【計算機】數字圖像處理教案

1、中國人民解放軍理工大學工程兵工程學院課課程程教教案案教員姓名：張衛(wèi)平教研室：偽裝工程教研室課程名稱：數字圖像處理總學時：四十學時適用對象：偽裝本科授課學期：二○○六年上二○○六年二月－2－2、圖像處理技術(7S).........................................................133、圖像處理內容(13S)..........................................

2、..............14五、圖像處理系統(5S)............................................................161、個人簡單的數字圖像處理系統(5S)...........................................16六、圖像處理應用(10S).....................................................

3、......16第二講數學預備知識(2月23日).......................................................17一、幾個常用函數(30S)...........................................................171、矩形函數(10S)......................................................

4、......172、SINC函數(10S)............................................................193、狄拉克函數(10S)..........................................................19二、卷積與相關運算(40S)...................................................

5、......211、卷積的定義(5S)...........................................................212、卷積的交換性質(5S).......................................................213、卷積的線性性質(5S).......................................................22

6、4、卷積的位移不變性質(5S)...................................................225、卷積運算舉例(10S)........................................................226、相關運算(10S)............................................................23三、狄拉克函數的

7、性質(30S).......................................................231、篩選性質(10S)............................................................232、卷積性質(5S).............................................................243、相乘性質(5S)

8、.............................................................244、縮放性質(10S)............................................................24第三講傅立葉變換(2月28日).........................................................25一、傅立葉級數(20

9、S).............................................................251、定義(5S).................................................................252、舉例(5S).................................................................263、指數形

10、式(10S)............................................................28二、傅立葉變換(20S).............................................................281、導出(10S)................................................................282、

11、廣義傅立葉變換(10S)......................................................30三、傅立葉變換的性質(35S).......................................................311、線性定理(5S).............................................................312、相似定理(

12、5S).............................................................313、位移定理(5S).............................................................314、卷積定理(5S).............................................................315、帕色伏定理(

13、5S)...........................................................326、傅立葉積分定理(5S).......................................................327、可分離變量性(5S).........................................................32四、常用傅立葉變換對（25S）

14、.....................................................321、δ函數的變換(5S).........................................................332、xfje02?的變換(5S)..........................................................333、)sin(x的變換(5S)...

15、......................................................334、)(xcomb的變換(5S).......................................................345、證明??)()(11yxgyxgFF?????(5S).......................................34第四講MATLAB語言基礎(3月02日).

16、...................................................34一、MATLAB的數據（20）..........................................................341、數值表示方式(5S).........................................................342、數值顯示格式(10S)........

17、................................................343、永久變量(5S).............................................................34二、MATLAB的運算符(20S).........................................................341、算術運算符(6S)..........