'Implicants' diaporamas de présentation

Chapter 3:

Chapter 3:. Digital Logic Design. Gate-Level Minimization. Karnaugh Map. Adjacent Squares Number of squares = number of combinations Each square represents a minterm 2 Variables ? 4 squares 3 Variables ? 8 squares 4 Variables ? 16 squares

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Chapter 3:

Chapter 3:. Gate-Level Minimization. Karnaugh Map. Adjacent Squares Number of squares = number of combinations Each square represents a minterm 2 Variables ? 4 squares 3 Variables ? 8 squares 4 Variables ? 16 squares Each two adjacent squares differ in one variable

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Quine-McCluskey Algorithm

Quine-McCluskey Algorithm. Gautam Singh. Outline: step 1. Find Prime Implicants: Find all the minterms and sort by number of 1 bits (these are implicants) Compare every implicant with n 1-bits to all implicants with n+1 1-bits.

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CHAPTER 6

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CHAPTER 6 QUINE-McCLUSKEY METHOD

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Examples

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ECE 3110: Introduction to Digital Systems

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ECE 2110: Introduction to Digital Systems

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