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Filtering by: Advisor Tripathi, Vijai K. Remove constraint Advisor: Tripathi, Vijai K. Subject Microwave integrated circuits Remove constraint Subject: Microwave integrated circuits

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  • Computational methods for the quasi-TEM characteristics of fundamental MIC planar structures

    Creator:
    Lee, Hyuckjae
    Abstract:
    Accurate and efficient computational methods to evaluate the quasi-TEM parameters of various planar structures such as microstrips, coplanar lines and coplanar waveguides are developed. The characteristic parameters of all these structures which are used extensively in microwave integrated circuits for applications as transmission lines and other circuit elements are computed...
    Resource Type:
    Dissertation
    Full Text:
    approved: Prof. 'Tijai K. ripathi Accurate and efficient computational methods to evaluate the quasi-TEM

  • Quasi-TEM and full wave numerical methods for the characterization on microstrip discontinuities

    Creator:
    Hill, Achim
    Abstract:
    Static and dynamic numerical techniques which are suited for the analysis and simulation of various planar microstrip components encountered in hybrid and monolithic microwave integrated circuits are presented. The static analysis makes use of an excess source formulation in conjunction with an efficient mathematical treatment to extract the discontinuity parameter...
    Resource Type:
    Dissertation
    Full Text:
    to my major Professor, Dr. Vijai K. Tripathi for his encouragement and support. Professors Dr. Joel

  • Propagation characteristics of strapped coplanar waveguides

    Creator:
    Hinz, Robert C.
    Abstract:
    The propagation characteristics of a new coupled fin line structure, with asymetrical, rectangular, top and bottom housings, is evaluated by using the modal analysis technique. The boundary Green's function of the structure, relating the surface currents to the electric fields is derived by using this technique. The propagation characteristics, i.e....
    Resource Type:
    Masters Thesis
    Full Text:
    Strapped Coplanar Waveguides Abstract approved: Vijai K. Tnpathi The propagation characteristics of a new

  • Analysis of interacting discontinuities in microstrips by mode-matching technique

    Creator:
    Kapoor, Sunil
    Abstract:
    In this thesis a numerical technique to model general microstrip asymmetric and multiple step discontinuities is presented. The method is based on a magnetic wall waveguide model that is assumed to be valid for describing the electromagnetic fields associated with the microstrip line and in the vicinity of microstrip discontinuities....
    Resource Type:
    Masters Thesis
    Full Text:
    Interacting Discontinuities in Microstrips by Mode Matching Technique Abstract approved. Vijai K. Tripathi

  • Analysis and modeling of discontinuities and inter-element coupling in passive microwave integrated circuit components

    Creator:
    Thorburn, Michael Arthur
    Abstract:
    Accurate, efficient and general computational techniques are developed to evaluate the scattering parameters of passive microstrip components composed of discontinuities in microstrip transmission lines on general two layer substrates with single and two level metallization. An open domain model is used. The Electric Field Integral Equation is examined and the...
    Resource Type:
    Dissertation
    Full Text:
    Passive Microwave Integrated Circuit Components Abstract approved: Redacted for Privacy Vijai K. T

  • Analysis and applications of layered multiconductor coupled slot and strip-slot structures

    Creator:
    Luo, Sifen
    Abstract:
    Layered multiconductor coupled slot and strip-slot structures are characterized by introducing the full-wave modal analysis as well as the quasi-TEM spectral domain technique. In the modal analysis, the electric and magnetic fields are constructed in terms of modal fields in different regions. Application of the boundary conditions at interfaces for...
    Resource Type:
    Dissertation
    Full Text:
    ACKNOWLEDGEMENTS First of all, thanks go to my major professor, Dr. Vijai K. Tripathi, for his constant