Searched Projects

An XOR-Gate created using NOT, AND and OR gates.

This is just a simple project to get some practice with CircuitVerse and simple gates such as AND, OR, NOT.

Learning Gates.

This is a 2x4 Decoder Logic Diagram.

Password Logic Gates

Special Characters

NOT gates are useless...

From NandGame.

AND gates are also useless...

From NandGame.

Pfft, who uses these gates?

From NandGame.

All of the gates (except good ol' NAND) are now useless, heh.

From NandGame.

Addition has never been so easy!

From NandGame.

Aim :- Study and verify the outputs of the logic gates (AND, OR, NOT, NAND, NOR, Ex-OR, and Ex-NOR). 

The NOT gate is called as an inverter. The output is high when the input is low. The output is low when the input is high. 

AB(C+C')+BC(A+A')+ABC

ABC+ABC'+BCA+BCA'+ABC

ABC+ABC'+A'BC

Basic circuits of all gates

Basic gates in Digital Circuits.

Making of all gates using NAND universal gate.

All gates using NOR universal gate.

Half Adder : The addition of 2 bits is done using a combination circuit called Half adder. The input variables are augend and addend bits and output variables are sum & carry bits. A and B are the two input bits.

Full Adder Circuit : Full Adder is the adder which adds three inputs and produces two outputs. The first two inputs are A and B and the third input is an input carry as C-IN. The output carry is designated as C-OUT and the normal output is designated as S which is SUM.

all gates varification truth table 

Usage of Basic Gates and Universal Gates

Implemented NAND

This is the implementation of NOR Gate

This project is made to teach/learn the basics of electronics, especially Digital Logic Design.

And Gates perform all operations

This demonstrate the JK-Flipflop.

J 0, K 0 => do nothing
J 1, K 0 => Set (Q = 1, Q' = 0)
J 0, K 1 => Reset (Q = 0, Q' = 1)
J 1, K 1 => Toggle Q and Q'

4*1 and 8*1 Multiplexer

1*4 and 1*8 Demultiplexer

SR and D Flip Flops

2-bit Arithmetic Logic Unit

All the basic Gates

nil

nil

nil

nil

Gages: XOR, XNOR, Half-Adder, Full-Adder

Rangkaian gerbang logika untuk soal nomer 2, Buatlah suatu rangkaian logika (minimal menggunakan 4 gerbang logika) dan buatlah tabel 

kebenaran dari rangkaian yang dibuat!

Juan, Tadashi y Eric se reúnen una vez a la semana para ir al cine o pasear en bicicleta. Para decidir que hacer, utilizan un circuito digital en el que, por medio de botones, votan y de manera democrática el circuito les indica lo que van a hacer. El objetivo consiste en diseñar un circuito lógico que calcule de forma automática la decisión que se debe tomar.

Rangkaian gerbang logika untuk membuat table kebenaran dan persamaan logika

Jawaban soal modul 2, membuat rangkaian gerbang logika