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[Author] Nagayoshi MORITA(6hit)

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  • Fields in Circular Bends of Slab Waveguides

    Nagayoshi MORITA  Ikuo YAMASHITA  

     
    PAPER-Transmission Lines and Waveguides

      Vol:
    E74-C No:5
      Page(s):
    1251-1255

    A new, rigorous analytical theory for obtaining electromagnetic fields in circular bends of slab waveguides is presented. The theory is applied to the problem of Gaussian beam incidence upon the uniformly curved sections of dielectric slab waveguides from the outside region. The field distribution change as the beam wave propagates is looked into and the power coupled into the guided wave is evaluated.

  • Comparative Study of Radiation from Various Microstrip-Type MIC Elements Based on the FDTD Method and the Radiation Mode Theory

    Nagayoshi MORITA  Katsuhito OHNO  

     
    PAPER-Microwaves, Millimeter-Waves

      Vol:
    E88-C No:8
      Page(s):
    1779-1784

    Radiation characteristics of various microstrip MIC passive elements are investigated in detail on the basis of accurate numerical analysis. For this purpose, the FD-TD method combined with the radiation mode theory is used. Summarized results are presented mainly from the viewpoint of making clear how radiation characteristics differ depending upon typical features of element structures and operating frequencies. Particularly important features of this paper are that not only radiation into the space region but also that in the substrate region is studied in detail for the first time. Suggestive remarks are given on positioning of active devices in MIC for avoiding interference from nearby elements.

  • Development of an Analysis Method and Its Simulation Tool for Microstrip-Type Microwave Integrated Circuit Elements

    Nagayoshi MORITA  Yutaka YOSHIOKA  Norihiro HOSOYA  

     
    PAPER-Electromagnetics Simulation Techniques

      Vol:
    E84-C No:7
      Page(s):
    898-904

    A simulation tool for analyzing circuit characteristics of microstrip-type MIC (Microwave Integrated Circuit) passive elements is presented. The major part of this tool is the electromagnetic wave analysis based on the FD-TD (Finite-Difference Time-Domain) method combined with the mode expansion theory. Although the element structures which can be treated in this tool are limited to only less than ten fundamental structures in the present stage, its extension to the more versatile tool applicable to other various element types is rather straightforward and simple in principle. When using this tool, we first choose the element configuration to be calculated and give, on a panel, necessary parameter values related to calculation range and mesh division scheme. Given these values, the first step calculation starts to obtain the characteristic impedance, cross sectional field distribution of the propagating mode, etc. of the basic microstrip line. Field distributions around the element configulation are calculated next with the mode field oscillation being given. Through this process the field distributions on a closed rectangular parallelepiped surface enclosing the element configuration are stored in files, from which S parameter and radiated fields are calculated by invoking the reaction integral with propagation modes and radiation modes, respectively. The results obtained in these three steps can be expressed, at our discretion, as line drawings or two-dimensional density plots.

  • A New Formulation for Radiated Fields Using Radiation Mode Expansions and Its Application to Radiation from Microstrip Antennas

    Nagayoshi MORITA  

     
    PAPER

      Vol:
    E77-C No:11
      Page(s):
    1795-1801

    A new approach using radiation mode expansions is presented for calculating radiated fields from arbitrary distribution of electromagnetic sources in the half space region partitioned by a dielectric layer with a ground conductor. This method is applied to the calculation of radiation from microstrip-type antennas with a dielectric substrate of theoretically infinite extent. To be able to use this method, it is necessary to obtain first the field distribution around antenna patches, which is accomplished rather easily by using the FD-TD method. Radiation pattern calculations are presented for a rectangular patch antenna to verify the feasibility of this approach.

  • Application of a Parasitic Loop on Loosely Wound Short-Arm Spiral Antennas

    Yasuhiro KAZAMA  Nagayoshi MORITA  Shinobu TOKUMARU  

     
    PAPER-Antennas and Propagation

      Vol:
    E81-B No:11
      Page(s):
    2205-2211

    Loosely wound short-arm two-wire Archimedean spiral antennas are investigated. It is shown that good circularly polarized waves with axial ratio less than 2 dB are obtained when the outer circumference C of the spiral antenna is in the range of about 1. 3λ < C < 1. 5λ, where λ is the free-space wavelength. To improve the antenna characteristics further, spiral antennas combined with a parasitic loop are examined. It is clarified that the parasitic loop greatly contributes to the improvement of the axial ratio and power gain.

  • Analysis Method and Simulation Tool for Multilayer MMIC Elements

    Nagayoshi MORITA  Katsuhito OHNO  Hiroyuki FUKUSHIMA  

     
    PAPER

      Vol:
    E86-C No:8
      Page(s):
    1480-1485

    An analysis method based on the FD-TD and radiation mode expansion methods and its simulation tool are developed for calculating circuit characteristics and parameter values of passive MMIC (Monolithic Microwave Integrated Circuits) elements having multilayer structure. For straight multilayer microstrip lines and coplanar waveguides, it is possible to calculate characteristic impedance, effective permittivity, transverse field distribution of guided modes, etc. For various multilayer microstrip and coplanar waveguide elements, it is possible to calculate scattering parameters, radiated power, radiation patterns, etc. As an example of application of the present technique, effects of inclusion of lower permittivity layer in the substrate on transmission and radiation characteristics are investigated for right-angled microstrip bends.