Que vol dir que un motor de gasolina té 4 temps?
viernes, 27 de abril de 2018
lunes, 23 de abril de 2018
Maquines tèrmiques
És una màquina que utilitza un combustible per funcionar i produir moviment.
La màquina de vapor. És una màquina que utilitza carbó per calentar aigua, que es converteix en vapor d'aigua i mou un pistó que crea el moviment.
La màquina de vapor funciona calentant l'aigua fins que s'evapora i fa vapor d'aigua que es conduït per tubs a una vàlvula que regula el pas d'aquest cap al pistó. La pressió que fa el vapor mou el pistó i mou una roda excentrica, després el vapor pasa a uns tubs refrigerants que tornen el vapor aigua. Després es torna a fer toto el procés.
![Resultado de imagen de maquina de vapor gif](https://media.giphy.com/media/NLzHZwk7ldfvW/giphy.gif)
El motor d'explosió:
En un motor d'explosió el combustible es crema dins del motor. Funciona quan el combustible entra al motor per una valvula per comprimir-ho amb aire. Després es tanquen totes les vàlvules i es comprimeix tot per llençar una guspira que fa una explosió i fa que el pistó es mogui. Els gasos sobrants s'expulsen per el tub d'escape. Les quatre fases protagonistes del motor d'explossió són: admissió, compressió, explosió i escapament.![Resultado de imagen de motor de explosion gif](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_tWfCnuNpn-Wv_I17S-bfO47sxTR5ET-LNwwMt0z3NXlZBwcM29pXTuBI7sJXi3kALt9_C8amx1SPz5v__jgMCvqPJv3FCL_MS3KtIMn1Umgqtg831VF3vvZ72RBQ=s0-d)
La màquina de vapor. És una màquina que utilitza carbó per calentar aigua, que es converteix en vapor d'aigua i mou un pistó que crea el moviment.
La màquina de vapor funciona calentant l'aigua fins que s'evapora i fa vapor d'aigua que es conduït per tubs a una vàlvula que regula el pas d'aquest cap al pistó. La pressió que fa el vapor mou el pistó i mou una roda excentrica, després el vapor pasa a uns tubs refrigerants que tornen el vapor aigua. Després es torna a fer toto el procés.
![Resultado de imagen de maquina de vapor gif](https://media.giphy.com/media/NLzHZwk7ldfvW/giphy.gif)
El motor d'explosió:
En un motor d'explosió el combustible es crema dins del motor. Funciona quan el combustible entra al motor per una valvula per comprimir-ho amb aire. Després es tanquen totes les vàlvules i es comprimeix tot per llençar una guspira que fa una explosió i fa que el pistó es mogui. Els gasos sobrants s'expulsen per el tub d'escape. Les quatre fases protagonistes del motor d'explossió són: admissió, compressió, explosió i escapament.
viernes, 20 de abril de 2018
ejercicio 15
Completa les frases al teu quadern.
a) En moltes centrals tèrmiques es crema un combustible com carbó o derivats del petroli per generar energia elèctrica.
![Resultado de imagen de petroleo](data:image/jpeg;base64,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)
b) En una central tèrmica-nuclear es produeix energia elèctrica a partir d'un combustible nuclear.
![Resultado de imagen de central termica-nuclear](data:image/jpeg;base64,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)
c) En una central eòlica s'aprofita la força del vent per produir energia elèctrica.
