Optimal passivity design of a virtual coupling including FIR-type fractional derivatives for a haptic interface

This paper describes a haptic interface with a virtual coupling, including fractional derivatives. A haptic interface is a force feedback technology in virtual reality that takes advantage of the human sense of touch. In a haptic interface, virtual impedance, that is called virtual coupling (VC), is...

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Main Authors: Kawai Masayuki, Yamagishi Takuya, Minami Shouta
Format: Article
Language:English
Published: EDP Sciences 2018-01-01
Series:MATEC Web of Conferences
Online Access:https://doi.org/10.1051/matecconf/201815902043
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spelling doaj-bb42e061ee8a49af8610769a31177cb82021-08-11T14:31:11ZengEDP SciencesMATEC Web of Conferences2261-236X2018-01-011590204310.1051/matecconf/201815902043matecconf_ijcaet-isampe2018_02043Optimal passivity design of a virtual coupling including FIR-type fractional derivatives for a haptic interfaceKawai MasayukiYamagishi TakuyaMinami ShoutaThis paper describes a haptic interface with a virtual coupling, including fractional derivatives. A haptic interface is a force feedback technology in virtual reality that takes advantage of the human sense of touch. In a haptic interface, virtual impedance, that is called virtual coupling (VC), is commonly used between the virtual and real objects to calculate reaction force. VC generally consists of a virtual stiffness and damper, but the stiffness has to be set low in a system with long sampling periods. In order to increase the virtual stiffness, this paper considers a VC including fractional derivatives approximated by an FIR approximation. First, we theoretically analyse effects of a single fractional derivative term by using the passivity analysis, but the result shows that its effects depend on the occurred frequency. This paper, therefore, proposes a method to combine multiple fractional derivative terms in a VC and a method to optimize parameters in each fractional derivative term. Finally, experiments are performed to measure the maximum value of the stiffness to illustrate the effects of the proposed method.https://doi.org/10.1051/matecconf/201815902043
collection DOAJ
language English
format Article
sources DOAJ
author Kawai Masayuki
Yamagishi Takuya
Minami Shouta
spellingShingle Kawai Masayuki
Yamagishi Takuya
Minami Shouta
Optimal passivity design of a virtual coupling including FIR-type fractional derivatives for a haptic interface
MATEC Web of Conferences
author_facet Kawai Masayuki
Yamagishi Takuya
Minami Shouta
author_sort Kawai Masayuki
title Optimal passivity design of a virtual coupling including FIR-type fractional derivatives for a haptic interface
title_short Optimal passivity design of a virtual coupling including FIR-type fractional derivatives for a haptic interface
title_full Optimal passivity design of a virtual coupling including FIR-type fractional derivatives for a haptic interface
title_fullStr Optimal passivity design of a virtual coupling including FIR-type fractional derivatives for a haptic interface
title_full_unstemmed Optimal passivity design of a virtual coupling including FIR-type fractional derivatives for a haptic interface
title_sort optimal passivity design of a virtual coupling including fir-type fractional derivatives for a haptic interface
publisher EDP Sciences
series MATEC Web of Conferences
issn 2261-236X
publishDate 2018-01-01
description This paper describes a haptic interface with a virtual coupling, including fractional derivatives. A haptic interface is a force feedback technology in virtual reality that takes advantage of the human sense of touch. In a haptic interface, virtual impedance, that is called virtual coupling (VC), is commonly used between the virtual and real objects to calculate reaction force. VC generally consists of a virtual stiffness and damper, but the stiffness has to be set low in a system with long sampling periods. In order to increase the virtual stiffness, this paper considers a VC including fractional derivatives approximated by an FIR approximation. First, we theoretically analyse effects of a single fractional derivative term by using the passivity analysis, but the result shows that its effects depend on the occurred frequency. This paper, therefore, proposes a method to combine multiple fractional derivative terms in a VC and a method to optimize parameters in each fractional derivative term. Finally, experiments are performed to measure the maximum value of the stiffness to illustrate the effects of the proposed method.
url https://doi.org/10.1051/matecconf/201815902043
work_keys_str_mv AT kawaimasayuki optimalpassivitydesignofavirtualcouplingincludingfirtypefractionalderivativesforahapticinterface
AT yamagishitakuya optimalpassivitydesignofavirtualcouplingincludingfirtypefractionalderivativesforahapticinterface
AT minamishouta optimalpassivitydesignofavirtualcouplingincludingfirtypefractionalderivativesforahapticinterface
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