Journal of the Physical Society of Japan
Online ISSN : 1347-4073
Print ISSN : 0031-9015
ISSN-L : 0031-9015
Volume 41, Issue 1
Displaying 51-57 of 57 articles from this issue
  • Hidetoshi Miike, Junichi Yoshinaga, Kazuyoshi Hirakawa
    1976 Volume 41 Issue 1 Pages 347-348
    Published: July 15, 1976
    Released on J-STAGE: June 01, 2007
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    The heat transport phenomenon in the two-dimensional Heisenberg ferromagnet K2CuF4 in investigated through the measurement of thermal conductivity under the magnetic field. The evidence and the quantitative estimation to magnon conductivity are obtained below the ordering temperature Tc. In the vicinity of Tc the anomalous dip of the conductivity, representing the phonon scattering by the critical fluctuation of spins, is observed. Above Tc, the enhanced conduction is also found, which is attributed to the diffusion or paramagnetic magnon.
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  • Tomoyuki Hikita, Toshio Kudo, Yoshiki Chubachi, Takuro Ikeda
    1976 Volume 41 Issue 1 Pages 349-350
    Published: July 15, 1976
    Released on J-STAGE: May 29, 2007
    JOURNAL RESTRICTED ACCESS
    Dielectric and elastic measurements were made on Rb2Cd2(SO4)3 crystal which has a langbeinite-type structure. It was found that Rb2Cd2(SO4)3 undergoes phase transitions at −144°C and −170°C successively. The low temperature phases are both polar and the polarization is reversed by the application of the electric field. It is thus concluded that the two low temperature phases are ferroelectric.
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  • Takehiko Ishiguro, Seiichi Kagoshima, Hiroyuki Anzai
    1976 Volume 41 Issue 1 Pages 351-352
    Published: July 15, 1976
    Released on J-STAGE: May 29, 2007
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    The temperature dependences of dc conductivities along both the b-axis (σb) and the a-axis (σa) of TTF–TCNQ are presented. Two anomalies are found in both σb and σa corresponding to the Peierls transition (54K) and the first order transition with hysteresis (near 38K), which have been found in the superstructure.
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  • Nobuo Itoh, Tanehiro Nakau
    1976 Volume 41 Issue 1 Pages 353-354
    Published: July 15, 1976
    Released on J-STAGE: May 29, 2007
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    In X-ray topographs of boron-diffused silicon, an anomalous triple image contrast is observed for straight imperfections along the three ⟨1\bar10⟩ direction in (111) wafer. The contast is different from that of dislocation image observed by Borrmann effect of extinction effect. It is found that the imperfections are not simple 60° dislocations but the dislocations accompanied by imperfection of another type and have long range strained region besides the strain due to dislocation. It is concluded that the anomalous contrast is attributed to the dynamical diffraction effect in the strain field composed by the both imperfections.
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  • Takashi Nishiwaki, Makoto Sakata, Jimpei Harada
    1976 Volume 41 Issue 1 Pages 355-356
    Published: July 15, 1976
    Released on J-STAGE: June 01, 2007
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    Generalized Debye-Waller factor for the atom of 4⁄mmm site symmetry were formulated on the basis of classical Einstein oscillator model. In this formulation the effect of the fourth order anharmonic terms of one particle potential was taken into account. It is found that four anharmonic parameters are necessary in addition to two harmonic temperature parameters to describe the generalized Debye-Waller factor for this atom.
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  • Akio Tsuji, Hajime Narumi
    1976 Volume 41 Issue 1 Pages 357-358
    Published: July 15, 1976
    Released on J-STAGE: May 29, 2007
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    The Glauber theory is consistently extended to an indirect process. Transition matrix of the electron transfer from the ground state of the target to the excited states as well as the ground state of the scattered system is formulated.
    The present formalism has no post-prior discrepancy, as in the usual Born approximation, for symmetric resonant processes. On the other hand it can be extended for charge transfer process between heavy ions.
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  • Kunihito Nagayama, Terutoshi Murakami
    1976 Volume 41 Issue 1 Pages 359-360
    Published: July 15, 1976
    Released on J-STAGE: June 01, 2007
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    An approximate formula is derived to describe the growth of a converging shock wave and is shown to be valid for a weak shock. The shock pressure or density in condensed media can be evaluated very easily by using this formula.
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