divendres, 7 de novembre del 2014
tipus de palanques
divendres, 31 d’octubre del 2014
PALANQUES
Una palanca o alçaprem és una màquina simple composta per una barra rígida que pot girar lliurement al voltant d'un punt de suport, o fulcre. Pot utilitzar-se per a amplificar la força mecànica que s'aplica a un objecte, o per a incrementar la distància recorreguda per un objecte en resposta a l'aplicació d'una força.
![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_sTn8F5dcUW6ovLN8j5mdvlcml_dEhrctcLywctHjLh7ymuZ34-fbbHQkPAZRWUmegii5lO1gnE5Ppjb2vFILHcFG2y9qq36np25eT6SJ39meLIlCjzJP7skWC02z4Yr4yUGWOa8NLUY4vTq0SfFeehSO-E_atwD7xQMHaYJDjFxZ2fZlNmdhAZFBITXQ=s0-d)
2)Calcula la força
![](https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQpLtT553Mb7K8XbItNN2uaLIgEDDGSASNwxZtQ-J8SMHdJYaxs)
F·Bf =R·2b
F·2'3=100·1
F 2,3=100
F=100:2'3
F=43'47
3)ANALISI D'OBJECTES
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxQPDxQQDRAVFA8UFBUWFRIVFRcWFRUWFRQWGBQXFRcYHCggGRoxHBYWLTEhJikrLi4wGB8zODMsNygtLisBCgoKBQYGDg8PDisZExkrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrK//AABEIAOwA1gMBIgACEQEDEQH/xAAcAAEAAgMBAQEAAAAAAAAAAAAABQYDBAcBAgj/xABEEAABAwIDBAcFBQYCCwAAAAABAAIDBBEFEiEGEzFBBxQiMlFhcRUzYoGhI0JScpEWJEOSsdIXgjREU1Rjc5Oks8Hw/8QAFAEBAAAAAAAAAAAAAAAAAAAAAP/EABQRAQAAAAAAAAAAAAAAAAAAAAD/2gAMAwEAAhEDEQA/AO3oiICIiAiIgIiICIiAiIgIiICIiAiw1lXHAwyTyNjjHF73BrR8yqx/iPQb5sRlcGuFxO5jmwnW1w48vitbzQW1F8xyBzQ5hDmkXDgbgg8CCOK+kBERAREQEREBERAREQEREBERAREQEREBEWOedsbS+RzWMHFziGtHqSgyIqtJtmyYlmFwSVkmozsGSnBGhzTO7P6XXhwSsrBfEavcxnjTUZLNPB857bvPLYIJDGdqaakdu5Zc054QRAyTO9GNuR87LQ63iNYbQQsoYD/FntJOR4thacrD+Yn0Uxg+B09G3LSQMjvxcBd7vNzz2nH1KkUFao9ioA8S1jn1lQNd5Uuztafgi7jB6BVvE2ZsbFQQNzBNT0RbbsETwTF4I4d6SMW810lc5DM2E1tYO86tkqwR4U07Q35ZYfqgnH4BLQOMuEG8RN30D3HdO8TA4+5d5d0+Sk8C2hirMzG3jqI/e08gyyxnzbzHxC4KlY3hzQ4cCAR6EXCi8c2firMrn5mTx+7qIzkmjPwuHLxabgoJZFVW41UYeQzFW7yn4Nrommw8Osxj3Z+Idn0VngmbI0PjcHMcLtc0ggg8wRxQfaIiAiIgIiICIiAiIgIiICISq9XbXwteYaVr6uoGhipxnyn/AIkncZ8ygsKisZ2ipqL/AEmZrXnuxjtSO8A2Nt3H9FFdRxCssamoZRQnjDT/AGkxHg6dws0/lHzUpguzdNR3dBCN4e9M8l8rzzLpHXcf6IIv2nX1htR0wpIT/HqheQjxZA06f5j8lkp9ioXOEmISSVsw5zm8bT8EIsxv6FWZEHjGBoDWgBo0AAsAPIL1EQEREGljlb1elmnP8OKR/wDK0kKL2fwq2DxUr9c1Lld5mRhLvq4rB0k1IZhsjXOAbK+KIk8A18rQ8/yZj8lA/t5VWdVxUBdhDHZd5e0xY24MjQTbLe3Kwtx8Atux1SZcOpnu725Y135mDK76tKmVVuj2pY+mlbC4OjZVT5COGSR29b9JPorRdAIuLHgeIVYn2dkpHGbB3iO5u+jkv1aQ8yznC7zbp4hbe0+1MOHbvrLZDvS4N3bQ7VuW4Oo/Eo3DOkOlqaiOnZHO2SV2VuePKL2J114aIJXBNo46lxhka6CraO3TS6P83MPCRnxD6KaUfjGCw1jQJ2dphvHI0lkkbvxRvbq0/wBed1Dmvq8PNqtpqqQf61G37eMW4zRNFnj4mfogtCLDR1bJo2ywPa+Nwu17SC0jyIWZAREQFqYliUVNG6SokaxjG5jc62HgOJ9AttcV2m2HrqjFJXCPPHJKXNncWmNsZPZDgdbAaZbckE1XVmJ4jGa2me+moQ4GOGO2/kiHeltpmNtQ29jyvxMlQbP1VRC2anx+d8bxma8RMII8+1f1BUbtRsxiUtM8zVcErY2OLWNhDHWAu4McG6GwXMKRzhE4Nle1jnAGzXFoHN2YcPMDUoOlU9HidQZuoYrJLFECBM5jWMlladY4jrcDm/hfT0kMGwesq488eOTte0lskToWZ4pB3mPGbiPLQ6EaKr7EbMVdTSmSnfTiHeODd8xzictgS3TRt/rdSc3RrXOcXtqKVhIIO7a+MG99SA3V2vHiEHuI7N1tZOaRmKyTsjH27i0sijcR2Yzkcc7zxy8hYnkFk2YwGss6kbir6aeHv0wgYQGX7EkbrjOwgd63G4OqU3R5XRMyMlovNxjfmcfFzrXJ8+K+Kro5rpHtfv6Vjm/ejbI0keDiBq3yQbOK0GIRTR01PjEs1U+xMYhY0Rx37UsjrnK0ctLk6BfWH4biL6iSlqMYkhqG9pg3TXNmi/2kbri+uhFrjRadJ0c10Vy2akc48XyCRzzw0LrXtoNF9VPR1XSWO+pGPHdkjErZG/lda4CDax6gxClyRsxmSapldlhgEDA5/DM5zrnKwA6uOgWNtHicdS2nq8XdEZANzKImvjld9+O5AyvHIHvclqw9HGIteZOuROlIy53ST5w297Bw1t5cF7U9HmIyNLX1ULhcEZpag2cOBGa9jrxQSuL4biFHC6afHSGN0t1Vhc4nutaBq5xOgCjZBjMTIZayvMMMmj37qJ5pye5vgGiwOlyDZvNYP8PMTLmukqopSw3YJZ53ZXcnNsAQfNbU2xWKyNLZKiBzHXzNdPVuab8iCbEIJmbAcRYwySY9ljaC4uNPGGho1JvfhZQDX4yYTVMrXupQ/R25j3ror6zNhLblvEht7karEejfEiwRPq4nQj+E6Wcx2HBpZa2XTgt4bIYqNBUQW8BUVlrch3+CCv8ASD1tlPBv8SFXTTkvZaJjG3YBY9nU9881BQ7Z1sdOKZk9oAzIGbuI9i1rXLLnRbO1WzNTRvhiqXx5ZS/dMY95jYS5gf7zu3LmklbX+Hkv++0V/Dfn+1Bq7G12ItbJFhLuyC10jfsdCRlBG98m8vAKxmt2g8T/ANoqxgGxk9dNPDDJFmpyA9xcS05i8DIWtNx2D9FLnonrvxwf9R/9iCGxvaSudOwVsv29M/M0ZYuw/TXsix4DxWKt2wrJpop5Z7ywFxidu4xlLgA7QNseA4rQxzCX0NQ+nnLTIy1ywkt7TQ4WJA5EL4xbDn0sphmAEjQ0kA3HbaHDX0IQX2kxfH5WtkjzOY9oc12SmsQRcEXsvTiO0PMP/lpVoQ9FdcQ1wdT2IBymR/PWxs1eu6KK/k6D03jv7EGhNjeJYdO50jjBJKMxYGRZH6kZ920Fua/E2BKttBjGLRS0Lq6cNiqqhse5McYkyXbcus3s3B8bhU/FtkanCzFU1QjdGJmAZHlxJBL7WIGlmFWrEzWTYhh1ZXARxy1TWw0vExMuw5nn8Z5+g9EHWkREBERB4QuNYjiL8NFbhEHadPM3qpFrNbUGz2nXs20AHjcrsy5LW9GFQ7EXTRyxtp3zmbeXO8bmkzkZLauBOhvbgfJB0zA8NbSU0VPH3YmBt/EjvO+Zufmt5EQEREBERAREQEREBERBzPpRwrrlfh9Pmyb0VDc9r2sGEaeqihhNEwdVfhd8XuGNgD5d0/Q2nD82kNgSeehCmekuqfDiWGyQNa6UGbI17srS5xY0ZnchqpQ7D5ojK+od7VLt510Xu1/AMazhubaZOY80EL0W4UaPEMQp3ODnRNpxdoIb2s7iACeGthfwXSyFzvo2kkfieJuqsnWP3dsm7N2Zm7xpLT/lXRrIPz10m64tU+rP/Exae2dWyetkkheHxlkQDhzLYWNP1B/RXXbTYKtq8QmqIGMMTy0tJkAOkbWnT1BUG7owxC3u4z6St/8AaDuVH7tn5G/0CzrHTMLWNDuIaAfUBZEHP+mObd0tK618tZG7LzOWOQ2UJiHW5sQw6trvs2S1IENLziYC03f8Z0vpyHDgLR0oUM01PT9UhdM+OqZIWN/Cxj+Plew+aqohxOtxWmqaykkjhjmYWst2ImZgXHjqdNTzt5IOuoiICIiAiIgIiICIiAiIgIiICIiAiIg59t/RMqMVwyGduaN4qGub4izPD/7RR7sanbL7IbVDc73de0Tcva0tv1e9spn5Zr/K6+ulqbJW0Dt4+IATXljF3saTGHuaPHKSrfHhVF7O3IEZoDHmzE3aW94yF/4r65uN0Fd6OqBlNiWKQwi0cZpmtuST3ZSbk8Te66EuZ9Ej2uq8RMUj5I704ZJJ33tBmDS4+NgF0xAREQEREBERAREQEREBERAREQEREBERAREQEREBERBQttpmx4xhj5S1sbRUlznGwAyC5J8FX305JNS2GX9nd/nNOCbnTWcRWv1fNrkv52spLpQpnS4jhzI4mzPtMRC82bJkMbspPmGlWU7Y03VRKA4vLt0KTL9uZRpud34/S2vBBEbAzMkxPFXwOa6JzqUsc2xaRkktltyV9XOOiuJzK3E2yRtieHwXiYbsYSZzlaefFdHQEREBERAREQEREBERAREQEREBERAREQEREBERAREQc86QK7q+K4bLu3yFontHGLve5wa1rR8yFmOzNUyT2q0sdinE09gITHa24D7Xz2HvPHyWtt/RGpxfD4WyujcWTFsjLZmOb2mu15XaPqtr9qqrN7NETfa98pkuNwGZb9Y437uuTjfyQY+jes6xX4pPkczO+nvG8WcwgSgh3ncFdAXPujSldDXYpE+QyvZJBmld3nuO+JcRy1K6CgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg5r0k1L4sUoHwPjjlLJWtkl7jM5DMzvTMbeasB2Hg6sI8zhUh2966D9vvuJkzeHw8LaKK2uo2T45QRzsD4nQzhzXC7SMrzqoZte5zhQuqpPYu+MQrbG7rAWpd9fuXuN5zta6CT6K5XPq8TdJIyV5khzSx9x5G+GZvkbBdFVC6O6VkOIYrHC0NjZLC1rW90ACWwCvqAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiDlnSk0OxOkD2yuj3LzI2EkSGMOJkDbcst7+IurrPV0Iw3O4xezd3awHYLOGUNGua/LjfzVZ2yxGOlxyinqH5Io6eUud6iUAWHMmwCjxhErJG4pJRfuQlM3s4FxfFcAdZ3fd3vMtA0B8UG30QtAmxDI17WbyENbLfeNb9rlD787ELpKoPRtWsqKzE5oXZopJonMdqLgiTWxV+QEREBERAREQEREBERAREQEREBERAREQEREBERAREQc128pZJcao20wYZmwukY2QXY4xue/K71y8eR1U2/bqMwgRRPdiDnmIUJ0kbKBrn8Ixxz8LKI2zrnwY5RvhiMsvV5GsjBtmc8yAXJ4DmT4Ard/ZGojPXo6jNi9y57j7mRpABp8v3WWAAdxuL+ga/RZC9k+ItnyCYTt3gYLMzfaE5fhudF0FULownfLNiMksZje+pBdGTcsdZ2ZpPOyvqAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICItHGcWjpI95KSSSGsY0XfI891jG83FBSNscOFVjtJCXvYTTPc2Rhs5jmmVzHA+RaF63aWrqJfZDXRsr2uLZqtrgWCJoBL4m8TMQe7903PLTR2no8SdVw10rGwMbGY3SQXmfBG8uzFzbXLw11rtuL6qyswChmw5raaVohjvKysY8byOUaumMn4/xX9EEZ0aU7aR+JMLzu4aixkkdrlYHXc88OHEq80FWyeJk0RJje0OaSC24PA2IuFzvYbZiaffTV8melmm3oZbKKpwJyyyN47vgQw6G9yLAX6WEBERAREQEREBERAREQEREBERAREQEREBERAREQF8Pia4tc5oLmklpIBLSRYkHlovtRuOVssUYFLCZZ5DlYNRGw2vnld91g/U8BxQSShazZSkml3skAzkgvDXOYyUi1t9G0hsnAd4FVHEMfq8MxCKmkqWVDZomvdv8ALE0SOe9uWJ7G9hpLQAHXHieasr9s6eNjzV5qaWNuZ0EwtIf+XY2l10u0n5IJfFcSjpYjLMbNFgGgXc5x0axjRq5xPABZMPmfJEx80W6kcLmMuDiy/AEjS9rXVN2HxH2tNLXVDfcSZKaIm7Yg5gLn24