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3.7. Engranando ideas

Haz memoria

La imagen representa una cabeza con engranajes

Es el momento de conectar lo aprendido y hacer girar los conocimientos para poner en marcha soluciones que transformen vuestro entorno.

¡Prepárate para engranar ideas y repasar cómo los mecanismos hacen la vida más fácil para todos!

3.7.1. Más veloz que un rayo

Pictograma que representa velocidadPara realizar el reto necesitas precisión y para ello magnitudes y unidades. Realiza alguna de las siguientes actividades para encontrar la precisión.

Opción A: Velocidad lineal y velocidad angular

Pregunta

¿Cuál de las siguientes expresiones es cierta para calcular la velocidad lineal?

Respuestas

\( \frac{\text{tiempo}}{\text{espacio}} \)

\(\frac{\text{vueltas}}{\text{espacio}}\)

\(\frac{\text{espacio}}{\text{tiempo}}\)

\(\frac{\text{vueltas}}{\text{tiempo}}\)

Retroalimentación

Pregunta

¿En qué unidades se mide la velocidad angular en los mecanismos?

Respuestas

\( \frac{\text{tiempo}}{\text{espacio}} \)

\(\frac{\text{vueltas}}{\text{espacio}}\)

\(\frac{\text{espacio}}{\text{tiempo}}\)

\(\frac{\text{vueltas}}{\text{tiempo}}\)

Retroalimentación

Opción B: Calcula la velocidad lineal

El Halo es un ascensor que han construido en Vigo para comunicar dos barrios de la ciudad separados por una altura de 45 metros. En el vídeo que te proponemos puedes ver el funcionamiento del ascensor y calcular su velocidad. Considera que cada una de las plantas tiene una altura de 3 metros.

En el vídeo podemos observar 15 plantas, que el ascensor recorre en segundos. Por lo tanto, la velocidad del ascensor es de  m/s.

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Opción C: Calcula la velocidad angular

En el siguiente vídeo tienes un ejemplo de una noria real. ¿A qué velocidad está girando?




Cada conjunto de cabinas del mismo color tarda segundos en pasar por un punto fijo. Como la noria cuenta con 6 colores de cabina, el tiempo total para completar una vuelta es de segundos. Por lo tanto, su velocidad angular es de revoluciones por minuto (r.p.m.).

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3.7.2. Genera movimiento: motores

motor de corriente contínuaEl motor eléctrico va a ser una parte fundamental de vuestro reto. Realiza alguna de las siguientes actividades.

Opción A: Un motor es...

Lee el texto y completa las palabras que faltan.

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Un @@motor@@ eléctrico es un dispositivo que convierte energía @@eléctrica@@ en energía @@cinética@@ a través de un @@eje@@ que gira. 

Su navegador no es compatible con esta herramienta.

Opción B: Levantar pesos con un motor

Completa la afirmación para que sea correcta.

A mayor velocidad de giro, será la fuerza que puede ejercer un motor para mover o levantar un peso. Por el contrario, a menor velocidad de giro, será la fuerza.

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3.7.3. Reduce la carga

Repasa los mecanismos que puedes emplear para reducir la fuerza con la que elevar una carga. Realiza alguna de las siguientes opciones:

Opción A: Ordena las poleas

Ordena estos sistemas de poleas desde el que requiere más fuerza hasta el que necesita menos para levantar el mismo peso.

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012
Su navegador no es compatible con esta herramienta.

Opción B: La afirmación correcta

Completa la siguiente afirmación para que sea correcta.

En un sistema de poleas de elevación, cuanta menos cuerda tengo que recoger  fuerza necesito para elevar un mismo peso. Y cuanta más cuerda tengo que recoger, fuerza necesito.

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3.7.4. Varía la velocidad

A través de engranajes, poleas y tornillos sin fin, podemos aumentar, reducir o controlar el movimiento según lo necesitemos. Realiza alguna de estas actividades para reforzar lo que has aprendido.

Opción A: Tornillo sin fin y corona

Pregunta

Sólo uno de estos mecanismos que ves en las imágenes funciona. ¿Sabes cuál y por qué?

Tornillo sin fin dónde conecto el motor

Respuestas

Respuesta A

Respuesta B

Retroalimentación

Opción B: Utiliza el simulador de engranajes

Utilizando el simulador de engranajes Gear Generator y añadiendo sólo elementos de 12 y 24 dientes, consigue una combinación de engranajes de forma que:

  • La velocidad a la salida se reduzca desde 16 rpm a 1 rpm.
  • El sentido de giro en la salida sea inverso al sentido de giro en la entrada.

¿Necesitas ayuda?

En la imagen puedes ver una solución posible hecha con otro programa de diseño.

Posible solución tren engranajes compuesto con piñon loco

Opción C: Realiza los cálculos

Resuelve los siguientes problemas matemáticos.

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Tren de engranajesCalcula las rpm de la salida de este tren de engranajes si la rueda de entrada gira a {n} rpm y tiene {z} dientes. Ten en cuenta que los dientes de las otras ruedas, tal como se ve en el esquema, son 30, 10 y 40 dientes.

Su navegador no es compatible con esta herramienta.

3.7.5. Transforma movimiento

Recuerda que podemos cambiar el tipo de movimiento utilizando diversos mecanismos. Realiza alguna de las siguientes opciones.

Opción A: Reversibles o irreversibles

Un mecanismo es reversible cuando puede intercambiar el elemento de entrada sin problema. Es decir, cuándo cualquiera de sus elementos puede ser el mecanismo de entrada y funcionar. 

Etiqueta como reversibles o irreversibles los siguientes mecanismos de transformación y transmisión del movimiento

  • Leva-seguidor 
  • Biela-manivela 
  • Piñón-cremallera 
  • Excéntrica 
  • Tornillo-tuerca
  • Tornillo sin fin

Habilitar JavaScript

Opción B: Partes de una biela manivela

2

Pulsa sobre las áreas o iconos activos de la imagen.

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Su navegador no es compatible con esta herramienta.

3.7.6. Herramientas y materiales

Para poder realizar la maqueta del reto en el aula-taller necesitarás conocer herramientas y materiales. Afianza conceptos realizando alguna de estas actividades.

Opción A: Coge la herramienta adecuada del panel

2

Herramientas Recuerda el nombre de las herramientas y encuéntralas en este panel.

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Opción B: Identifica materiales

2

MaterialesIdentifica los materiales de este muestrario. Serán útiles para realizar tu maqueta.

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