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Showing posts from June, 2020

Digital techniques__BCD adder using IC 7484 using NAND gate

Digital techniques__BCD Adder

Digital techniques__4 Bit Adder and Subtractor

Digital techniques__4 Bit subtractor using 2's complement

Digital techniques__Fast Adder 7483

Digital techniques__Arithmetic Circuits

Digital techniques__Subtractor

Binary half and full subtractor are designed by solving K-MAP. 

Digital techniques__Binary Adder

Here half adder and full adders are designed by solving K_MAP. 

Digital techniques__Binary to Gray code converter using K-MAP

For binary to gray code conversion please refer gray codes post. 

Digital techniques__POS Simplification using K-MAP

Digital techniques__simplification with don't care condition

Digital techniques__Solved Examples of K-MAP

Digital techniques__Octet Rules

Digital techniques__Quad rules

Digital techniques__grouping rules

In k-Map representation we can group pairs, quad and octet only.

Digital techniques__K-MAP

K-MAP solving is a graphical method of simplifying boolean equation. To represent K-MAP gray codes are used. 

Digital techniques__Algebric Simplification

Digital techniques__Extra illustrations

Digital techniques__Other gates using NOR only

Digital techniques__gray to binary code conversion using K-MAP

Digital techniques__Other gates using NAND only

Digital techniques__NOR-NOR Implementation

NOR-NOR Implementation is same as NAND-NAND implementation.only difference is .... 1. convert given expression in POS form. 2. Replace OR gate by NOR gate. 3. Replace NOT gate by NOR inverter.

Digital techniques__NAND -NAND implementation

NAND -NAND implementation is very easy . Here i am giving some key points to remember. 1. convert given expression in SOP form. 2. replace AND gate by NAND gate. 3. replace NOT gate by NAND inverter. 

Digital techniques__representation of logical expression using minterm and maxterm