博碩士論文 956403003 詳細資訊




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姓名 莊師豪(Shih-Hao Chuang)  查詢紙本館藏   畢業系所 太空科學研究所
論文名稱 多成份電漿中靜電孤立波之廣義理論模型
(General formulation for electrostatic acoustic solitary wave in multi-component nonthermal plasmas)
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摘要(中) 多種類帶電粒子普遍存在於太空、天文及實驗室電漿環境中,本研究主要為發展非線性靜電孤立波的廣義模型,模型中各帶電粒子的電性可任意調整,因此可應用在各類型多成份電漿上,如dust-ion-electron及electron-positron-ion等系統,其中假設較冷的帶電粒子(如離子或灰塵粒子)為流體,並以kinetic Vlasov方程式來描述較熱的粒子(如電子)狀態,所使用的速度分佈可為kappa或highly nonthermal函數。模型中之粒子分佈函數為決定波結構的重要因素,並可將結果應用在two-component系統中,如electron-ion plasmas,其中之電子可以有兩種不同的溫度狀態。本文將推導廣義靜電波的頻散關係, Korteweg-de Vries方程式及Sagdeev potential,分析其特性,並應用於滿足不同速度分佈下的粒子組合,分析各類型孤立波的存在條件,並解釋非線性解之特徵。研究顯示,在highly nonthermal的條件下,可得到異常電位解,此結果可用於解釋人造衛星所觀測到之靜電波結構。
摘要(英) Plasma systems consisting of multi-species of charged particles are quite common in space and astrophysical environments as well as in the laboratory. A generalized formulation is developed for nonlinear electrostatic acoustic solitons in multi-component such as dust-ion-electron and electron-positron-ion plasmas with the charge of each species being unspecified. The cold charged particles (e.g., ions or dust particles) are treated as a fluid while the hot components (e.g., electrons) are described by the kinetic Vlasov equation with separate velocity distributions which can be of kappa function or highly nonthermal distributions. The model is applicable for two-component such as electron-ion plasmas with two different temperatures for electrons. The generalized dispersion relation for acoustic waves and the Korteweg-de Vries (KdV) equations as well as the Sagdeev potential are derived for various models with different combinations of velocity distributions. The parameter regimes for the existence of acoustic solitons are analyzed and examples of nonlinear solutions are illustrated. The polarity of electric potential is found to exhibit anomaly for highly nonthermal cases which may explain some of the electrostatic structures observed by the spacecraft in space environments.
關鍵字(中) ★ 靜電孤立波
★ 非熱力平衡電漿
★ 多成份電漿
關鍵字(英) ★ nonthermal plasmas
★ electrostatic acoustic solitary wave
★ multi-component plasmas
論文目次 中文摘要 i
英文摘要 ii
目錄 iii
圖目錄 v
表目錄 x
第一章 緒論 1
第二章 理論與基本方程式 25
2-1 Kappa函數及其應用 26
2-2流體方程式與Possion方程式 30
第三章 頻散關係式 33
3-1 頻散關係式的推導 33
3-2 頻散關係式的應用 35
第四章 Korteweg-de Vries方程式 43
4-1 Korteweg-de Vries方程式的推導 43
4-2 Korteweg-de Vries方程解的應用 49
第五章 Sagdeev Potential 65
5-1 Sagdeev Potential的推導 65
5-2 Sagdeev Potential解的應用 70
5-3 Sagdeev Potential解與KdV方程解的比較 76
第六章 結論 97
參考文獻 103
附錄一 非線性常微分方程式的通解 113
附錄二 不同速度分佈組合的KdV方程式 114
附錄三 不同速度分佈組合的Sagdeev Potential 116
附錄四 各類型孤立波之常態電位解 118
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指導教授 郝玲妮(Lin-Ni Hau) 審核日期 2011-11-28
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