Digital Logic Design تصميم رقمي
-
Digital Logic Design Course التصميم الرقمي
- Number Systems
- Digital Arithmetic Operations
- Signed Numbers & Sub
- Binary Codes
- Logic Gates – Combinational System – Design Process I
- Logic Gates – Combinational System – Design Process II
- Manipulation Of Algebraic Functions
- Digital implementation Of Functions
- De morgan’s law – Complements
- NAND & NOR implementation
- karnaugh Maps
- Exclusive-OR-Implementation – XOR
- Implicants
- Don’t Cares
- Five and six inputs Karnaugh Maps
- Multiple output problem
- Combinational Design & Full Adders
- two bits adder – Sixteen bits Adder – Binary Subtractor/ Comparator
- Decoder
- Encoder
- Multiplexer
- Three State Gates
- Gate Arrays
- Gate Arrays using ROM and PAL
- Analysis of Sequential Systems Moore and Mealy
- Latches and Flip Flops I
- Latches and Flip Flops 2
- Analysis of Sequential Systems (Moore Model)
- Analysis of Sequential Systems (Mealy Model)
- Design of Sequential Systems
- Design of Sequential Systems II
Digital Logic Design Course:
—————————————-
1- Number Base Conversion
2- Binary Manipulation And Complements “Digital Arithmetic Operations”
3- Signed Numbers & Sub ” Subtraction Using Complements”
4- “Binary Coded Decimal” Binary Codes
5- Design Process I
6- Design Process II
7- Switching Algebra
8- Manipulation of Algebraic Functions
9- Implementation of functions
10- Complements
11- NAND and NOR Implementation
12- Exclusive OR “X OR” Implementation
13- K “karnaugh maps” Maps
14- Implicants
15- Don’t Cares
16- Five Variable Map
17- Multiple output problems
18- Designing Combinational Systems
19- Adders Latest
20- Decoders
21- Encoders
22- Three State Gates
23- Gate Arrays
25- Designing With ROM , PLA and PAL
26- Larger Examples
27- Sequential Systems
28- Latches
29- Other Flip Flops
30- Analysis of Sequential Systems ” Moore Model”
31- Mealy Model
32- Design of Sequential Systems
Course Features
- Lectures 31
- Quizzes 0
- Duration 50 hours
- Skill level All levels
- Language English
- Students 34
- Assessments Yes
