The analysis and simulation for string wave sensor
碩士 === 國立成功大學 === 數學系應用數學碩博士班 === 105 === Sensors are often used in today's life tool. For many types of sensors, we assume that the sensing element of a sensor is detected by the transmission of sine waves. We use the one-dimensional wave equation and the properties of waves to calculate the s...
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ndltd-TW-105NCKU55070022019-05-15T23:10:11Z http://ndltd.ncl.edu.tw/handle/2nh26n The analysis and simulation for string wave sensor 弦波感測器的分析與模擬 Ning-LuChang 張寧陸 碩士 國立成功大學 數學系應用數學碩博士班 105 Sensors are often used in today's life tool. For many types of sensors, we assume that the sensing element of a sensor is detected by the transmission of sine waves. We use the one-dimensional wave equation and the properties of waves to calculate the sensed value. We first fixed the wave source and string tension and the detected displacement value is set to the standard value, and then change the string tension to compute the relationship between changes in the sensing side and the tension changes, we call sensitivity. Then we increase the number of wave sources and the number of sensing terminals to improve the sensitivity of the sensor. We conclude that if the tension decrease 1%, the changes of sensed value increase from 0.02% to 0.1% by 5 wave sources to 9 wave sources. Later, we fixed the wave source and tension, and attached a mass of material to the sensor to compute the relationship between mass of attached materials and the change of the sensed value. And we also find the relationship between mass and the change of the sensed value is positive. Shih-Yu Shen 沈士育 2016 學位論文 ; thesis 35 zh-TW |
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碩士 === 國立成功大學 === 數學系應用數學碩博士班 === 105 === Sensors are often used in today's life tool. For many types of sensors, we assume that the sensing element of a sensor is detected by the transmission of sine waves. We use the one-dimensional wave equation and the properties of waves to calculate the sensed value. We first fixed the wave source and string tension and the detected displacement value is set to the standard value, and then change the string tension to compute the relationship between changes in the sensing side and the tension changes, we call sensitivity. Then we increase the number of wave sources and the number of sensing terminals to improve the sensitivity of the sensor. We conclude that if the tension decrease 1%, the changes of sensed value increase from 0.02% to 0.1% by 5 wave sources to 9 wave sources.
Later, we fixed the wave source and tension, and attached a mass of material to the sensor to compute the relationship between mass of attached materials and the change of the sensed value. And we also find the relationship between mass and the change of the sensed value is positive.
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Shih-Yu Shen |
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Shih-Yu Shen Ning-LuChang 張寧陸 |
author |
Ning-LuChang 張寧陸 |
spellingShingle |
Ning-LuChang 張寧陸 The analysis and simulation for string wave sensor |
author_sort |
Ning-LuChang |
title |
The analysis and simulation for string wave sensor |
title_short |
The analysis and simulation for string wave sensor |
title_full |
The analysis and simulation for string wave sensor |
title_fullStr |
The analysis and simulation for string wave sensor |
title_full_unstemmed |
The analysis and simulation for string wave sensor |
title_sort |
analysis and simulation for string wave sensor |
publishDate |
2016 |
url |
http://ndltd.ncl.edu.tw/handle/2nh26n |
work_keys_str_mv |
AT ningluchang theanalysisandsimulationforstringwavesensor AT zhāngnínglù theanalysisandsimulationforstringwavesensor AT ningluchang xiánbōgǎncèqìdefēnxīyǔmónǐ AT zhāngnínglù xiánbōgǎncèqìdefēnxīyǔmónǐ AT ningluchang analysisandsimulationforstringwavesensor AT zhāngnínglù analysisandsimulationforstringwavesensor |
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