pla inclinat
El pla inclinat es una rampaque serveix per elevar carregues fent meny esforços.
tasco
el tasco es un pla inclinatdoble en el qualla força s'aplica perpemdicular a la base es transmet multiplicada a ales cares de tasco.
cargo
el cargol es un pla inclinat , pero enrotllat sobre un cilindre.
28.si vull empenyer un cotxe que pesa 8.ooo n per un rampa de 1 metre d'altura i 100 metres de longuitud .Amb una força de 300 n ?si es pot .
F·b=R·a
F·100=8.000·1
F=8.000·1%100
F=80 N
lunes, 15 de diciembre de 2014
pla inclinat , tasco , cargol
viernes, 7 de noviembre de 2014
tipus de palanques
Segons la posició relativa de la força , la resistencia , i el punt de suport , les palanques es classifiques en tres tipus.
1posa exemples dels tres tipus de palanques;
palanca de primer grau:el punt de suport es entre la força y la resistencia.
palanca de segon grau:la resistencia es entre el punt de suport y la força.
palanca de tercer grau;la força es entre el punt de suport y la resistencia.
1posa exemples dels tres tipus de palanques;
viernes, 31 de octubre de 2014
Palanques
PALANCA: La palancaés una maquina simple.Es una maquina capaç de multiplicar la forca i es simple perque esta formada per molts pocs elements:una barra rigida,i un punt de suport.Amb un palanca puc aixecar molt de pes fent poca força.
![](data:image/jpeg;base64,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)
2 Aïlla la força.
F =X
Bf =2,3 F·Bf = R· Br
R =100 F·2,3=100·1
Br =1 F= 100/2,3
F=43,47N
18 Aïlla la Bf
F =5000
Bf =X 5000·X=10000·5
R =10.000 X=50000/5000
Br =5 x=10m
19 Aïlla la R
F=500
Bf=O,6 500·0,6=X·0,4
R=X 300/0,4=X
Br=0,4 750N =X
2 Aïlla la força.
F =X
Bf =2,3 F·Bf = R· Br
R =100 F·2,3=100·1
Br =1 F= 100/2,3
F=43,47N
18 Aïlla la Bf
F =5000
Bf =X 5000·X=10000·5
R =10.000 X=50000/5000
Br =5 x=10m
19 Aïlla la R
F=500
Bf=O,6 500·0,6=X·0,4
R=X 300/0,4=X
Br=0,4 750N =X
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVHzxNsGUsguTOYj5xTZa96pahxSAc2R-Mv5KiiVKYfURIk2CxucW0eq7zaPWSvUFp6rHdbZ08VpME2reMdXDVaUkqbAi-eJNnyJ3SFGeRQ_Qhpzkh5FNP1Bd-YGYymeYJIuPRJmFLKfI/s200/So%C3%B1ar+con+carreta.jpg)
viernes, 24 de octubre de 2014
lunes, 13 de octubre de 2014
Activitats
17)Relaciona les fonts d'energia seguents amb el tipus d'energia que tenen:
Sol-energia radiant_energia termica
Biomassa-energia termica
Hidraulica-energia mecanica-energiaelectrica
Eolica-energiamecanica-energiaelectrica
Carbo-energia quimica
20)una nevera pot servir de calefaccio? si
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)
21)perque quan es perfora un pou de petroli surt un raid disparat?per la pressio atmosferica
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)
22)com podem fer girar un generadord'una central termica?
amb vapor a pressio
24)quines transformacions energetiques passen quan:
es planxa amb vapor
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)
es renta roba amb aigua calenta
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)
36)Les torres d'alta tensio disposen d'unes peces en forma de discos o plats col·locats als elements que subjecten els cables.Analitza algunes d'aquestes torres i explica les diferencies les unes de les altres.
per parar el vent i que la corrent pogui arrivar a totes les ciutats.
![](http://teleobjetivo.org/wp-content/uploads/2009/05/torre-eolica.jpg)
41a quina tensio treballen?
Sol-energia radiant_energia termica
Biomassa-energia termica
Hidraulica-energia mecanica-energiaelectrica
Eolica-energiamecanica-energiaelectrica
Carbo-energia quimica
20)una nevera pot servir de calefaccio? si
21)perque quan es perfora un pou de petroli surt un raid disparat?per la pressio atmosferica
22)com podem fer girar un generadord'una central termica?
amb vapor a pressio
24)quines transformacions energetiques passen quan:
es planxa amb vapor
es renta roba amb aigua calenta
36)Les torres d'alta tensio disposen d'unes peces en forma de discos o plats col·locats als elements que subjecten els cables.Analitza algunes d'aquestes torres i explica les diferencies les unes de les altres.
per parar el vent i que la corrent pogui arrivar a totes les ciutats.
