| IEICE Technical Committee Submission System Conference Schedule |
Online Proceedings [Sign in] Tech. Rep. Archives |
All Technical Committee Conferences (Searched in: All Years)
| Committee | Date Time | Place | Paper Title / Authors | Abstract | Paper # | |
| NLP, MSS | 2023-03-15 14:40 |
Nagasaki | (Primary: On-site, Secondary: Online) |
Derivation of Periodic Solutions for Bouncing Ball Systems
-- Structural Analysis using Pseudo-Feedback Approach -- Hitoshi Imamura (Ibaraki Univ.)  MSS2022-73 NLP2022-118 |
I propose the exact derivation method of all periodic solutions for forced bouncing ball system that is a kind of zero s... [more] | MSS2022-73 NLP2022-118 pp.58-63 |
| CCS | 2022-03-27 13:25 |
Hokkaido | RUSUTSU RESORT HOTEL & CONVENTION (Primary: On-site, Secondary: Online) |
A Synchronization Method and a Synchronizability Condition Based on Mean-field Coupling for Multiple Piecewise Affine Oscillators Shinpei Horie, Tatsuta Kai (Tokyo Univ. of Science) CCS2021-43 |
This study proposes a new synchronization method based on mean-field coupling, which is one of the global coupling metho... [more] | CCS2021-43 pp.42-47 |
| CCS | 2021-11-18 15:35 |
Osaka | Osaka Univ. (Primary: On-site, Secondary: Online) |
A Synchronization Method and a Synchronizability Condition for Multiple Piecewise Affine Oscillators Tatsuya Kai (Tokyo Univ. of Science), Kaho Ohtsuki (Yokogawa Solution Service Corp.), Shingo Chiku (Mitsubishi Heavy Industries, Ltd.) CCS2021-21 |
This study derives synchronization methods and synchronability conditions for multiple piecewise affine oscillators. Esp... [more] | CCS2021-21 pp.20-25 |
| CCS | 2021-03-29 13:50 |
Online | Online | A Synchronization Method and Its Condition for Two Piecewise Affine Oscillators
-- An Extension to The Case Where Initial and Synchronized Velocities are Settable -- Kaho Ohtsuki, Tatsuya Kai, Shingo Chiku (Tokyo Univ. of Science) CCS2020-23 |
This study aims at developing a synchronization method and derive its condition for two piecewise affine oscillators. Th... [more] | CCS2020-23 pp.13-18 |
| NLP, CAS | 2019-10-23 11:40 |
Gifu | Gifu Univ. | Quasiperiodic oscillations in two-coupled piecewise-constant circuits Naohiko Inaba, Yumie Ono, Hiroyuki Kamata (Meiji Univ.), Tri Quoc Truong (Tri Lab.), Tadashi Tsubone (Nagaoka Inst. Tech.), Munehisa Sekikawa (Utsunomiya Univ.), Tetsuro Endo (Meiji Univ.) CAS2019-43 NLP2019-83 |
In this study, we analyze two-coupled piecewise-constant hysteresis oscillators. In these oscillators, a one-dimensional... [more] | CAS2019-43 NLP2019-83 pp.99-104 |
| CAS, ICTSSL | 2019-01-25 15:15 |
Tokyo | Kikai-Shinko-Kaikan Bldg. | Limit Cycle Control for a Class of Multi-modal and 2-dimensional Piecewise Nonlinear Systems Koshi Maehara, Tatsuya Kai (Tokyo Univ. of Science) CAS2018-136 ICTSSL2018-55 |
This study is devoted to design of state feedback controllers that generate desired circular limit cycles for a class of... [more] | CAS2018-136 ICTSSL2018-55 pp.95-100 |
| NLP, NC (Joint) |
2019-01-23 10:10 |
Hokkaido | The Centennial Hall, Hokkaido Univ. | A Design Method of Piecewise Nonlinear Oscillators with Circular Limit Cycles Tatsuya Kai, Koshi Maehara (Tokyo Univ. of Science) NLP2018-98 |
In this study, a design method of piecewise nonlinear oscillators that generate desired circular limit cycles is develop... [more] | NLP2018-98 pp.11-16 |
| CCS | 2017-06-29 15:00 |
Ibaraki | Ibaraki Univ. | [Invited Lecture]
An Optimization of the Phase Resetting Control and its Application to Walking Control Kazuki Nakada (Hiroshima City Univ.) CCS2017-4 |
Recently, the functional role of the phase resetting control during rhythmic movement including walking has been focused... [more] | CCS2017-4 pp.15-20 |
| NLP | 2015-01-27 09:15 |
Oita | Compal Hall | Analysis of Nonlinear Piecewise-linear Hysteresis Chaotic Oscillator Kazuki Imai, Takuya Kurihara, Kenya Jin'no (NIT) NLP2014-129 |
We proposed a non-autonomous piecewise linear hysteresis chaotic oscillator which is driven by a square wave. In this a... [more] |
NLP2014-129 pp.95-99 |
