Unit 1

Introduction to logic circuits – Variables and functions – inversion – Truth tables – Logic gates and Networks –Boolean algebra – Synthesis using gates – Design examples – Optimized implementation of logic functions – Karnaugh map – Strategy for minimization – Minimization of product of sums forms – Incompletely specified functions – Multiple output circuits – Tabular method for minimization – Number representation and arithmetic circuits – Addition of unsigned numbers – Signed numbers – Fast adders.

Unit 2

Combinational circuit building blocks- Multiplexers – Decoders – Encoders – Code converters – Arithmetic comparison circuits- Sequential circuit building blocks – Basic latch – Gated SR latch – Gated D latch – Master slave and edge triggered – D flip-flops – T flip-flop – JK flip-flop – Registers – Counters – Reset synchronization – Other types of counters.

Unit 3

Synchronous sequential circuits – Basic design steps – State assignment problem – Mealy state model – Serial Adders– State minimization -Introduction to Asynchronous sequential circuits – Introduction to CMOS logic.

• Stephen Brown, ZvonkoVranesic, “Fundamentals of Digital Logic with Verilog Design”, Tata McGraw Hill Publishing Company Limited, Special Indian Edition, 2007.
• M Morris Mano and Michael D Ciletti, “Digital Design with Introduction to the Verilog HDL”, Pearson Education, Fifth Edition, Fifth Edition, 2015.

• John F. Wakerly, “Digital Design Principles and Practices”, Fourth Edition, Pearson Education, 3rd Ed, 2008.
• Donald D Givone, “Digital Principles and Design”, Tata McGraw Hill Publishing Company Limited, 2003.

Evaluation Pattern

Objectives

• To understand the fundamentals of Boolean Logic and the building blocks of digital circuits
• To introduce the abstraction of simple practical problems into Boolean Logic and their efficient implementation
• To introduce the fundamentals of design with combinational and sequential subsystems

Course Outcomes

• CO1: Able to frame Boolean equations for solving a simple real-life engineering problem and realize them using gate- level building blocks
• CO2: Able to apply minimization techniques for efficient Boolean logic implementation
• CO3: Able to realize digital blocks using combinational and sequential subsystems
• CO4: Able to design using state machine descriptions for practical real-life engineering problems

CO – PO Mapping