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[Author] Kenji KOJIMA(2hit)

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  • Scalable Parasitic Components Model of CMOS for RF Circuit Design

    Nobuyuki ITOH  Tatsuya OHGURO  Kazuhiro KATOH  Hideki KIMIJIMA  Shin-ichiro ISHIZUKA  Kenji KOJIMA  Hiroyuki MIYAKAWA  

     
    PAPER

      Vol:
    E86-A No:2
      Page(s):
    288-298

    A scalable MOSFET parasitic model has been studied using 0.13 µm standard CMOS process. The model consisted of a core BSIM3v3 transistor model and parasitic resistor, capacitor, inductor, and diode. All parasitic components' values were automatically calculated by transistor geometrical parameters, only gate length (Lg), gate width (Wg), and gate multiple numbers (Mg), and some fixed process parameters such as sheet resistance of each part of diffusion layer. This model was confirmed for 0.25 µm to 0.5 µm gate length, 10 to 40 gate multiples with 5 µm gate finger width (Wf), 0.8 V to 1.5 V gate-source voltage (|Vgs|) with 0.6 V threshold voltage (|Vth|), and 1.0 V to 2.5 V drain-source voltage (|Vds|) from the viewpoint of small signal. The measured s-parameter and simulated one are in fairly good agreement in 200 MHz to 20 GHz frequencies range. This model is very simple, scalable, and convenient for RF circuit designers without difficult parameter setting.

  • A 1-V 2-GHz CMOS Up-Converter Using Self-Switching Mixers

    Toshiyuki UMEDA  Shoji OTAKA  Kenji KOJIMA  Tetsuro ITAKURA  

     
    PAPER

      Vol:
    E86-A No:2
      Page(s):
    262-267

    This paper describes a low-power-supply 2-GHz CMOS up-converter. A current-mode mixing method using current adding and self-switching mixers is proposed for 1-V operation. The current-mode up-converter achieves conversion gain of 6.7 dB and linearity of 6.5-dBm OIP3 at 1 V. Balanced configuration and DC offset canceller reduce LO leakage below -40 dBc even with 20-mV Vth mismatches. The bias circuit of the IC is designed to maintain constant conversion gain for variation of temperature for practical usage. The measurement results indicate the proposed up-converter is applicable for future wireless systems.