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[Author] Kazuo SAKAI(3hit)

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  • Epitaxial Growth of Bi (2201) Phase in Atomic Layer-by-Layer Deposition by Ion Beam Sputtering Method

    Kazuo SAKAI  Shinji MIGITA  Hiroyuki OTA  Hiroshi OTERA  Ryozo AOKI  

     
    PAPER

      Vol:
    E76-C No:8
      Page(s):
    1246-1250

    Bi2Sr2CuOx (Bi(2201)) thin films have been fabricated by atomic layer-by-layer deposition using ion beam sputtering (IBS) method. During the deposition, 14 wt%-ozone/oxygen mixture gas of typical pressure of 5.010-5 Torr is supplied with ultraviolet light irradiation for oxidation. XRD and RHEED investigations reveal that a buffer layer with compositions different from Bi(2201) is formed at the early deposition stage of less than 10 units cell and then Bi(2201) oriented along the c-axis is grown.

  • Measurement of Carrier Lifetimes in InGaAsP/InP Double Heterostructure Lasers

    Shigeyuki AKIBA  Yoshio ITAYA  Kazuo SAKAI  Takaya YAMAMOTO  Yasuharu SUEMATSU  

     
    PAPER

      Vol:
    E61-E No:3
      Page(s):
    124-127

    Spontaneous carrier lifetimes in InGaAsP/InP double heterostructure lasers emitting at1.3µm were experimentally determined from lasing delay time measarement. Various step-current superposed on bias current was applied to a laser diode with 20 µm-stripe geometry. The carrier lifetime apparently decreased with increasing bias current from 4-5 ns at non-biased state to2 ns at well biased state. This change in the measured lifetime was explained by considering the effect of junction capacitance. It was shown that the effect was almost removed by the application of bias current of more than1 kAcm-2. µm-1 and then the intrinsic lifetime was obtained. Deduced carrier lifetime well agreed with that estimated from relaxation oscillation measurement.

  • Chaotic Responses in a Self–Recurrent Fuzzy Inference with Nonlinear Rules

    Kazuo SAKAI  Tomio MACHIDA  Masao MUKAIDONO  

     
    PAPER-Fuzzy System--Theory and Applications--

      Vol:
    E77-A No:11
      Page(s):
    1736-1741

    It is shown that a self–recurrent fuzzy inference can cause chaotic responses at least three membership functions, if the inference rules are set to represent nonlinear relations such as pie–kneading transformation. This system has single input and single output both with crisp values, in which membership functions is taken to be triangular. Extensions to infinite memberships are proposed, so as to reproduce the continuum case of one–dimensional logistic map f(x)=Ax(1–x). And bifurcation diagrams are calculated for number N of memberships of 3, 5, 9 and 17. It is found from bifurcation diagrams that different periodic states coexist at the same bifurcation parameter for N9. This indicates multistability necessarily accompanied with hysteresis effects. Therefore, it is concluded that the final states are not uniquely determined by fuzzy inferences with sufficiently large number of memberships.