Programa

Tuesday, March 15, 2022

6:43 PM

 

<<WebCampus 2022_03_14_114930-SISTEMAS_DIGITALES_I__7703__Amet__Leonardo_Javier.pdf..pdf.pdf>>

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Clases

domingo, 9 de marzo de 2025

00:59

 

Clase 1

Tuesday, March 15, 2022

6:46 PM

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C1 - Introduccion

Sunday, March 20, 2022

10:15 PM

 

<<00.SDI2022 - Introduccion.pdf>>

 

C1 - Sistemas de Numeracion

Sunday, March 20, 2022

10:13 PM

 

<<01.a.Sistemas de numeracion.pdf>>

 

C1 - Números con signo

Sunday, March 20, 2022

10:17 PM

 

<<01.b.SDI2022 - Números con signo.pdf>>

 

C1 - Códigos

Sunday, March 20, 2022

10:18 PM

 

<<02.SDI2022 - Códigos.pdf>>

 

 

C2 - Compuertas Logicas

Friday, April 8, 2022

7:58 PM

 

<<03.SDI2022 - Compuertas lógicas.pdf>>

 

C2 - Algebra de Boole

Friday, April 8, 2022

8:00 PM

 

<<04.SDI2022 - Álgebra de Boole.pdf>>

 

C3 - Formas Canonicas

Friday, April 8, 2022

8:01 PM

 

<<05.SDI2022 - Formas canónicas o estándar.pdf>>

 

C3 - Sintesis SoP y PoS

Friday, April 8, 2022

8:02 PM

 

<<06.SDI2022 - Sintesis con SoP y PoS.pdf>>

 

C3 - Mapas de Karnaugh

Friday, April 8, 2022

8:02 PM

 

<<07.SDI2022 - Mapas de Karnaugh.pdf>>

 

C4 - Funciones de la logica combinacional

Monday, April 18, 2022

12:19 AM

 

<<08.SDI2021 - Funcioes de la logica combinacional.pdf>>

 

C4 - Latches y Flip-Flops

Monday, April 18, 2022

12:20 AM

 

<<09.SDI2021 - Latches y Flip-Flops .pdf>>

 

C4 - Contadores

Monday, April 18, 2022

12:21 AM

 

<<10.SDI2021 - Contadores .pdf>>

 

C5 - FSMs

Tuesday, June 21, 2022

2:48 PM

 

<<11.SDI2022 - FSMs.pdf>>

 

C7 - Conversion de FSMs

Tuesday, June 21, 2022

2:48 PM

 

<<12.SDI2022 - Conversion de FSMs.pdf>>

 

 

TPs

domingo, 9 de marzo de 2025

00:59

 

TP1 - Sistemas de Numeracion

Sunday, March 20, 2022

10:19 PM

 

<<SDI - TP1.pdf>>

 

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<<SDI - TP1 - algunos ejercicios resueltos.pdf>>

 

TP2 - Números con signo

Sunday, March 20, 2022

10:19 PM

 

<<SDI - TP2.pdf>>

 

 

 

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TP3 - Codigos Binarios

Friday, April 8, 2022

8:04 PM

 

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TP4 - Algebra de Boole

Friday, April 8, 2022

8:04 PM

 

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TP5 - Mapas de Karnaugh

Friday, April 8, 2022

8:04 PM

 

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TP6 - Latches y Flip-flops

Monday, April 18, 2022

12:22 AM

 

<<SDI - TP6 Latches y Flip-flops.pdf>>

 

TP7 - Contadores

Monday, April 18, 2022

12:23 AM

 

<<SDI - TP7.pdf>>CTR DIV 16

 

 

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TP8 - FSM 1

Tuesday, June 21, 2022

2:53 PM

 

<<SDI - TP8 - Maquinas de estado - parte 1.pdf>>

 

TP9 - FSM 2

Tuesday, June 21, 2022

2:53 PM

 

<<SDI - TP9 - Maquinas de estado - parte 2.pdf>>xzo• 
xzv 
yz•o• x: 
rst 
xzv 
xzv

 

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Exámenes

domingo, 9 de marzo de 2025

00:59

 

Resumen 1P

Sunday, May 1, 2022

7:35 PM

 

Bases numericas

Conversion

 

De

A

Decimal

Binario

Hexa

Octal

Decimal

-

Divido por 2

Paso por bin

Dec a Bin a Oct

Binario

Polinomio

-

Agarro de a 4

Agarro de a 3

Hexa

Polinomio

Digito a digito

-

Paso por bin

Octal

Polinomio

Digito a digito

Paso por bin

-

 

 

Operaciones

 

Suma

Igual que siempre, solamente tengo en cuenta el carry

 

Resta

A - B = A + Complemento B base reducida (resto la base a cada digito) + 1

 

Coma

イ 0 0 も ノ び 
イ 0 一 三 
0 , 0 ら 
0 イ ユ ケ 
0 ′ 0b2 
イ 0 イ 0 
00 リ ・ p に 。 000 、 、 朝 0 。 0 尸 。 , - ,. 
ー 0 
2 
0 
0 ′ イ 2 び 
イ 
0 00 4 
2

 

Numeros negativos

 

 

Codigos

 

BCD

 

21) 
%0 424211 
결•

 

 

 

Paridad

 

 

 

Compuertas

 

XOR

Ili 
國十0

 

 

Algebra de Boole

 

Reglas

 

 

Formas Canonicas

 

SoP

 

 

PoS

 

 

Mapas de Karnaugh

 

