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Tags: Demultiplexer

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Demultiplexer

Demultiplexer

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1X8 Demux

1X8 Demux

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Exp-6 To simulate a common bus using tri-state buffer using demux

Exp-6 To simulate a common bus using tri-state buffer using demux

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1:8 demux

1:8 demux

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MUX DEMUX

MUX DEMUX

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Internal GATE diagram of Demux

Internal GATE diagram of Demux

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Implementation of a DEMUX using Basic Gates and other DEMUX'es


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DEMUX Counter

DEMUX Counter

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2 Channel Demultiplexer

2 Channel Demultiplexer

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4 Channel Demultiplexer

4 Channel Demultiplexer

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8 Channel Demultiplexer

8 Channel Demultiplexer

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Lab 7: Demultiplexer

Lab 7: Demultiplexer

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Demultiplexer

Demultiplexer

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Program 4 - DeMultiplexer

Program 4 - DeMultiplexer

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Class lab project


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Mux/Demux

Mux/Demux

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Demultiplexer

Demultiplexer

Something lol


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Mux and Demux

Mux and Demux

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Encoder, Decoder, Multiplexer, Demultiplexer

Encoder, Decoder, Multiplexer, Demultiplexer

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Aron Sorimuda Johanes Pasaribu_24060124130086

Aron Sorimuda Johanes Pasaribu_24060124130086

Praktikum 4 Dasar Sistem A1 Informatika 2024

Tugas: Membuat Encoder 4x2, Subcircuit Encoder, Priority Encoder, Decoder 2x4, Latihan nomor 4a, 4b, dan 5


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1 x 4 Demultiplexer

1 x 4 Demultiplexer

Implementation of demultiplexer.


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RPS(Logicgates,Decoder,Mux,Demux)

RPS(Logicgates,Decoder,Mux,Demux)

Explanation of the Rock-Paper-Scissors Logic Circuit

Inputs (4 one-bit signals):

o Player 1 (A1, A0): Represents Player 1's choice 

o Player 2 (B1, B0): Represents Player 2's choice 

(00 for Rock, 01 for Paper, 10 for Scissors).

Outputs (2 one-bit signals):

o W1 (Player 1 wins signal): High (1) if Player 1 wins.

o W0 (Player 2 wins signal): High (1) if Player 2 wins.


Winning Conditions and Boolean Equations

The circuit determines the winner using the following Boolean equations:

Player 1 Wins (W1)

The first term, ensures that Player 1 wins in scenarios like:

o Rock (00) vs. Scissors (10)

o Paper (01) vs. Rock (00)

o Scissors (10) vs. Paper (01)

The second term, further ensures the correctness of win conditions.

Player 2 Wins (W0)

The first term, ensures that Player 2 wins in cases like:

o Rock (00) vs. Paper (01)

o Paper (01) vs. Scissors (10)

o Scissors (10) vs. Rock (00)

The second term, confirms the correctness of Player 2's winning scenarios.

Don't Care Condition

If either Player 1 or Player 2 selects 11, it is an invalid case, and the output should be undefined (don't care).


Explanation of the Circuit Implementations

1. Decoder-Based Implementation

A 4-to-16 decoder takes A1, A0, B1, and B0 as inputs.

The decoder activates one of its 16 outputs based on the binary inputs.

The active output is then passed through OR gates to determine the winner based on the W1and W_0 equations.

2. Multiplexer-Based Implementation

A multiplexer (MUX) selects the correct output based on A1, A0, B1, and B0.

The control inputs of the multiplexer are used to implement the logic conditions for W1 and W0.

3. Demultiplexer-Based Implementation

A demultiplexer (DEMUX) routes the input signal based on A1, A0, B1, and B0.

It helps distribute the input conditions to the appropriate logic gates.

4. Logic Gate-Based Implementation

Direct AND, OR, XOR, and NOT gates are used to implement the Boolean equations.

The circuit follows the fundamental Boolean logic derived from the given W1and W0 expressions.