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Tag Archives: Karnaugh Map In Digital Electronics Tutorial Part 1

4-Variable K-Map – Karnaugh Map In Digital Electronics Tutorial Part 5

A 4-variable K-Map will have 24 = 16 cells. A function F which has maximum decimal value of 15, can be defined and simplified by a 4-variable Karnaugh Map. Boolean Table for 4 Variables 4-variable K-Map Again, as we did Continue reading →

3-Variable K-Map – Karnaugh Map In Digital Electronics Tutorial Part 4

A 3-variable K-Map will have 23 = 8 cells. As told in last post, number of variables are decided by the biggest decimal number in a given function.  A function F which has maximum decimal value of 7, can be Continue reading →

Rules of Simplifying Karnaugh Map – Karnaugh Map In Digital Electronics Tutorial Part 3

Looping adjacent 1’s for simplification The expression for output Y can be simplified by properly combining those squares in the K-Map which contain 1s. The process of combining those 1s is called looping. Pairs – Looping groups of Two 1s Continue reading →

Understanding Minterms and Maxterms In Digital Electronics – Karnaugh Map In Digital Electronics Tutorial Part 2

Understanding Minterms A binary variable may appear in its normal form (as A) or in its complemented form (as A’). If we consider two variables such as A and B combined by an AND operation, then there are four possible Continue reading →

Karnaugh Map In Digital Electronics Tutorial Part 1

Karnaugh Map, very commonly know as K-Map is a graphical device used to simplify a logic equation or to convert a truth table to its corresponding logic circuit in a simple orderly process. K-map is like a truth table, which shows Continue reading →

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