| 研究生: |
劉瓊琳 Liu, Chiung-Lin |
|---|---|
| 論文名稱: |
空氣彈簧於慣性式隔震系統之應用研究 Application of Air Springs for Inertial-type Seismic Isolation Systems |
| 指導教授: |
盧煉元
Lu, Lyan-Ywan |
| 學位類別: |
碩士 Master |
| 系所名稱: |
工學院 - 土木工程學系 Department of Civil Engineering |
| 論文出版年: | 2017 |
| 畢業學年度: | 105 |
| 語文別: | 中文 |
| 論文頁數: | 340 |
| 中文關鍵詞: | 慣性式隔震系統 、反力質塊 、空氣彈簧 、雙向隔震 、振動台系統 、浮式基礎 |
| 外文關鍵詞: | inertial-type isolation system, reaction mass, air spring, seismic isolation, bi-directional isolation |
| 相關次數: | 點閱:75 下載:0 |
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目前建物隔震多以水平向隔震為主,然而垂直向震波對建物與設備等非結構構件之影響亦不容忽視,不過具有水平與垂直向隔震性能之建物隔震系統卻極為少見。再者,某些大型設備運作時會產生巨大之振動,易干擾周遭環境及鄰居,若設備位於高科技廠區附近則不利精密製程之進行。有鑑於此,本文擬探討以一慣性式水平與垂直雙向隔震系統作為上述問題解決方案之可行性。此隔震系統由空氣彈簧隔震墊(可提供水平與垂直雙向隔震)、增補阻尼元件以及一座大型主構造體(慣性質塊)所組成。此系統不僅可作為減緩水平垂直雙向上傳地震力之用,亦可作為減少內部設備振動外傳之減振系統。
為評估該系統之減震效益,本文首先以拉格朗日運動方程式分別推導前述慣性式雙向隔震系統於基底激振或內部(設備)激振下之非線性運動方程式,該方程式可用以描述系統水平、垂直與搖擺三個自由度之反應。本文亦利用狀態空間線性化理論將上述非線性方程式加以線性化,以利探討整體系統之頻率響應函數關係及未來工程實務之應用。接著,再以國家地震工程研究中心第二實驗設施中振動台浮式基礎為實際案例,說明本文慣性式隔震系統理論模型之應用方法,並以元件測試所得之空氣彈簧與阻尼器實測參數,模擬浮式基礎在內部振動台激振下與外部強震作用下之動力行為,藉以評估浮式基礎之減震效益,最後將實測元件及隔震系統應用於建物隔震中,以此作為評估本文隔震系統之減震效益。分析結果顯示,在二維立面假設條件下,浮式基礎於內部振動台激振下,對於外傳之加速度與作用力之減振效果兼優,尤其以水平向之減振為佳。而在考慮外部強震作用下,建物與浮式基礎之質心水平與垂直加速度之減震效果不錯,但浮式基礎邊角處之反應有放大之現象。究其原因,可能係因浮式基礎尺寸效應之影響。
Most of existing seismic isolation systems have only horizontal isolation capacity. However, many research results also indicate that vertical seismic motions have considerable impact on structures or non-structural components (e.g., equipment). Currently, isolators with both horizontal and vertical isolation capability are not commonly used. On the other hands, large vibration machines or equipment in factories may cause uncomfortable and disturbing vibration. For high-tech factories, the vibration of large equipment may also affect the manufacture process of precision products.
To solve the above problems, this paper investigates the feasibility of using an air-spring inertial-type isolation system (AITIS), which consists of a reaction mass, air-spring isolators and viscous dampers. By using Lagrange’s equation of motion, this paper derives a set of nonlinear dynamic equations for a general AITIS system with three degrees-of-freedom (DOFs) under bi-directional interior excitations or ground motions. The 3-DOFs are used to describe the motions of the mass center of the AITIS in horizontal, vertical and rocking directions. For the convenience of applications, the nonlinear equations are also linearized by using the state-space linearization approach. Moreover, in order to evaluate the isolation efficiency of the AITIS for different applications, two kinds of isolation models are considered in this study. In the first application model, the AITIS is used as a floating foundation to mitigate the transmitted vibration exerted by internal equipment. In the second model, the AITIS is used as a seismic isolation system for a building structure. In both models, the parameters of the air-springs and dampers were obtained experimentally from real devices.
The simulation results show that when used as a floating foundation, the AITIS is effectively in reducing transmitting forces and acceleration response, especially for high-frequency excitations. When the AITIS is used as a horizontal-and-vertical bi-directional seismic isolation system, it also leads to effective performance. However, the corner response of the isolated structure may be amplified due to the rocking effect.
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