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Tags: A

project.name
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punto 1

M N1 N2 N3 A B

UN TANQUE CON TRES SENSORES N1, N2, N3 DE LLENADO, NECESITA EL DISEÑO DE UN CIRCUITO PARA SU EXCELENTE FUNCIONAMIENTO Y DESEMPEÑO PARA ESTO EL CLIENTE PIDE UN PAR DE MECANISMO PARA QUE EL DISPOSITIVO FUNCIONE COMO EL TIENE PREVISTO PRIMERO EL QUIERE QUE LA BOMBA TENGA UN ENCENDIDO Y APAGADO AUTOMÁTICO A TRAVÉS DEL CIRCUITO Y ESTO SE DARÁ CUANDO LOS SENSORES INFORMEN SI YA PASO O NO EL NIVEL DE ELLOS DE TAL MANERA QUE MAS SINTETIZADO SU FUNCIONAMIENTO ENCENDERA TANTO LA BOMBA COMO LA ALARMA SI: EL TANQUE ESTA TOTALMENTE VACIO LA ALARMA SE ENCENCERA INDICANDOLE AL USUARIO QUE  HAY QUE LLENAR EL TANQUE, LA BOMBA SE ENCENDERA SI EL NIVEL DEL AGUA ESTA POR ENCIMA DE N1 Y DEBAJO DE N2 AL IGUAL QUE SI ESTA POR ENCIMA DE N1 Y N2 PERO POR DEBAJO DE N3 ESTO YA QUE EL TANQUE NO SE HA LLENADO COMPLETAMENTE Y LA ALARMA SE VOLVERA A ENCENDER CUANDO EL NIVEL DEL AGUA SEA MAYOR A LA UBICACION DE N1, N2 Y N3  DE TAL MANERA QUE EL USUARIO APAGE LA LLAVE QUE PERMITE QUE LA BOMBA SE ENCIENDA.


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Untitled

A

project.name
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SVM

A B C D

project.name
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PRACTICA4

A

NA


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parity

A B

Parity


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2.3

A B C

project.name
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EXPERIMENT 1 A


project.name
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verfication of truth table of all gates

M A N D R

project.name
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verification of de morgan law

L A B 2

project.name
0 Stars     24 Views

4 bit shift bidirectional circuit

L A B 12

project.name
0 Stars     27 Views

T & D flip flops using JK flip flops

L A B 11

project.name
0 Stars     25 Views

verfiy J-K flip flop and implement master Slave condition using JK Flip Flop

L A B 10

project.name
0 Stars     24 Views

Subtracter circuit

L A B 9

project.name
0 Stars     33 Views

3:8 decoder

L A B 8

project.name
0 Stars     84 Views

Hamming Codes

A

WIP, A hardware implimentation of the HAMMING CODE error correction algorithm



project.name
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Full adder


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B

A

project.name
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half subtractor

A B Bin

project.name
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Half subtractor

A B Bin

project.name
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half adder

A B Bin

project.name
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half subtractor

A B Bin

project.name
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Half Adder

Half Adder 


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CIRCUIT

A

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Half subtractor

A B Bin

project.name
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7 segment logic circuits

A B C D

project.name
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M1A1

A

Jiji


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7 SEGMENT

A B C D

PROJECT FOR LCD


project.name
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Circuito1/2/3

A B C OUT

project.name
0 Stars     3 Views

Laboratorio 1

A

project.name
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User Image Kim

Hiển thị đèn a

A

Hiển thị đèn bản chữ cái


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User Image VAL

VAL DAMAS AND IVY MAE SARAUSAD

A

project.name
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ALU Demonstration

A K V

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AND GATE

A B

Here we take 2 input and we get 1 output

if

0 0=0

0 1=0

1 0=0

1 1=1


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AND GATE

A B

In this gate when both the inputs are on, it will give the output on.


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OR GATE

A B

In OR gate when either of the input is 1 it will give the output 1 i.e.

0+1=1

1+0=1

1+1=1


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OR GATE

A B

2 input

1 output

0 0=1

0 1=1

1 0=1

1 1=1


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NOT GATE

A A'

In NOT Gate when input is 1 it will give output 0 and when input is 0 it will give 1. 


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NOT GATE

A

1 INPUT

1 OUTPUT

0=1

1=0


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XOR GATE

A B

2 INPUT

1 OUTPUT

0 0=0

0 1=1

1 0=1

1 1=0


project.name
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XOR GATE

A B

In XOR when both the inputs are 1 or 0 it will give the output 0 i.e

0+0=0

0+1=1

1+0=1

1+1=0


project.name
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NAND GATE

A B

2 INPUT

1 OUTPUT

0 0=1

0 1=1

1 0=1

1 1=0


project.name
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NOR GATE

A B

2 INPUT

1 OUTPUT

0 0=1

0 1=0

1 0=0

1 1=0


project.name
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NAND GATE

A B

In NAND Gate

0+0=1

0+1=1

1+1=0

1+0=1


project.name
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XNOR GATE

A B

2 INPUT

1 OUTPUT

0 0=1

0 1=0

1 0=0

1 1=1


project.name
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Gates

A B

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XNOR GATE

A B

In XOR when both the inputs are 1 or 0 it will give the output 1 i.e,

0+0=1

1+1=1


project.name
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Half adder

A B

Here sum and carry is their

A B S C

0 0 0 0

0 1 1 0

1 0 1 0

1 1 0 1


project.name
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Half Adder Circuit

A B S C

Half Adder Truth Table:

A      B       Sum    Carry

0       0       0          0

0       1        1           0

1        0        1           0

1         1        0          1


project.name
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Full Adder

Truth Table of Full Adder:

A   B   Cin  Sum Cout

0    0    0      0     0

0    0    1      1      0

0    1     0    1       0 

0    1     1     0     1

1     0     0   1      0

1    0      1    0     1

1      1    0    0     1

1     1     1    1      1


project.name
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NOR GATE

A B

In this gate when both the input are 0 it will give 1 otherwise 0 i.e,

0+0=1

0+1=0

1+0=0

1+1=0


project.name
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FULL ADDER SUM

A B S

T.T:

A  B   Cin   S

0   0   0     0

0   0   1      1

0   1    0     1

0   1   1      0

1    0   0     1

1   0   1      0

1    1   0     0

1   1    1      1


project.name
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HALF SUBTRACTOR

A B S C

Truth Table:

A    B      S    C

0    0      0    0

0   1       1     1

1   0       1     0

1   1       0    0


project.name
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BCD to 7 segment display

A B C D a b c d e f g

BCD to 7 segment display


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AND Gate

A B

AND gate will give output only when both the inputs are on.

Truth Table:

A   B   A.B

0   0    0

0   1     0

1   0     0

1   1     1


project.name
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EZ 000

A

AA