隨讀取位置改變之多頁繞射疊加訊號之相位誤差容忍度分析

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陳願丞(Yuan-Cheng Chen) 查詢紙本館藏

畢業系所

光電科學與工程學系

論文名稱

隨讀取位置改變之多頁繞射疊加訊號之相位誤差容忍度分析
(Multi-page superposed signal changed with reading position and the analysis of its phase tolerance)

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至系統瀏覽論文 (2026-9-1以後開放)

摘要(中)

一般傳統儲存系統都是一個記錄位置記錄一個訊號，例如光碟在讀寫時都是判斷當下位置的訊號是0或1，對應著數位訊號的一個位元bit，在連續讀取數個不同位置後得到一位元組byte，以此離散的代碼符號表示資訊。
本論文提出一種特殊參考光調製下，在不同位置對同個記錄區域重曝預設好的相位訊號之記錄方式，此記錄區域在讀取時，隨讀取位置改變對應到讀取光不同位置波前時，會有隨讀取位置變化的繞射訊號疊加讀出，因此單一一個記錄位置即可讀出一位元組資訊，以實現多工時降低M/#消耗以達到增加儲存容量的效果。

摘要(英)

In traditional holographic data storage system, a recording position can only record one signal. When reading holographic disk, we only distinguish the signal between zero and one from one place. After moving between different places, we can get a continuous binary dataset.
In our approach, we try to modulate a spatial reference beam contains designed phase signal based on recording position. Thus, reading signals might vary in different position. After single position record in different position, we scan reading beam and read sets of data. This method changes one place one signal rule and greatly improve storage space.

關鍵字(中)

★ 全像儲存
★ 布拉格簡併
★ M-number

關鍵字(英)

★ Holographic storge
★ Bragg degeneracy
★ M-number

論文目次

摘要 V
ABSTRACT VI
致謝 VII
目錄 VIII
圖目錄 XI
第一章緒論 1
1-1 研究動機 1
1-2 全像術應用於儲存系統 3
1-3 全像術發展 4
第二章體積全像原理介紹 8
2-1 全像簡述 8
2-2 相位疊加法 10
2-3 布拉格條件 12
2-4 布拉格簡併 15
2-5 耦合理論 16
2-5-1 布拉格匹配 20
2-6 M-NUMBER與儲存系統多工限制 22
2-7 傅立葉轉換 24
2-8 GERCHBERG–SAXTON演算法 25
2-9 角頻譜傳遞法 26
2-10 近距離傳遞下的FRESNEL TRANSFORM 29
2-11 訊雜比 31
第三章隨讀取位置改變之多頁繞射疊加訊號理論模型 33
3-1 GERCHBERG–SAXTON演算法模型對應實際實驗理論 34
3-1-1 GS演算法檢索出SLM輸入相位 35
3-1-2 GS演算法模型對應之實驗理論 38
3-2 全像儲存模擬推導 43
3-3 碟片位移對系統之影響 47
3-4 離軸參考光對模擬系統之分析 48
3-5 GS演算時矩陣計算對模擬之影響 49
第四章理論的模擬結果與驗證 54
4-1 單參考光源下對模擬的部分驗證 54
4-2 PQ-PMMA與C-RT20重曝比較 58
4-2-1 C-RT20在系統下的重曝實驗 59
4-2-2 PQ-PMMA在系統下的重曝實驗 62
4-3 多個點光源實驗模擬 63
4-4 參考光光路設計 68
第五章 SLM相位誤差容忍度分析 72
5-1 三頁繞射疊加下相位誤差之影響 73
5-2 五頁繞射疊加下相位誤差之影響 79
第六章結論 86
參考文獻 88
中英文名詞對照表 92

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指導教授

余業緯孫慶成楊宗勳(Yeh-Wei Yu Ching-Chern Sun Tsung-Hsun Yang)

審核日期

2021-10-13

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