  1. Hago la tabla con la ecuacion
  2. Agarro los que dan 1 y los pongo en el mapa (en el eje van en codigo gray) -> 00 10 11 10

 

1P 2019

Tuesday, May 3, 2022

11:53 AM

 

<<SDI - Parcial 1.pdf.pdf>>

 

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<<Tabla de verdad.pdf.pdf>>

 

 

<<Ejercicios 1 a 5.pdf.pdf>>

 

1P SD2

Tuesday, June 21, 2022

4:24 PM

 

<<Virginillo_1erParcial_SDII_1121663_27092021.pdf>>

 

 

CANTIDAD DE HOJAS: 
ALUMNO: 
UNIVERSIDAD ARGENTINA DE LA EMPRESA 
Sistemas digitales ll (3.3.061) 
EXAMEN RECUPERATORIO DE PRIMER PARCIAL 
FECHA: 
NOTA: EL EXAMEN ESCRITO ES UN DOCUMENTO OE GRAN IMPORTANCIA PARA 
LA EVALUACION DE Los CONOCIMIENTOS ADQUIRIDOS, POR LO TANTO, SE 
SOLICITA LEER ATENTAMENTE LO SIGUIENTE: 
Responda punto. detallando Con la mayor IO 
sol 
Sea prolijo y ordenado en el desarrollo de los temas, 
Sea Cuidadoso Con lag faltas de ortografia y gus oraciones. 
No desarrollar el examen en lápiz. 
Aprobación del parcial: Con nota mayor o igual a 4 (cuatro) 
El siguiente diagrama de estados describe un detector de secuencia 
-40 
S 63 
La entrada X de dog bits. PL"ndO formar 4 (O a 3). 
Usted encontrará la secuencia binaria que le en la adjunta. Weimberq. Ramiro 
1065427

 

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2P 2019

Monday, June 20, 2022

5:38 PM

 

<<SDI - Parcial 2.pdf.pdf>>

Sistemas digitales I 
CANTIDAD DE HOJAS: 
UNIVERSIDAD ARGENTINA DE LA EMPRESA 
Facultad de Ingeniería y ciencias Exactas 
Sistemas Digitales I (3.3.060) 
SEGUNDO EXAMEN PARCIAL 
ALUMNO: 
FECHA: 
NOTA: EL EXAMEN ESCRITO ES UN DOCUMENTO DE GRAN IMPORTANCIA PARA LA 
EVALUACIÓN DE LOS CONOCIMIENTOS ADQUIRIDOS, POR LO TANTO, SE SOLICITA 
LEER ATENTAMENTE LO SIGUIENTE: 
2. 
Responda claramente cada punto, detallando con la mayor precisión posible 10 
solicitado. 
Sea prolijo y ordenado en el desarrollo de los temas. 
Sea cuidadoso con las faltas de ortografía y Sus oraciones. 
No desarrollar el examen en lápiz. 
Aprobación del parcial: Con nota mayor 0 igual a 4 (cuatro) 
Flip flop JK 
Determinar la salida Q en función del reloj si las señales que se muestran en la figura se 
aplican a las entradas de un fiip-flop J-K. Suponer que Q se encuentra inicialmente a nivel 
BAJO. 
Análisis de contador síncrono 
Dado el contador de la figura siguiente: 
a. 
b. 
C. 
Determine las funciones lógicas de las entradas de los fiip-fiops. 
Determinar la secuencia del contador. Comenzar con todos los fiip-fiops a cero. 
Indique el módulo del contador.

 

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Sistemas digitales I 
Q3 
3. 
4. 
Análisis de contador asincrono 
a. 
b. 
Dado el siguiente contador dibuje el diagrama de tiempos para 11 pulsos de reloj 
suponiendo que el estado inicial es 0000. Incluya todos los glitches 
Determine el módulo. 
Diseño de contador sincrono 
Diseñe un contador síncrono basado en fiip-fiops JK que cuente siguiendo la secuencia 
generada aleatoriamente que le corresponda según la tabla adjunta. 
a. 
b. 
C. 
d. 
De acuerdo a la secuencia de estados que le haya tocado, determine la cantidad 
mínima de flip-flops que requiere para realizar el contador. 
Realice la tabla de transición de estados. 
Realice los mapas de Karnaugh de las entradas de los flip-flops. Determine 
funciones lógicas minimas. Utilice los estados que no forman parte de la secuencia 
del contador como estados indiferentes para lograr mayor simplificación. 
Dibuje el diagrama esquemático del contador. 
NOTA EN NÚMEROS 
NOTA EN LETRAS 
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Sistemas digitales I 
Anexo: tabla de secuencias de contador 
Apellido/Nombre 
Caceres, Nicolas Alfredo 
Calo, Gabriel Franco 
Campaña, Matias Francisco 
Castiglioni, Jorge 
Colela, Franco Daniel 
Facchina, Matias Javier 
Grafse, Juan Pablo 
Guzman, Pablo Nahuel 
Insausti, Mariana 
Juan Ignacio, Grandinetti Camesella 
Key Sulvaran, Camila Isabel 
Lopez Taboada, Juan Carlos 
Moya Calles, Felix Federico Rafael 
Oliva, Matias Nicolas 
Pueblas, Diego Exequiel 
Sanchez, Carlos Alberto 
Scofiich, Lautaro Emilio 
Vago Ancarola, Matias Sebastian 
Legajo 
1129600 
1120780 
1116092 
1126042 
1090987 
1119144 
1084648 
1101400 
1117554 
1118351 
1081203 
1126275 
1129661 
1025832 
1109664 
1108371 
1124461 
Secuencia de contador