![](http://teleobjetivo.org/wp-content/uploads/2009/05/torre-eolica.jpg)
41a quina tensio treballen?
viernes, 3 de octubre de 2014
Centrales electriques.
Centrals tèrmiques de combustió
*Quins combustibles es poden fer servir a les centrals termiques?podriem fer servir llenya?
Gas , carbo , petroli .SI.
Centrals termiques nuclears
*localitza un mapa de catalunya o espanya i indica les centrals nuclears.
Centrals hidroelectriques
*quinesfuncions te el grup turbina y generador en una central hidroelectrica?
Amb la força de l'aigua la turbina gira i amb el generador ho transformen en energia mecanica , electricitat de baix voltatge.
centrals solars fotovoltaica
centrals solars termiques
*quin es el incombenient mes gran de les centrals solars?
les hores de sol a cada pais.
parc eolics
l'energia biomassa
energia geotermica
energia mareomotriu
viernes, 26 de septiembre de 2014
El mapa de les energies.
viernes, 19 de septiembre de 2014
Unitats d'energia
Unitats d'energia.
Joule(J).És la unitat del sistema internacional.Com que és molt petita , se sol utilitzar el kilojoule , que són 1.000joules. Si s'aixequen 100kg a l'altura de 1m , es consumeix 1 kj.
Kilocaloria(kcal). És una unitat d'energia molt utilitzada en procesos en que interve la calor.
Kilowatt/hora. (kWh). És una unitat que es fa servir per mesurar el consum d'energia electrica.
Què és l'energia ?
L'energia és la capacitat d'un cos o d'un sistema per fer canvis.
ACTIVITATS.
1.Indica mitjançant un diagrama de bloca les transformacions energetiques que es produeixen:
Batedora
Energia electrica , a Energia mecanica .
![](http://i269.photobucket.com/albums/jj43/comentarioshi5/gifs-animados/Electrodomesticos/Batidoras/batidora-01.gif)
Cuina de gas
Energia quimica , a Energia termica o calorifica.
![](http://www.soloimagen.net/imagenes-animadas/Electrodomesticos/Cocina.gif)
Microones
Energia electrica a , energia calorifica o termica i a energia mecanica.
![](http://www.gifmania.com/Gif-Animados-Objetos/Imagenes-Hogar/Electrodomesticos/Microondas/Microondas-63076.gif)
Focs artificials
Energia quimica a , energia lumiinosa i energia termica .
![](http://4.bp.blogspot.com/-t47ff-clGuw/T0QvqOBe9gI/AAAAAAAA5D0/dFA4PGTZxmY/s400/19.gif)
2 Si per escalfar el mejar fan falta 1.000kcal quants joules necessitem? I si fem servir electricitat , quants kWh necessitem?
1.000kcal=4.180.000 joules
1.000kcal=1.160kwh
4.180.000joules = 3.60:418=1,16kwh·1.000=1.160kwh
Diferents fonts d'energia.
RENOVABLES O NO RENOVABLES.
·Son fonts d'energia renovables les que son inesgotables o que es renoven a un ritme mes gran del que es consumeixen.
·Son fonts no renovables les que no es renoven a curt termini i per tant s' esgoten .
CONVENCIONALS O ALTERNATIVES
·Anomenem fonts convencionals o alternatives son les proporcionen la majoria de l'energia als diferents paisos.
·Les fonts d'energia no convenci0onals o alternatives son les que tenen ubn us menys estes qwue les anteriors tot i que cada vegada guanyen mes importancia , sobretot en el cas dew les enrgies eolica i solar.
Joule(J).És la unitat del sistema internacional.Com que és molt petita , se sol utilitzar el kilojoule , que són 1.000joules. Si s'aixequen 100kg a l'altura de 1m , es consumeix 1 kj.
Kilocaloria(kcal). És una unitat d'energia molt utilitzada en procesos en que interve la calor.
Kilowatt/hora. (kWh). És una unitat que es fa servir per mesurar el consum d'energia electrica.
Què és l'energia ?
L'energia és la capacitat d'un cos o d'un sistema per fer canvis.
ACTIVITATS.
1.Indica mitjançant un diagrama de bloca les transformacions energetiques que es produeixen:
Batedora
Energia electrica , a Energia mecanica .
![](http://i269.photobucket.com/albums/jj43/comentarioshi5/gifs-animados/Electrodomesticos/Batidoras/batidora-01.gif)
Cuina de gas
Energia quimica , a Energia termica o calorifica.
