19. Enllaça cadascuna de les tècniques de conservació amb la seva definició:
adob: els aliments se sumergeixen en vinagre, sal i aigua.
dessecació:s'aplica calor fins que el producte s'asseca.
pasteurització: uns líquids se sotmeten a temperatures molt elevades durant un curt període de temps.
salaó: l'aliment es desidrata salant-lo.
liofilització: el producte es congela i després es deixa en una cambra de buit.
21. completa les oracions següents:
Per conservar la llet s'utilitza la tècnica de pasteurització.
Amb la tècnica de salaó, es vol deshidratar els aliments sense utilitzar calor, sino sal.
El procés pel qual es congela per sota dels 5 graus es diu congelació.
En el procés d'enllaurament, els aliments primer s'escalfen i després s'envasen al buit.
martes, 30 de mayo de 2017
jueves, 25 de mayo de 2017
plásticos
tipos de plásticos:
Termoplásticos: son fácilmente enrollables cuando se calientan a una determinada temperatura. De este tipo son los tubos PVC.
![Resultado de imagen de pvc](data:image/jpeg;base64,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Termoestables: solo se pueden doblar una vez ya que si no se queman. Un ejemplo son los mangos de las paellas.
![Resultado de imagen de mango de paella](data:image/jpeg;base64,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)
Técnicas de modelaje:
Por inyección: el plástico en granos se mete en un molde, se calienta luego se enfía y este toma la forma el molde.
![Resultado de imagen de plastico por inyección](data:image/jpeg;base64,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)
Por compresión: el plástico se pone en un molde caliente se suspende a una gran presión y este adquiere la forma del molde.
![Resultado de imagen de plastico por compresion](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRS-xLw4jbQx4wDuRSVK41bY4M8oeUYX4oed6X2GQh0Be0ZG-XrJw)
Por extrusión: el plástico se empeña en una cuña de la sección transversal que se quiere conseguir.
![Resultado de imagen de plastico por extrusion](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQkZP8tP2f2Apckw5lhZOKrFvmtIlegL0RYbzjrN6ppgry8Mmc5KQ)
Por calandraje: el plástico se pasa pro unos rodillos hasta hacer una lona.
Termoplásticos: son fácilmente enrollables cuando se calientan a una determinada temperatura. De este tipo son los tubos PVC.
Termoestables: solo se pueden doblar una vez ya que si no se queman. Un ejemplo son los mangos de las paellas.
Técnicas de modelaje:
Por inyección: el plástico en granos se mete en un molde, se calienta luego se enfía y este toma la forma el molde.
Por compresión: el plástico se pone en un molde caliente se suspende a una gran presión y este adquiere la forma del molde.
Por extrusión: el plástico se empeña en una cuña de la sección transversal que se quiere conseguir.
Por calandraje: el plástico se pasa pro unos rodillos hasta hacer una lona.
martes, 23 de mayo de 2017
ejemplos de transformaciones y ejercicio 10
El tissatge:
Es el proceso que consiste en entrelazar hilos para formar tejidos.
La tintura y la estampación:
La tintura es el proceso donde se le da color a un tejido.
![Resultado de imagen de tintura de camiseta](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_tGV8jmFUZZRJJ5-K6dHhC9X8xryJYjPo6BosNfiewVUjj9ybsVCraHwr2c8WRcsSNb5v2rKIB64_Fh9y6Qe_pIn2M_MDxmzr-EfJ8cMy3smIe47lDyxR-wFDZirT8Dn4VRsTK0e2yhiH9o8Al1ospVQyy3AWfWu1WExMMssddaUSBUl0hapm7BGms8XfW__pjoNgBpj_RJNyLiKPO6UfJkJ2xYMfTXDF4CMNCuhYjc8zOXzz3viYk=s0-d)
El estampado consiste en utilizar unos moldes con un dibujo que se estampa en el tejido.
![Resultado de imagen de estampados de camisetas](data:image/jpeg;base64,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)
a) La carda es un aparato con el que se peinan las fibras.
b) Gracias al manuar se estiran la cintas de cuerda y se obtienen las vetas.
c)El batán es una máquina con la cual se limpian las fibras i se extrae la suciedad que contienen.
d)El ultimo paso consiste en torzar las cintas para obtener el hilo.
Es el proceso que consiste en entrelazar hilos para formar tejidos.
La tintura y la estampación:
La tintura es el proceso donde se le da color a un tejido.
El estampado consiste en utilizar unos moldes con un dibujo que se estampa en el tejido.
a) La carda es un aparato con el que se peinan las fibras.
b) Gracias al manuar se estiran la cintas de cuerda y se obtienen las vetas.
c)El batán es una máquina con la cual se limpian las fibras i se extrae la suciedad que contienen.
d)El ultimo paso consiste en torzar las cintas para obtener el hilo.
jueves, 18 de mayo de 2017
ejercicios
8.
Lil: Vegetal
![Resultado de imagen de teixit lil](data:image/jpeg;base64,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)
Lana: Animal
![Resultado de imagen de lana](data:image/jpeg;base64,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)
Rión: Mineral
![Resultado de imagen de 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)
Licra: Mineral
![Resultado de imagen de 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)
Caixmir: Mineral
![Resultado de imagen de caixmir teixit](data:image/jpeg;base64,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)
Espart: Vegetal
![Resultado de imagen de 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)
Tergal: Mineral
![Resultado de imagen de tergal](data:image/jpeg;base64,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)
Nilon: Mineral
Lil: Vegetal
Lana: Animal
Rión: Mineral
Licra: Mineral
Caixmir: Mineral
Espart: Vegetal
Tergal: Mineral
Nilon: Mineral
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