Accession Number : ADA112629

Title :   A Network Solution of the 1-Dimensional Inverse Problem by Time-Domain Reflectometry. Part 1.

Descriptive Note : Phase rept.,

Corporate Author : POLYTECHNIC INST OF NEW YORK FARMINGDALE

Personal Author(s) : Youla,D C ; Gnavi,G

PDF Url : ADA112629

Report Date : Jan 1982

Pagination or Media Count : 35

Abstract : This Part 1 of a projected 2-part study initiates an indepth network study of the inverse problem for 1-dimensional passive, lossless smooth dispersive nonuniform structures. The diagnostic procedure is via time-domain pulse-reflectometry and rests on a new continuous-discrete inversion formula. It is expected that this formula, when used together with the weak convergence principle described in Section V, will lead to a well-posed solution involving a coupled pair of Fredholm integral equations of the second kind. (Author)

Descriptors :   *Transmission lines, *Inversion, *Electromagnetic wave reflections, Networks, Solutions(General), One dimensional, Time domain, Broadband, Taper, Dispersing, Identification, Circuit analysis, Weak convergence, Coupling(Interaction), Integral equations

Subject Categories : Numerical Mathematics
      Radiofrequency Wave Propagation

Distribution Statement : APPROVED FOR PUBLIC RELEASE