課程資訊
課程名稱
 衍射光學與全像影像術
Holographic Imaging and Diffractive Optics 
開課學期
 107-1 
授課對象
 理學院  物理學研究所  
授課教師
 駱 遠 
課號
 Phys8107 
課程識別碼
 222 D3280 
班次
  
學分
 2.0 
全/半年
 半年 
必/選修
 選修 
上課時間
 星期五7,8(14:20~16:20) 
上課地點
 新物833 
備註
 總人數上限：20人
外系人數限制：5人 
Ceiba 課程網頁
 http://ceiba.ntu.edu.tw/1071Phys8107_2018 
課程簡介影片
 
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課程大綱
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課程概述

Usually, the original purpose of a secondary database is far from academic research. Therefore, it is necessary to perform an extraction and/or reconstruction of the database prior to undertaking an analysis. This course consists of two parts. The first part of the course offers introduction to secondary health datasets, examples of studies using secondary health database, and practical framework and principles for conducting epidemiological research. Key skills needed during conducting analysis of secondary data will then be offered in the second part of the course. Finally, students have to undergo in-class test at the last week of the semester. 

課程目標
 The purpose of this course is to help students who are interested in but are not capable of analyzing secondary database to know the concepts and learn the basic skills for large secondary data analysis. 
課程要求
 The main statistic program used in this course is SAS. Each student has to prepare a lap-top computer which has been installed with a SAS program to practice in and after class. Homework will be assigned after each class during the second part of the course and all the students have to hand over the reports. Students have to pass the final exam at the end of the semester. 
預期每週課後學習時數
  
Office Hours
  
指定閱讀
 待補 
參考書目
 1.Delwiche Lora D., and Susan J. Slaughter. 2012. The Little SAS Book: A
Primer. Fifth Edition. Cary, NC: SAS Institute Inc. (or updated edition)
2.衛生福利部統計處衛生福利資料科學中心
http://www.mohw.gov.tw/CHT/DOS/DM1.aspx?f_list_no=812
3.翁淑緣. SAS與資料處理.儒林2007年3月四版 (或更新版本)
4.彭昭英. SAS與統計分析.儒林2007年2月十四版 (或更新版本)
5.彭昭英,唐麗英. SAS 1-2-3.儒林2003年9月四版 (或更新版本) 
評量方式
(僅供參考)
    
課程進度
週次
日期
單元主題
第1週
 9/14  Basic concepts and introduction of terminology(1) Overview of applications of holography(2) Differences between holographic and lens imaging(3) Absorption and phase modulation(4) Thin and thick gratings(5) Transmission and reflection gratings 
第2週
 9/21  (1) Principles of holographic recording and reconstruction (2) Phase conjugation and time-reversed wave. (*HW1 uploaded with its deadline: 10/05/2018 ) 
第3週
 9/28  Fourier analysis of gratings, including (1) review of Fresnel diffraction and Fraunhofer formulas, (2) diffraction patterns from apertures, and (3) Fourier analysis of absorption and phase gratings. 
第4週
 10/05  Lab #1 (HW #2 has been uploaded) digital holographic imaging: recording process and computational reconstruction procedure (臺大醫學院:聯教館 1F,醫材影像所,room #102) 
第5週
 10/12  (Continuously) Fourier analysis of gratings, including (1) review of Fresnel diffraction and Fraunhofer formulas, (2) diffraction patterns from apertures, and (3) Fourier analysis of absorption and phase gratings.(HW #3 uploaded) 
第6週
 10/19  Details of (1) lens pupil transmittance, and (2) Fourier transform after light passing through a lens. 
第7週
 10/26  Image analysis of holograms includes: (1) exact ray tracing, (2) paraxial ray tracing, and (3) aberration of holographic lenses. (Related paper uploaded) 
第8週
 11/02  Midterm presentations 
第9週
 11/09  Midterm Exam 
第10週
 11/16  Midterm presentation & review of midterm quiz 
第11週
 11/23  Introduction of (a) difference between thin and thick gratings, and (b)coherence: temporal/spatial coherence  
第12週
 11/30  Guest lecture  
第13週
 12/07  HW4 uploaded 
第14週
 12/14  (1) Visibility with polarization, (2) Introduction of Kogelnik's theory, (3) Introduction of Bragg condition  
第15週
 12/21  (1) Introduction of Bragg condition & detuning parameter, (2) derivation of Kogelnik's theory, and (3) introduction of transmission/reflection volume holograms. (HW#5 uploaded) 
第16週
 12/28  Principles of transmission and reflection volume holograms: (1) lossless dielectric, (2) lossy, and (3) absorption gratings.(original Kogelnik paper is attached )