| NLP, CAS | 2014-10-16 15:30 |
Ehime | Ehime University | Analysis of a simple RC chaotic oscillator using hysteresis comparator Kazuki Imai, Takuya Kurihara, Kenya Jin'no (Nippon Inst. of Tech.) CAS2014-64 NLP2014-58 |
The non-autonomous simple RC chaotic oscillator circuit which is driven by a periodic external force, has been proposed.... [more] | CAS2014-64 NLP2014-58 pp.69-72 |
| NLP | 2014-06-30 13:00 |
Miyagi | Tohoku Univ. | Synchronization of master-slave coupled system of 3-D Piecewise-Constant Oscillators Yuya Sekine, Tadashi Tsubone (Nagaoka Univ. of Tech.) NLP2014-19 |
In this study, we consider simply master-slave coupled system of 3-D Piecewise-Constant Oscillators (PCOs). The oscill... [more] |
NLP2014-19 pp.1-4 |
| NLP | 2013-10-29 13:00 |
Kagawa | Sanport Hall Takamatsu | Analysis of bifurcation and synchronization phenomena as shown in coupling system of piecewise constant oscillators Keisuke Suzuki, Tadashi Tsubone (Nagaoka Univ. of Tech.) NLP2013-98 |
In this study, we consider synchronization phenomena of in-phase and anti-phase and bifurcation phenomena in a coupled s... [more] | NLP2013-98 pp.147-151 |
| NLP | 2013-07-08 15:20 |
Okinawa | Miyako Island Marine Terminal | Classification of PWC Vector Field and Chaotic Spiking Oscillators Kazuyuki Kimura (HUHosei Univ.), Toshimichi Saito (Hosei Univ.), Tadashi Tsubone (NUT) NLP2013-35 |
This paper studies piecewise constant system having signum and hysteresis nonlinearity. Since vector field is piecewise... [more] |
NLP2013-35 pp.49-52 |
| NLP | 2012-11-19 16:20 |
Miyagi | Ishinomaki Senshu University | Death of an extremely small periodic solution and stable relaxation oscillation in a constrained BVP oscillator under weak periotic pertubation Daisuke Iwasaki, Yoshimasa Shinotsuka, Naohiko Inaba (Meiji Univ.), Munehisa Sekikawa (Univ. of Tokyo), Tetsuro Endo (Meiji Univ.) NLP2012-82 |
This paper rigorously analyzes a four-segment piecewise linear constraint BVP oscillator under weak periodic perturbatio... [more] | NLP2012-82 pp.33-37 |
| NLP | 2012-05-28 13:55 |
Akita | Akita City Exchange Plaza | Synchronization Phenomena of 2-dimensional Piecewise-Constant-Oscillator Coupled by Hysteresis element Keisuke Suzuki, Tadashi Tsubone (Nagaoka Univ. of Tech) NLP2012-26 |
In this work, a coupled system of simple two-dimensional Piecewise Constant Oscillators(abbr. PCOs) are considered. The ... [more] | NLP2012-26 pp.5-10 |
| ICD | 2012-03-26 10:00 |
Osaka | Osaka Univ. | Integrated Circuit Implementation of Piecewise Linear Oscillators and its Application to Phase Reset Control Kazuki Nakada (Kyushu Univ.), Kiyotoshi Matsuoka (Kyutech) ICD2011-145 |
In this work, we focus on a piecewise linear oscillator known as the Matsuoka oscillator constituting the component elem... [more] | ICD2011-145 pp.1-6 |
| NLP | 2011-11-09 13:15 |
Okinawa | Miyako Island Marine Terminal | Basic dynamics of chaotic spiking oscillators with two thresholds Shinya Tanaka, Toshimichi Saito (HU), Kunihiko Mitsubori (TU) NLP2011-98 |
This paper presents piecewise constant chaotic spiking oscillators with two firing thresholds. In the case of single f... [more] |
NLP2011-98 pp.37-42 |
| NC | 2011-10-19 13:35 |
Fukuoka | Ohashi Campus, Kyushu Univ. | Phase Response Properties of Piecewise Linear Oscillator and Functional Roles of Phase Resetting on Rhythmic Motion Control Kazuki Nakada (Kyushu Univ.), Yasuomi Daishin Sato (Kyutech/RIKEN-BTCC/FIAS), Kiyotoshi Matsuoka (Kyutech) NC2011-50 |
In this work, we study on a piecewise linear oscillator known as the Matsuoka oscillator in view of its time scale param... [more] | NC2011-50 pp.29-34 |
| NLP | 2010-03-09 14:00 |
Tokyo | Synchronization Phenomena from an Extremely Simplified Piecewise-Constant Driven Oscillator} Tadashi Tsubone (Nagaoka Univ. Tech.), Naohiko Inaba (Inaba Lab.), Takashi Tsubouchi (Tsukuba Univ.), Tetsuya Yoshinaga (Tokushima Univ.) NLP2009-167 |
In this paper, the authors analyze synchronization phenomena generated by an extremely simplified piecewise-constant dri... [more] | NLP2009-167 pp.53-58 |
|
[Return to Top Page]