朝陽科技大學 092學年度第1學期教學大綱
Digital Systems 數位系統

當期課號 2290 Course Number 2290
授課教師 黃惠俞 Instructor HUANG,HUI YU
中文課名 數位系統 Course Name Digital Systems
開課單位 資訊工程系(四日)一A Department  
修習別 必修 Required/Elective Required
學分數 3 Credits 3
課程目標 這個課程介紹數位系統設計與實務,內容包含邏輯電路的基本觀念、電子電路實作邏輯電路、邏輯函數的最佳化、以較大型組合電路來設計邏輯函數、儲存元件、同步與非同步序向電路。在基本觀念上,說明布林代數與邏輯閘;在電子電路實作與邏輯函數最佳化的課程中,我們使用CAD工具來設計與合成電路;接著介紹利用解碼器、編碼器、與多工器來設計邏輯函數;序向電路是另一個重點,包括:位移記錄器、計數器、有限狀態機、以及CAD工具。 Objectives This course is an introduction to the design and implementation of digital systems. We will study various topics including basic aspects and electronic aspects of logic circuits, optimized implementation of logic functions, combinational circuits used as building blocks, storage elements, synchronous and asynchronous sequential circuits. In the basic aspects of logic circuits, we will study Boolean algebra, logic gates; in the electronic aspects and optimized implementation of logic functions, we study how to synthesize combinational circuits using logic gates and CAD tools. Using decoder, encoders, and multiplexers as building blocks in larger design is presented. Following the studies of combinational circuits, sequential circuits are introduced. We study the storage element (flip-flops), realization of shift registers and counters; explain the behavior of synchronous (asynchronous) sequential circuits (finite state machines) and develop practical design technique for both manual and automated design.
教材 課堂講授,及電腦模擬實習 Teaching Materials Teach in class, and computer simulation
成績評量方式 1. Class attendance : 10%
2. Homeworks : 25%
3. Midterm: 30%
4. Final : 35%
Grading 1. Class attendance : 10%
2. Homeworks : 25%
3. Midterm: 30%
4. Final : 35%
教師網頁  
教學內容 1. Number systems and conversion
2. Boolean algebra
3. Applications of Boolean algebra
4. K maps
5. Multi-level gate circuits
6. Circuit design and similuation
7. Multiplexers, Decoders and programmabel logic devices
8. Latchers and Flip-Flops
9. Registers and counters
Syllabus 1. Number systems and conversion
2. Boolean algebra
3. Applications of Boolean algebra
4. K maps
5. Multi-level gate circuits
6. Circuit design and similuation
7. Multiplexers, Decoders and programmabel logic devices
8. Latchers and Flip-Flops
9. Registers and counters
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