T. Hatano
Hiroshima University
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Publication
Featured researches published by T. Hatano.
Applied Physics Letters | 2009
S. Amaha; T. Hatano; Toshihiro Kubo; S. Teraoka; Yasuhiro Tokura; S. Tarucha; D. G. Austing
We investigate three vertical quantum dots (QDs) laterally coupled in a triangular arrangement forming a triple QD (tQD) with common source and drain electrodes. The three equidistant dot mesas each have one gate electrode allowing control of the electrochemical potential in each QD. From the stability diagrams observed by measuring current through the tQD on sweeping the voltages on two of the gate electrodes for different values of voltage on the third gate electrode, we build up part of the three-dimensional stability diagram. Our device can be useful to reveal the consequences of interdot coupling on electronic states in tQDs.
Physical Review Letters | 2004
Takeshi Ota; Kazuo Ono; M. Stopa; T. Hatano; S. Tarucha; Hai Zhi Song; Yoshiaki Nakata; T. Miyazawa; T. Ohshima; Naoki Yokoyama
We study the electronic structure of a single self-assembled InAs quantum dot by probing elastic single-electron tunneling through a single pair of weakly coupled dots. In the region below pinch-off voltage, the nonlinear threshold voltage behavior provides electronic addition energies exactly as the linear, Coulomb blockade oscillation does. By analyzing it, we identify the s and the p shell addition spectrum for up to six electrons in the single InAs dot, i.e., one of the coupled dots. The evolution of the shell addition spectrum with magnetic field provides Fock-Darwin spectra of the s and p shells.
Applied Physics Letters | 2008
S. Amaha; T. Hatano; S. Teraoka; Akihiro Shibatomi; S. Tarucha; Yoshiaki Nakata; T. Miyazawa; T. Oshima; Tatsuya Usuki; Naoki Yokoyama
We study the electronic properties of submicron vertical resonant tunneling structures containing several self-assembled InAs quantum dots (SADs) surrounded by four gate electrodes. The four gates are designed not only to squeeze the conductive channel containing a few SADs but also to differently modulate the electrochemical potential of each SAD. We measure the stability diagram and distinguish the features of lateral interdot coupling, such as the type of coupling (quantum mechanical or capacitive), the number of coupled dots, and the relative coupled dot position. This technique will be useful in characterizing the electronic properties of coupled SAD systems.
Physical Review Letters | 2011
T. Hatano; Toshihiro Kubo; Yasuhiro Tokura; S. Amaha; S. Teraoka; S. Tarucha
Aharonov-Bohm (AB) oscillations are studied for a parallel-coupled vertical double quantum dot with a common source and drain electrode. We observe AB oscillations of current via a one-electron bonding state as the ground state and an antibonding state as the excited state. As the center gate voltage becomes more negative, the oscillation period is clearly halved for both the bonding and antibonding states, and the phase changes by half a period for the antibonding state. This result can be explained by a calculation that takes account of the indirect interdot coupling via the two electrodes.
Physical Review B | 2006
Toshihiro Kubo; Yasuhiro Tokura; T. Hatano; S. Tarucha
We theoretically investigate electron transport through an Aharonov-Bohm interferometer containing laterally coupled double quantum dots. We introduce the indirect coupling parameter
New Journal of Physics | 2006
W. G. van der Wiel; M. Stopa; Tetsuo Kodera; T. Hatano; S. Tarucha
\ensuremath{\alpha}
Physical Review B | 2006
Yoshifumi Nishi; P.A. Maksym; D. G. Austing; T. Hatano; Leo P. Kouwenhoven; Hideo Aoki; Seigo Tarucha
, which characterizes the strength of the coupling via the reservoirs between two quantum dots.
Physica E-low-dimensional Systems & Nanostructures | 2003
Takeshi Ota; T. Hatano; S. Tarucha; Hai Zhi Song; Yoshiaki Nakata; T. Miyazawa; T. Ohshima; Naoki Yokoyama
\ensuremath{\mid}\ensuremath{\alpha}\ensuremath{\mid}=1
Applied Physics Letters | 2002
Yuhei Ito; T. Hatano; Anri Nakajima; Shin Yokoyama
indicates the strongest coupling, where only a single mode contributes to the transport in the system. Two conduction modes exist in a system where
Journal of the Physical Society of Japan | 1991
Yoshimasa Isawa; T. Hatano
\ensuremath{\mid}\ensuremath{\alpha}\ensuremath{\mid}\ensuremath{\ne}1