Difference between revisions of "Syllabus"

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|AUG 30
 
|AUG 30
 
|Boolean Algebra<br />The Consensus Theorem<br />Introduction to K-Maps
 
|Boolean Algebra<br />The Consensus Theorem<br />Introduction to K-Maps
|Chapter 2
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|[[media:Mano_ch02_images.pdf|Chapter 2]]
  
 
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|SEPT 6
 
|SEPT 6
 
|Standard Forms: POS Notation<br />Two-Level Circuit Optimization Using K-Maps<br />Proving Identities Using K-Maps<br />The XOR Gate<br />The Half Adder<br />The Full Adder<br />The Ripple-Carry Adder
 
|Standard Forms: POS Notation<br />Two-Level Circuit Optimization Using K-Maps<br />Proving Identities Using K-Maps<br />The XOR Gate<br />The Half Adder<br />The Full Adder<br />The Ripple-Carry Adder
|Chapter 2
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|[[media:Mano_ch02_images.pdf|Chapter 2]]
  
 
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|SEPT 11
 
|SEPT 11
 
|Essential Prime Implicants and Optimized Expressions<br />Standard Forms: SOP Notation<br />Five- and Six-Variable K-Maps<br />Don’t cares<br />Gate propagation delay<br />The Mux<br />The Decoder<br />Implementing Circuits Using Muxes
 
|Essential Prime Implicants and Optimized Expressions<br />Standard Forms: SOP Notation<br />Five- and Six-Variable K-Maps<br />Don’t cares<br />Gate propagation delay<br />The Mux<br />The Decoder<br />Implementing Circuits Using Muxes
|Chapter 2<br />Chapter 3
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|Chapter 2<br />[[media:Mano_ch02_images.pdf|Chapter 2]]<br />[[media:Mano_ch03_images.pdf|Chapter 3]]
  
 
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|SEPT 18
 
|SEPT 18
 
|Boole's Expansion Theorem (Second Pass)<br />FPGAs<br />USING LUTs to Implement Logic (LUT = Storage + MUX)<br />
 
|Boole's Expansion Theorem (Second Pass)<br />FPGAs<br />USING LUTs to Implement Logic (LUT = Storage + MUX)<br />
|Chapter 5
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|[[media:Mano_ch05_images.pdf|Chapter 5]]
  
 
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Revision as of 15:02, 9 May 2017

SYLLABUS
LECTURE DATE MATERIAL PREPARATION
1 AUG 28 Course Introduction
Number Systems
Base Conversion
Arithmetic Operations
Codes
Course Introduction
Chapter 1
The Reflected Binary (Gray) Code
2 AUG 30 Boolean Algebra
The Consensus Theorem
Introduction to K-Maps
Chapter 2
3 SEPT 6 Standard Forms: POS Notation
Two-Level Circuit Optimization Using K-Maps
Proving Identities Using K-Maps
The XOR Gate
The Half Adder
The Full Adder
The Ripple-Carry Adder
Chapter 2
4 SEPT 11 Essential Prime Implicants and Optimized Expressions
Standard Forms: SOP Notation
Five- and Six-Variable K-Maps
Don’t cares
Gate propagation delay
The Mux
The Decoder
Implementing Circuits Using Muxes
Chapter 2
Chapter 2
Chapter 3
5 SEPT 13 Standard Cell Implementation of Logic Circuits
VHDL: VHSIC Hardware Description Language
VHDL Constructs: IF, WHEN, SELECT
Xilnix Vivado Tool Suite
Boole's Expansion Theorem (First Pass)
Standard Cell Circuit
VHDL Tutorial
Vivado Simulation Tutorial 1
Full Vivado Tutorial
Boole's Expansion Theorem
6 SEPT 18 Boole's Expansion Theorem (Second Pass)
FPGAs
USING LUTs to Implement Logic (LUT = Storage + MUX)
Chapter 5
7 SEPT 20 Digilent Development Board
Concepts of VCCIO and Core Voltage
Demo Board Schematic (LEDs, Switches)
Manual
Schematics