博碩士論文 105521010 詳細資訊




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姓名 王麗棠(Li-Tang Wang)  查詢紙本館藏   畢業系所 電機工程學系
論文名稱 增點式立方體網格開發及其在三維半導體元件模擬
(Development of point-added cube element and its application to Semiconductor Device Simulation)
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摘要(中) 在本篇論文中,我們使用C語言,建立一套可以精確模擬半導體元件之網格,其為增點式立方體網格。我們發現在傳統立方體網格在不同接面方向上會造成誤差,為此我們設計此一新的網格。接著使用簡易電阻做理論計算,並與模擬值結果比較來驗證,確認此新式網格的可行性。最後,將增點式網格應用在二極體、圓弧接面及內含氧化區塊之半導體,並將這些應用做理論的推導與程式模擬結果做比較分析,所有模擬證實此增點式網格的可靠度。
摘要(英) In this thesis, we use C language to develop a new point-added cube element for 3D device simulation. We found that the traditional cube element cause errors due to the low accuracy. For this reason we design a point-added cube element. We compared the traditional cube element with the point-added cube element. A simple resistor will be used to verify our result with theoretical value. Finally, we applied the point-added cube element to PN diodes and 3D semiconductor including an internal oxide block. The simulation results match the theoretical derivation.
關鍵字(中) ★ 增點式立方體網格開發
★ 導體元件模擬
關鍵字(英)
論文目次 摘要 .................................................... i
Abstract ............................................... ii
目錄 .................................................. iii
圖目錄 ................................................. iv
表目錄 ................................................. vi
第一章 簡介 ........................................... 1
第二章 三維網格與等效電路模型分析..................... 3
2-1. 三維網格之程式架構與分析........................ 3
2-2. 四面體模組之電場推導............................ 7
2-3. 四面體模組之電子及電洞流推導.................... 12
2-4. 立方體網格與增點式網格結構定義.................. 15
第三章 增點式網格與立方體網格之模擬與驗證 17
3-1. 增點式網格與立方體網格之比較與分析............... 17
3-2. 增點式網格與立方體網格之電阻模擬................. 19
3-3. 增點式網格與立方體網格電阻模擬產生之誤差分析..... 21
3-4. 增點式網格之PN二極體模擬分析.................... 25
第四章 增點式網格三維之應用與驗證....................... 29
4-1. 管狀電阻理論推導................................. 29
4-2. 管狀電阻模擬與驗證............................... 32
4-3. 內嵌氧化層之電阻驗證............................. 36
第五章 結論 ............................................ 39
參考文獻 ................................................. 41
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[16] L. P. Chew. “Guaranteed-quality mesh generation for curved surfaces,” In SCG ’93: Proceedings of the ninth annual symposium on Computational geometry, pp. 274–280, 1993.
[17] P. Y. Chang, “Development of point-added square element and its applications to 2-D semiconductor device simulation.” M.S. Thesis, Institute of EE, Nation Central University, Taiwan, Republic of China, pp. 20-22, 2016.
指導教授 蔡曜聰 審核日期 2018-7-26
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