研究生: |
胡家源 Hu, Jia-Yuan |
---|---|
論文名稱: |
無直流鏈電容之電機驅動系統穩定度與效能分析 Stability and Performance Analysis for Capless Motor Drive System |
指導教授: |
朱家齊
Chu, Chia-Chi |
口試委員: |
吳有基
黃維澤 劉建宏 |
學位類別: |
碩士 Master |
系所名稱: |
電機資訊學院 - 電機工程學系 Department of Electrical Engineering |
論文出版年: | 2025 |
畢業學年度: | 113 |
語文別: | 中文 |
論文頁數: | 39 |
中文關鍵詞: | 主動電力濾波器 、穩定度分析 、相位補償 、非線性負載 |
外文關鍵詞: | Active Power Filter, Stability Analysis, Phase Compensate, Non-Linear Load |
相關次數: | 點閱:113 下載:0 |
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近代半導體發展迅速,在諸多三相交流電機驅動系統中,大多採用脈波寬度調變的逆變器,並在直流側加上電容器用以穩定電壓,且需考慮成本與系統複雜度,通常於逆變器前級採用三相二極體整流器將三相交流電源轉為直流電。此種架構可視為非線性負載,且會產生大量諧波電流注入電網,電網電流的總諧波失真電流(THDi)無法符合IEEE/Std519-1992規範,即電網電流總諧波失真需在5%內。
為了降低電網電流總諧波失真而加上主動電力濾波器,但是在主動電力濾波器、市電阻抗與非線性負載之間的耦合影響而導致電網電流產生不穩定現象。為了分析系統穩定度及產生不穩定現象的頻率,本論文通過對主動電力濾波器、市電阻抗與非線性負載建立正負序分解模型,並將三者模型結合用以建立整體系統模型,可利於分析整體系統穩定度,以及確認產生不穩定現象的頻率,最後透過在主動電力濾波器設計適當補償機制使得系統回歸穩定。
The development of modern semiconductors has advanced rapidly. In many three-phase AC motor drive systems, pulse width modulation (PWM) inverters are commonly used, with capacitors added on the DC side to stabilize the voltage. Considering cost and system complexity, a three-phase diode rectifier is usually employed at the front end of the inverter to convert the three-phase AC power into DC. This configuration can be regarded as a nonlinear load and generates a significant amount of harmonic current injected into the power grid. The total harmonic distortion current (THDi) of the grid current may not meet the IEEE/Std519-1992 standard, which specifies that the total harmonic distortion of the grid current should be within 5%.
To mitigate the total harmonic distortion of the grid current, an active power filter is introduced. However, the interaction between the active power filter, the grid impedance, and the nonlinear load can lead to instability in the grid current. This thesis addresses this issue by developing positive and negative sequence decomposition models for each component: the active power filter, the grid impedance, and the nonlinear load. By integrating these models into a comprehensive system model, it allows for an analysis of the overall system stability and identification of instability frequencies. Ultimately, suitable compensation mechanisms are designed for the active power filter to ensure the system returns to a stable state.
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