![](http://www.soloimagen.net/imagenes-animadas/Electrodomesticos/Cocina.gif)
Microones
Energia electrica a , energia calorifica o termica i a energia mecanica.
![](http://www.gifmania.com/Gif-Animados-Objetos/Imagenes-Hogar/Electrodomesticos/Microondas/Microondas-63076.gif)
Focs artificials
Energia quimica a , energia lumiinosa i energia termica .
![](http://4.bp.blogspot.com/-t47ff-clGuw/T0QvqOBe9gI/AAAAAAAA5D0/dFA4PGTZxmY/s400/19.gif)
2 Si per escalfar el mejar fan falta 1.000kcal quants joules necessitem? I si fem servir electricitat , quants kWh necessitem?
1.000kcal=4.180.000 joules
1.000kcal=1.160kwh
4.180.000joules = 3.60:418=1,16kwh·1.000=1.160kwh
Diferents fonts d'energia.
RENOVABLES O NO RENOVABLES.
·Son fonts d'energia renovables les que son inesgotables o que es renoven a un ritme mes gran del que es consumeixen.
·Son fonts no renovables les que no es renoven a curt termini i per tant s' esgoten .
CONVENCIONALS O ALTERNATIVES
·Anomenem fonts convencionals o alternatives son les proporcionen la majoria de l'energia als diferents paisos.
·Les fonts d'energia no convenci0onals o alternatives son les que tenen ubn us menys estes qwue les anteriors tot i que cada vegada guanyen mes importancia , sobretot en el cas dew les enrgies eolica i solar.
![](https://lh5.googleusercontent.com/-TNZHR0eLDgs/UHvCiUt4_mI/AAAAAAAAAxY/nzhs0DO5T1U/s523/consum+energia+espanya+2007.jpg)
martes, 17 de junio de 2014
Soldadura
Soldador
Un soldador eléctrico o de estaño es una herramienta eléctrica usada para soldar.
Estany
L'estany és un element químic
Coure
és un element químic i un dels metalls més importants.. Es tracta d'un metall de transició de coloració rogenca i de brillantor metàl·lica que, juntament amb la plata i l'or, forma part de l'anomenat grup 11 de la taula periòdica, caracteritzat perquè són els millors conductors d'electricitat. Gràcies a la seva alta conductivitat elèctrica, ductilitat imal·leabilitat, s'ha convertit en el material més utilitzat per a fabricar cables elèctrics i altres components elèctrics ielectrònics.
La soldadura blanda :
Un soldador eléctrico o de estaño es una herramienta eléctrica usada para soldar.
Estany
L'estany és un element químic
és un element químic i un dels metalls més importants.. Es tracta d'un metall de transició de coloració rogenca i de brillantor metàl·lica que, juntament amb la plata i l'or, forma part de l'anomenat grup 11 de la taula periòdica, caracteritzat perquè són els millors conductors d'electricitat. Gràcies a la seva alta conductivitat elèctrica, ductilitat imal·leabilitat, s'ha convertit en el material més utilitzat per a fabricar cables elèctrics i altres components elèctrics ielectrònics.
La soldadura blanda :
es el proceso de unión de dos piezas mediante calor y un material de aportación que se funde a una temperatura por debajo de los 427 ºC (800 ºF) y por debajo del punto de fusión de las piezas a ser soldadas.
El material de aportación utilizado en soldadura blanda varía en función del material de las piezas a unir. Las aleaciones que más se utilizan son de estaño-plomo, estaño-plata, estaño-zinc.
El objetivo de este proceso de soldadura entre piezas de iguales o distintos materiales, es crear una unión permanente de alta resistencia, simplificar la operación mecánica y adoptar técnicas de producción sencilla, siempre compatible con las exigencias de la producción en cadena entre otros.
Existen distintos métodos para realizar la soldadura blanda por ejemplo el soplete, resistencia eléctrica, ultrasonidos o por inducción entre otros. La soldadura blanda realizada por inducción presenta una serie de ventajas frente a estos otros métodos.
jueves, 12 de junio de 2014
martes, 3 de junio de 2014
connectant bombetes:en sèrie i en paral·lel.
En sèrie , un circuit en sèrieté tots els elements connectats l'un a continuación de l'altre , com en cadena de manera que per tots hi circula el mateix corent elèctric.
En paral·lel ,uncircuit en paral·lel té tots els elements connectats a la mateixa tensió:és a dir , un dels terminals al positiu i l'altre al pol negatiu de la pila.
En paral·lel ,uncircuit en paral·lel té tots els elements connectats a la mateixa tensió:és a dir , un dels terminals al positiu i l'altre al pol negatiu de la pila.
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