. Outline of Presentation -- Pieces Introduction – goals and objectives Subsystem or substructure analysis Topological analysis MURI “pieces” team experience in EM penetration and coupling Initial – short-term- problems to be addressed Long-term problems to be addressed Summary and discussion

  3. Pieces: Goals and Objectives • Subsystem analysis. To develop tools for modeling and analyzing subsystems of structures typically found in a modern system,e.g., airplane, missile, tank,automobile, ship, command post … • Topological analysis. To develop subsystem characterization techniques amenable to utilization in topological decomposition and topological analysis of complex systems

  4. Subsystem or Substructure Analysis • To develop an understanding of electromagnetic coupling mechanisms in systems and structures • To develop the tools needed to predict the properties of a transient signal as it makes its way from the exterior of a structure or of a substructure, through a transmission path, to the terminals of a deeply embedded digital system • To catalog the properties of transient signals that might be expected to reach digital systems – as guidance to other MURI investigators who assess the reaction of a digital system to a transient stimulus

  5. Topological Analysis • To develop subsystem characterization techniques amenable to utilization in topological decomposition of complex systems • To participate in the development of robust topological methods for characterizing the behavior of complex systems from topological knowledge of its constituent subsystems • To exploit apriori-determined knowledge and matrix methods to analyze complex structures

  6. Coupled Cavities Rectangular-Coaxial-Rectangular

  7. Topological Diagram

  8. Pictorial View of RF Coupling System Analysis Pieces

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