Frequency Shift of Carbon-Nanotube-Based Mass Sensor Using Nonlocal Elasticity Theory

<p>Abstract</p> <p>The frequency equation of carbon-nanotube-based cantilever sensor with an attached mass is derived analytically using nonlocal elasticity theory. According to the equation, the relationship between the frequency shift of the sensor and the attached mass can be ob...

Full description

Bibliographic Details
Main Authors: Lee Haw-Long, Hsu Jung-Chang, Chang Win-Jin
Format: Article
Language:English
Published: SpringerOpen 2010-01-01
Series:Nanoscale Research Letters
Subjects:
Online Access:http://dx.doi.org/10.1007/s11671-010-9709-8
id doaj-c2f3ec5ec0764741854a4f632705373a
record_format Article
spelling doaj-c2f3ec5ec0764741854a4f632705373a2020-11-25T01:32:11ZengSpringerOpenNanoscale Research Letters1931-75731556-276X2010-01-0151117741778Frequency Shift of Carbon-Nanotube-Based Mass Sensor Using Nonlocal Elasticity TheoryLee Haw-LongHsu Jung-ChangChang Win-Jin<p>Abstract</p> <p>The frequency equation of carbon-nanotube-based cantilever sensor with an attached mass is derived analytically using nonlocal elasticity theory. According to the equation, the relationship between the frequency shift of the sensor and the attached mass can be obtained. When the nonlocal effect is not taken into account, the variation of frequency shift with the attached mass on the sensor is compared with the previous study. According to this study, the result shows that the frequency shift of the sensor increases with increasing the attached mass. When the attached mass is small compared with that of the sensor, the nonlocal effect is obvious and increasing nonlocal parameter decreases the frequency shift of the sensor. In addition, when the location of the attached mass is closer to the free end, the frequency shift is more significant and that makes the sensor reveal more sensitive. When the attached mass is small, a high sensitivity is obtained.</p> http://dx.doi.org/10.1007/s11671-010-9709-8Carbon nanotubeMass sensorNonlocal elasticity theoryFrequency shift
collection DOAJ
language English
format Article
sources DOAJ
author Lee Haw-Long
Hsu Jung-Chang
Chang Win-Jin
spellingShingle Lee Haw-Long
Hsu Jung-Chang
Chang Win-Jin
Frequency Shift of Carbon-Nanotube-Based Mass Sensor Using Nonlocal Elasticity Theory
Nanoscale Research Letters
Carbon nanotube
Mass sensor
Nonlocal elasticity theory
Frequency shift
author_facet Lee Haw-Long
Hsu Jung-Chang
Chang Win-Jin
author_sort Lee Haw-Long
title Frequency Shift of Carbon-Nanotube-Based Mass Sensor Using Nonlocal Elasticity Theory
title_short Frequency Shift of Carbon-Nanotube-Based Mass Sensor Using Nonlocal Elasticity Theory
title_full Frequency Shift of Carbon-Nanotube-Based Mass Sensor Using Nonlocal Elasticity Theory
title_fullStr Frequency Shift of Carbon-Nanotube-Based Mass Sensor Using Nonlocal Elasticity Theory
title_full_unstemmed Frequency Shift of Carbon-Nanotube-Based Mass Sensor Using Nonlocal Elasticity Theory
title_sort frequency shift of carbon-nanotube-based mass sensor using nonlocal elasticity theory
publisher SpringerOpen
series Nanoscale Research Letters
issn 1931-7573
1556-276X
publishDate 2010-01-01
description <p>Abstract</p> <p>The frequency equation of carbon-nanotube-based cantilever sensor with an attached mass is derived analytically using nonlocal elasticity theory. According to the equation, the relationship between the frequency shift of the sensor and the attached mass can be obtained. When the nonlocal effect is not taken into account, the variation of frequency shift with the attached mass on the sensor is compared with the previous study. According to this study, the result shows that the frequency shift of the sensor increases with increasing the attached mass. When the attached mass is small compared with that of the sensor, the nonlocal effect is obvious and increasing nonlocal parameter decreases the frequency shift of the sensor. In addition, when the location of the attached mass is closer to the free end, the frequency shift is more significant and that makes the sensor reveal more sensitive. When the attached mass is small, a high sensitivity is obtained.</p>
topic Carbon nanotube
Mass sensor
Nonlocal elasticity theory
Frequency shift
url http://dx.doi.org/10.1007/s11671-010-9709-8
work_keys_str_mv AT leehawlong frequencyshiftofcarbonnanotubebasedmasssensorusingnonlocalelasticitytheory
AT hsujungchang frequencyshiftofcarbonnanotubebasedmasssensorusingnonlocalelasticitytheory
AT changwinjin frequencyshiftofcarbonnanotubebasedmasssensorusingnonlocalelasticitytheory
_version_ 1725082796152586240