GQ31ceHAW1vekBERAREQEREBERAREQEREBERAREQEREBERAREQERVfpDoKqeka3DnOEwla45H5HFoDr2dmHMjRBC49TRzbQNZVNa6D2c/OH90NzyXN+XHjyURR/vEkNPXPlfgolIpZpGAGdzbbuOaS9xHxykgZ7BQNVsNisjiZWPe4jKXOna4lvHKSX3y+SyzbIYw+PdSb10VgMhqGllmkBoyl9uX0QXjouiDDiDWABorpGgAWAAAsAOQtZXpcKptjcXhBELZGBxJIZUNaCeFzZ4ufPwXZsAZI2kgbUAiYQxiTMczs4aA65ubm99UG+iIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAlkRAREQEREBERAREQLLxeog/9k=)
F·Bf= R·Br
5000·Bf=10.000·5
5000bf=50000
bf=50000:%5000
BF=10
4)carretó
![](data:image/jpeg;base64,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)
F·Bf=R·Br
500·0'6=R·0'4
300=R·0'4
300:R·0'4
R=750n
2)Calcula la força
F·Bf =R·2b
F·2'3=100·1
F 2,3=100
F=100:2'3
F=43'47
3)ANALISI D'OBJECTES
F·Bf= R·Br
5000·Bf=10.000·5
5000bf=50000
bf=50000:%5000
BF=10
4)carretó
F·Bf=R·Br
500·0'6=R·0'4
300=R·0'4
300:R·0'4
R=750n
dilluns, 13 d’octubre del 2014
17 Relaciona les fonts d'energia següents amb el tipus d'energia que tenen
Sol-energia radiant,energia termica
Biomassa-energia tèrmica
Hidraulica-energia mecanica,energia electrica
Eolica-energia mecanica,energia elecrica
Carbo,gas,petroli-energia quimica
20 Una nevera pot servir de calefacció?
si perque la reixefa emet calor
21 Per que cuan es perfora un pou de pertoli surt un raig cap amunt?
perque esta a presió
22 Com podem fer girar el generador d'una central termica?
Per generar calor o cremar residus
24 Quines transformacions energetiques passen quan:
a) Es planxa amb vapor.electrica-calorifica.
b) Es renta la roba amb aigua calenta.electrica-mecanica
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)
![](https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQ-Uken4xGqRkMlKjzjZlgm5okcnVFDvfhCTwW0kOTfQtf1SH_8)
41
Sol-energia radiant,energia termica
Biomassa-energia tèrmica
Hidraulica-energia mecanica,energia electrica
Eolica-energia mecanica,energia elecrica
Carbo,gas,petroli-energia quimica
20 Una nevera pot servir de calefacció?
![](https://fbcdn-profile-a.akamaihd.net/hprofile-ak-xap1/t5.0-1/50503_413230885190_5689519_n.jpg)
21 Per que cuan es perfora un pou de pertoli surt un raig cap amunt?
perque esta a presió
22 Com podem fer girar el generador d'una central termica?
Per generar calor o cremar residus
24 Quines transformacions energetiques passen quan:
a) Es planxa amb vapor.electrica-calorifica.
