Toggle navigation
Login
Inicio
Home
Secuencias Didacticas
12548
Actualizar
Actualizar Secuencia Didactica: 12548
Año
Periodo
Período 1
Período 2
Período 3
Período 4
Área
Seleccione una área
Grado
Transición
Aceleración del
Pre-Jardín
Jardín
Preescolar
Grado 1
Grado 2
Grado 3
Grado 4
Grado 5
Grado 6
Grado 7
Grado 8
Grado 9
Grado 10
Grado 11
CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
CLEI VI
Tema
Fecha de inicio
Fecha de finalización
Propósito
<p>Guía No. 4: La Base de Tiempo.</p><p>Implementar un sistema electrónico completo en el tablero de pruebas como aplicación de los conceptos básicos dados en la especialidad.</p>
Motivación
<p style="text-align: center;"><img src="/web/uploads/15112022/633/8573804529-base-de-tiempo-3.png"></p><iframe width="500" height="281" src="//www.youtube.com/embed/l9RxdjMan7g" frameborder="0" allowfullscreen=""></iframe><p style="text-align: justify;">“Respecto a la práctica No. 2 …presentaremos el circuito 555 en modo astable…Este circuito se alimenta de 5 Voltios, la resistencia variable e de 20 k, la segunda resistencia es de 1K, el condensador des de 100 uF, de salida tenemos un led junto con una resistencia de 330 Ohms.Nosotros pusimos un segundo led para ver los tiempos en baja. Estoy haciendo los cálculos, tiempo de carga alto es TC = 0,693 por la suma de las dos resistencias por el condensador eso nos da un igual de 1,4553. El tiempo de descarga o bajo seria 0,693 por la resistencia número 2 que en este caso es de 1K por el condensador nos da un total de 0,0693 segundos. La suma del tiempo, tomando estos dos, seria un total de 1,5246 segundos. La frecuencia se divide 1 entre el tiempo total y de frecuencia tenemos un total de 0,65GHz. Se alimenta median te un Arduino que tiene de salida 5 voltios. El led verde es el tiempo en alta y el led azul, en baja. Aquí está la resistencia de 1K, potenciómetro de 20K y el condensador de 100 uF. Conforme voy subiendo la resistencia, los tiempos tanto altos como bajos van siendo más lentos, pero mientras voy bajando la resistencia., mas o menos, los tiempos en tanto altos y bajos son mas rápidos, se hacen mas rápidos. Aquí le vuelvo a subir la resistencia y los tiempos tanto altos y bajos son mas lentos…”</p>
Explicación
<p style="text-align: justify;">¿Qué es el circuito integrado 555?</p><p style="text-align: justify;">El circuito integrado 555 es un temporizador eléctrico y se le conoce como “máquina del tiempo” por la gran variedad de tareas que puede realizar con respecto al tiempo. El LM555 tiene internamente una combinación de circuitos digitales y analógicos, se utiliza comúnmente para proporcionar retardos de tiempo, como oscilador a una determinada frecuencia, y como un circuito integrado flip-flop.</p><p><b>Funcionamiento del 555 astable: </b>Este tipo de funcionamiento se caracteriza por una salida con forma de onda cuadrada (o rectangular) continua de ancho predefinido por el diseñador del circuito. El esquema de conexión es el que se muestra. </p><p style="text-align: center;"><img src="data:image/png;base64,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" alt="" width="305" height="242" style="width: 305px; height: 242px;"></p><p>La señal de salida tiene un nivel alto por un tiempo <b>t1</b> y un nivel bajo por un tiempo <b>t2</b>. La duración de estos tiempos dependen de los valores de <b>R1, R2 y C</b>.</p><p>Si se desea ajustar el tiempo que está a nivel alto y bajo se deben aplicar las fórmulas:</p><p style="text-align: center;"><b>Salida a nivel alto:</b> <b>t1 = 0,693 × (Ra + Rb) × C</b></p><p style="text-align: center;"><b>Salida a nivel bajo:</b> <b>t2 = 0,693 × Rb × C</b></p>
Ejercicios
<p>1. Dibujar la Protoboard</p><p>2. Implementar, en la Protoboard, el Codificador BCD que aparece en la ilustracion y presentarla funcionando correctamente.<br></p><p><img src="/web/uploads/15112022/633/7b645021db-base-de-tiempo-4.png" width="673" height="222" style="width: 673px; height: 222px;"></p>
Evidencia
Evaluación
<p>1. Revisión del cuaderno</p><p>2. Verificación del funcionamiento del sistema implementado.</p><p>3. Permanencia en el puesto de trabajo</p><p>4. Uso adecuado de materiales </p><p>5. Habilidad en el manejo de herramientas.</p>
Bibliografía
<p><a href="https://electronicabasica.site/circuito-integrado-555/">https://electronicabasica.site/circuito-integrado-555/</a></p>
Foro
calificable?
Activo
Actualizar