Introduction to Computer Design: Fundamentals

Table of Contents:
  1. Designing Computer Systems Overview
  2. Number Systems
  3. Notations and Representations
  4. Binary and Digital Logic
  5. Unsigned Integers and Symbol Meaning
  6. Encoders and Decoders
  7. Building Digital Blocks
  8. Boolean Logic Applications
  9. Practical Computer Design Examples
  10. Summary and Exercises

Introduction to Computer Design — Overview

This concise, learner-focused overview highlights the educational goals and practical value of Introduction to Computer Design. The text walks readers from the fundamentals of number systems and bit-level representation to the design and verification of combinational and sequential digital blocks. Explanations emphasize clear mappings between notation, representation, and system behavior, with worked examples and exercises that make the material applicable to embedded design, low-level software reasoning, and hands-on prototyping.

What you will learn

The course builds skills that bridge theory and practice. Key outcomes include:

  • Fluency converting and reasoning across binary, octal, hexadecimal, and decimal representations, and visual techniques for grouping bits.
  • Distinguishing notation from representation so bit patterns are interpreted correctly across hardware and software boundaries.
  • Understanding fixed-width encodings, unsigned integer behavior, and how representation choices influence arithmetic, range, and overflow.
  • Designing compact encoders, decoders, and multiplexing schemes that trade wiring and I/O for simplicity and efficiency.
  • Constructing and simplifying combinational and sequential logic using truth tables, minimization strategies, and hierarchical composition for testable, reusable blocks.

Core topics and instructional approach

The book develops a layered view: symbols and arithmetic map to bit patterns, and those patterns gain meaning through representation rules. Number systems are treated as practical design tools that make binary manageable on real hardware; conversion methods and bit-grouping reduce cognitive overhead when working with wide words or hexadecimal displays.

Digital logic coverage proceeds from gates and Boolean operators to practical building blocks. Readers learn to express desired behavior as truth tables, derive minimized expressions, and assemble reliable units suited for synthesis or breadboard implementation. Emphasis on modularity and verification helps learners reason about testability, error detection, and the trade-offs that drive encoding choices in constrained systems.

Practical relevance and typical applications

Examples focus on real engineering constraints: conserving microcontroller pin count, compactly encoding multi-state signals, and decoding binary payloads in communication interfaces. The material is directly useful to embedded systems engineers balancing I/O and logic complexity, software developers wanting clearer machine-level mental models, and hobbyists prototyping circuits on breadboards or simulators.

Study strategies and project suggestions

Active practice accelerates mastery. Start with routine base conversions and bit-grouping drills, then translate specifications into truth tables and practice Boolean simplification for small encoders and decoders. Short projects reinforce learning: implement a command-line base converter, build a bit-pattern visualizer, or model logic blocks in a simulator. Hands-on prototypes validate designs and build debugging skills.

Who benefits most

This introduction is ideal for students beginning digital logic or computer architecture, self-learners preparing for hardware-oriented programming, instructors seeking classroom-ready explanations, and makers building small digital systems. The balance of conceptual explanation, worked examples, and exercises supports both formal courses and independent study.

Quick glossary

  • Bit: The fundamental binary unit (0 or 1) used to build digital representations.
  • Notation vs Representation: Notation is how values are written; representation assigns meaning to specific bit patterns.
  • Encoder / Decoder: Circuits that compress signals into codes and recover original signals from those codes.
  • Boolean Logic: The algebra of true/false for designing gates and reasoning about circuit behavior.

Authored with clear pedagogy and practical examples, the material prepares readers to move on to advanced topics such as instruction encoding, processor datapaths, and embedded hardware optimization.


Author
Scott and Linda Wills
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Pages
122
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