b) Es renta la roba amb aigua calenta.electrica-mecanica
TORRES D'ALTA TENSIÓ
Serveix per transportar electricitat
41
|
Tensió
|
Corrent altern
|
Corrent continu
|
Rentadora
|
220
|
X
|
|
Calculadora
|
1’5
|
|
X
|
Televisió
|
22
|
X
|
|
Ràdio portatil
|
3v
|
|
X
|
divendres, 3 d’octubre del 2014
centrals
6 Quins combustibles es poden fer servir a les centrals tèrmiques? carbo, petroli
-Podem fer servir la llenya? si
7 Fes un diagrama d'una central nuclear i explica les transformacions energetiques que s'hi fan
8 Quina funció tenen les barres de control?detectar la reacció I el refrigerant?extreu el calor del reactor
![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_sG4vm8K9NnuPVxFSjTkyNOUhcHIW8ndbELYf7VCDtTuBKr3pICkJWKV45x4Y3DhTs6PWTnPaBB6x1LwWbS9SgM7mxENjKoeXPISLnLuLdWHnj8O746Ukk2QoPXqLd48Ng=s0-d)
9 Quina funció té el grup turbina-generador en una central hidroelectrica: La fuerza de la turbina genera un movimiento rotatorio y se hace energia electrica
10 Explica amb el teu llenguatge com funciona una central hidroelectrica: l'aigua captada d'una basa passa fins a una turbina que funciona gracies al generador.La turbina gira amb el aigua i surt pel desguas
14 Com funciona un aerogenerador? con viento
-Podem fer servir la llenya? si
7 Fes un diagrama d'una central nuclear i explica les transformacions energetiques que s'hi fan
8 Quina funció tenen les barres de control?detectar la reacció I el refrigerant?extreu el calor del reactor
9 Quina funció té el grup turbina-generador en una central hidroelectrica: La fuerza de la turbina genera un movimiento rotatorio y se hace energia electrica
10 Explica amb el teu llenguatge com funciona una central hidroelectrica: l'aigua captada d'una basa passa fins a una turbina que funciona gracies al generador.La turbina gira amb el aigua i surt pel desguas
14 Com funciona un aerogenerador? con viento
divendres, 19 de setembre del 2014
diferents fonts d'energia
les fonts renovables son inesgotables i es renoven mes rapid de que es consumeixen
no son renovables les que no renoven a curt termini
son convencionals els que proporcionen energia a diferents paisos
son alternatives els que guanyen impotancia sobretot en cas de energia eolica y solar
S i per escalfar el menjar fan falta 1000 kcal quants joules necessitem? i si fem servir electricitat?
1kcal-.1180 j
1000kcal-1180000j
1kwh-360000
.1'16kwh-180000
1kcal-.1180 j
1000kcal-1180000j
1kwh-360000
.1'16kwh-180000
energia
1 Indica mitjançant un diagrama de blocs les transformacions energetiques que es produeixen
Batedora: electrica
Una cuina de gas: quimica, termica
![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_ucek0sYY6i4a7HeXc6pQ1il3lqcRqcWZ1Z77HKDeB80AQ_53KSNjCyCH7fHJOAUk4ULZr5SjTTdHK2fvrQ0H0CCBYFyF1ggED0XFNzNTi5eijg0S8R_62pQqPTiheRpw=s0-d)
Un microones:elecctrica,mecanica,calorifica
![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_tQwSM_48gqmZKbLDggFX1fq2zh88_iEETNDwB5yg3k_N079is4bO_1rPmowM8Ejr7fng1l4iH_y0qAvWMqFeoNLj1iBsWEOfZ5ufhaAH1IqCbWoNPQrXfE3oS0535eFfa7NeqT7aQJbpK0A_MR=s0-d)
Focs artificials: lluminosa,quimica
Batedora: electrica
Una cuina de gas: quimica, termica
Un microones:elecctrica,mecanica,calorifica
Focs artificials: lluminosa,quimica
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