Presentation 2019-07-30
[Invited Talk] Functional Roles of Phase Resetting Control in Rhythmic Movements and their Engineering Applications
Kazuki Nakada, Keiji Miura,
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Abstract(in Japanese) (See Japanese page)
Abstract(in English) Possible functional roles of the phase resetting control during rhythmic movements have attracted much attention. The phase resetting control is a control mechanism, in which the phase shift of periodic movement is induced depending on the timing of a given perturbation, leading to the dynamical stability. The phase response curve (PRC) is known to quantitatively evaluate the phase shift in the phase resetting control. It is found that an optimal PRC for bipedal walking becomes bimodal. From a mathematical point of view, we consider how such characteristics can be obtained. First, we assumed a nonlinear oscillator and a phase excitable element as a model of Central Pattern Generator for controlling rhythmic movements. Second, we constructed feedback control systems by combining them with joint actuators. Next, we numerically computed PRCs of such systems and compared their dynamics and resulting PRCs. We further derived analytical solutions of the PRCs approximately and investigated them systematically. From the results, we clarify the occurring conditions of the bimodal PRCs. Here we show the relationship between the conventional analysis based on perturbation methods and our analysis, and consider the extensibility of our approach. In fact, we expand our approach to apply it from one degree-of-freedom systems to multiple degrees-of-freedom systems, such as walking robots and robot arms. Finally, we discuss the optimal design of phase resetting control mechanism bipedal walking.
Keyword(in Japanese) (See Japanese page)
Keyword(in English) Phase Resetting Control / Rhythmic Movements / Central Pattern Generator (CPG) / Phase Response Curve (PRC) / Phase Reduction / Describing Function
Paper # CAS2019-9,VLD2019-15,SIP2019-25,MSS2019-9
Date of Issue 2019-07-23 (CAS, VLD, SIP, MSS)

Conference Information
Committee MSS / CAS / SIP / VLD
Conference Date 2019/7/30(2days)
Place (in Japanese) (See Japanese page)
Place (in English) Iwate Univ.
Topics (in Japanese) (See Japanese page)
Topics (in English)
Chair Shigemasa Takai(Osaka Univ.) / Taizo Yamawaki(Hitachi) / Naoyuki Aikawa(TUS) / Nozomu Togawa(Waseda Univ.)
Vice Chair Atsuo Ozaki(Osaka Inst. of Tech.) / Yasuhiro Takashima(Univ. of Kitakyushu) / Kazunori Hayashi(Osaka City Univ) / Yukihiro Bandou(NTT) / Daisuke Fukuda(Fujitsu Labs.)
Secretary Atsuo Ozaki(Osaka Univ.) / Yasuhiro Takashima(Hokkaido Univ.) / Kazunori Hayashi(Hitachi) / Yukihiro Bandou(Yamanashi Univ.) / Daisuke Fukuda(Hiroshima Univ.)
Assistant Naoki Hayashi(Osaka Univ.) / Hiroki Sato(Sony LSI Design) / Motoi Yamaguchi(Renesas Electronics) / / Kazuki Ikeda(Hitachi)

Paper Information
Registration To Technical Committee on Mathematical Systems Science and its applications / Technical Committee on Circuits and Systems / Technical Committee on Signal Processing / Technical Committee on VLSI Design Technologies
Language JPN
Title (in Japanese) (See Japanese page)
Sub Title (in Japanese) (See Japanese page)
Title (in English) [Invited Talk] Functional Roles of Phase Resetting Control in Rhythmic Movements and their Engineering Applications
Sub Title (in English) Mathematical Design of an Optimal Phase Response Curve for Walking Control
Keyword(1) Phase Resetting Control
Keyword(2) Rhythmic Movements
Keyword(3) Central Pattern Generator (CPG)
Keyword(4) Phase Response Curve (PRC)
Keyword(5) Phase Reduction
Keyword(6) Describing Function
1st Author's Name Kazuki Nakada
1st Author's Affiliation Tsukuba University of Technology(Tsukuba Univ. Tech..)
2nd Author's Name Keiji Miura
2nd Author's Affiliation Kwansei Gakuin University(Kwansei Gakuin Univ.)
Date 2019-07-30
Paper # CAS2019-9,VLD2019-15,SIP2019-25,MSS2019-9
Volume (vol) vol.119
Number (no) CAS-153,VLD-154,SIP-155,MSS-156
Page pp.pp.39-39(CAS), pp.39-39(VLD), pp.39-39(SIP), pp.39-39(MSS),
#Pages 1
Date of Issue 2019-07-23 (CAS, VLD, SIP, MSS)