Low frequency of a deforming capillary vibration, part 1: Mathematical model

Low frequency of a deforming capillary vibration, part 1: Mathematical model

The capillary effect has wide applications from biology and textile engineering to nanotechnology especially the micro-electromechanical systems and microfluidics device. The capillary vibration significantly affects its mass transmission. This paper establishes a nonlinear oscillator of a deforming...

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Main Authors: Xiao Jin, Meina Liu, Feng Pan, Yaping Li, Jie Fan
Format: Article
Language:English
Published: SAGE Publishing 2019-12-01
Series:Journal of Low Frequency Noise, Vibration and Active Control
Online Access:https://doi.org/10.1177/1461348419856227
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spelling doaj-f700a039308047cc9d515fb8652a66b02020-11-25T03:57:06ZengSAGE PublishingJournal of Low Frequency Noise, Vibration and Active Control1461-34842048-40462019-12-013810.1177/1461348419856227Low frequency of a deforming capillary vibration, part 1: Mathematical modelXiao JinMeina LiuFeng PanYaping LiJie FanThe capillary effect has wide applications from biology and textile engineering to nanotechnology especially the micro-electromechanical systems and microfluidics device. The capillary vibration significantly affects its mass transmission. This paper establishes a nonlinear oscillator of a deforming capillary tube. The geometric potential theory is used to estimate the capillary force. The paper reveals that the low-frequency property of capillary vibration plays an important role not only in life but also engineering applications.https://doi.org/10.1177/1461348419856227
collection DOAJ
language English
format Article
sources DOAJ
author Xiao Jin
Meina Liu
Feng Pan
Yaping Li
Jie Fan
spellingShingle Xiao Jin
Meina Liu
Feng Pan
Yaping Li
Jie Fan
Low frequency of a deforming capillary vibration, part 1: Mathematical model
Journal of Low Frequency Noise, Vibration and Active Control
author_facet Xiao Jin
Meina Liu
Feng Pan
Yaping Li
Jie Fan
author_sort Xiao Jin
title Low frequency of a deforming capillary vibration, part 1: Mathematical model
title_short Low frequency of a deforming capillary vibration, part 1: Mathematical model
title_full Low frequency of a deforming capillary vibration, part 1: Mathematical model
title_fullStr Low frequency of a deforming capillary vibration, part 1: Mathematical model
title_full_unstemmed Low frequency of a deforming capillary vibration, part 1: Mathematical model
title_sort low frequency of a deforming capillary vibration, part 1: mathematical model
publisher SAGE Publishing
series Journal of Low Frequency Noise, Vibration and Active Control
issn 1461-3484
2048-4046
publishDate 2019-12-01
description The capillary effect has wide applications from biology and textile engineering to nanotechnology especially the micro-electromechanical systems and microfluidics device. The capillary vibration significantly affects its mass transmission. This paper establishes a nonlinear oscillator of a deforming capillary tube. The geometric potential theory is used to estimate the capillary force. The paper reveals that the low-frequency property of capillary vibration plays an important role not only in life but also engineering applications.
url https://doi.org/10.1177/1461348419856227
work_keys_str_mv AT xiaojin lowfrequencyofadeformingcapillaryvibrationpart1mathematicalmodel
AT meinaliu lowfrequencyofadeformingcapillaryvibrationpart1mathematicalmodel
AT fengpan lowfrequencyofadeformingcapillaryvibrationpart1mathematicalmodel
AT yapingli lowfrequencyofadeformingcapillaryvibrationpart1mathematicalmodel
AT jiefan lowfrequencyofadeformingcapillaryvibrationpart1mathematicalmodel
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