![Resultado de imagen de central eòlica](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxAQEBUQDxAVFRUVGBgVFRYVFRYVFRUXGBUYFxYVGBYYHSggGBolGxgWIjEiJSkrLi4uFx8zODMsNygtLisBCgoKDg0OFxAQGisdHR0rKy0rKysrLS0tLSstListLS0tLSstLS0uLSstKy0rKystLS0tLS0tLS0tKy0rLS0tLf/AABEIALcBEwMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAAAAgEDBAYFB//EAE0QAAEDAgIECgIOCAUEAwAAAAEAAhEDIRIxBEFRYQUGE3GBkaGx0fAiwRYjJDI0UmJjcnOSorLhFDNCU4KztMJDdJPS8WSjpOIHNYP/xAAZAQEBAQEBAQAAAAAAAAAAAAAAAQIDBAX/xAApEQEAAgECBAUEAwAAAAAAAAAAARECEiEDEzFRMjNBYXEiQoGRQ7Hw/9oADAMBAAIRAxEAPwDx4RCeEQvrvnFhEJ4RCKSFMJ4RCBIRCeEQgSFMJ4RCKSEQnhEIEhTCaFMIK4UwnhEIEhEJ4RCBIRCeEQlj2NJp8pwbRqa6FarSP0agDx2wvEhe/wABVmv0fSdDPvqjeWpfKqUm4i0byGjqK8MXuFzwnfKPf+2svSSQiE8IhdGSQiE8IhEJCITwiEFfFcxwnT+me5ehxhbGmaQPnan4iV5nABjhKn9P1L2uNDY03SPrD2gH1ry8LzJd8/BDyYUQnhEL1OBIRCeEQgrhSmhCgmFMJoRCqFhEJ4RCKSFMJ4RCBIRCeEQgWEQnhEIpIRCeEQgWEQmhTCBIRCeEQoLtHpg0a5i7RScDrE1gx34x1LNC38HMlukD/py77Fai5Y4Uid5WekEhYavCTQS0NJIJachcWXowkqUGvs5oPOFMoyr6TGvVl4I0nSa2lUW6LSa6q13KME/EGIySQIIkas16emCiRSqUGuayrSD8LphrsbmuDHH3zbDbmm4r6M2houk6YyWvc92iUzqaDDnlpzkNtPgruCqtINOj1yRRcZa4X5CpEco0ammwc3I5xMz5+HrvU7Zaa0vOhELVp+hPoVDTqC4uCLtc0+9e062lUQvVE3vDhJIRCeEQiEhEJ4RCDz+CjHCNP6z+1dDxsHu6vvc09dNhXOaEY4QZ9YPwrqONrfdtXeKZ66LF5eH5su+fgeLCITwiF6nAkKIVkKIQJCE8KUEwiE8IhAkIhPCIQLCITwiECQphNCIQLCITwiEUkIhPCIQLCIT4VbX0fAGmZD2hzT0kOHOHAgqWM8IhPCIVG7gRt6426NXH3QfUvOhexxYLf0jC7/Ep1aY+k5hgdMLyWiw5liPFLU9ILCDa6eF6XF+g11cVKn6uiDWfvDILW9LsIWpmotIi5b+E9HbR0AaK2MVCpT5X66q2pUeOjE1c3C38GaQ+tomm1ahlztMa93OQRHMBA6FjhceB4Z+W+L1hv0SqK1MaNVMEfB6h/YJvyTj8R2r4pjUvOewgkOBBBgg5gixBTQpcSTJJJOZJknnK6xFTsxM2rhEJ4RC0ySFEJ4RCDx6VtOb9Y3uC67je33W47WUj/wBoD1LkDbTW/WN7guz43N90g7aNI9jh6l5cPN/bvl4HhQiE8IhepwJCiFZCiECQhPCEDQpwp4RCgSEYU8KYRVeFThTwiECQjCnhTCWK8KMKshEJYTCjCnhMxoJAJABIEnIbzuUsVQt2hs5Wm+jm5s1qW2QPbWD6TQDG2nvWepSLXFrhDmktI2EG6mhVdTe2oww5hDm84MxzaulSd4WNpUAKnS3VGtmm0OOuTECMxtXr8L6M1lTFTHtdQcpT3A++ZztMjmhX6I6ho4FRwFerYtp/4VPWDUP7TvkjJZnK8bhdO7y+D9F0mnR/TdJ9qAOKgwU5rVqjLthpMNpyLk5jLOU+mBvKHC0NBwuDQ7GBiY11na23kbiFqdp1XSBpb6zy5wqaNGxoLH2aNQkyquTDqMjOmcJHzbiSw8wcS3+Jq58O4m8vh0zmJioZIWtlcNoGm331R4NQ/Ipj0Gb5cXE8wWeEALvMW5RNJ4v/AAPTR/1FM9pVcK3i2PcunjZWpn7yWFy4Pr8t8T0+CQiE8IhdnMkIhNCIQJCITwiERz2k20wfTZ3BdxxsHt1M7aLOxz1w/CFtLH0mdzV3fGgelQO2iOx7l5MfNeifA8KFEKyFEL1OBIRCeEQgSFCshCBoRCshThUsVwiFZCIQVwiFZhU4UFcIhWYUYVbFcKcKfCjCoEhS+mRYjMAjeCJBVrKZMxqGI80gT2hXhuOl8qkZ56bjBP8AC8j/AFFJmliEVm8pSFQe+p4adTaW5Un9hYeZu1YK7i1pLWOefitiT1rTQ4RpUHzVc2HNLXsLgC5jswN8gEbwtOi6HSfTFb9KpCk6cBu+o8D5tt2nUQcis6oxmmtNxbzOB+EnVnuo1aNQUWQ57mluOg4mMQDxcOloLeY8/ruZoAy/Sz00R/aqdHwjR6+Akj9MLQSA0kfo9FxkAmLtbrWeFjCLu5azmqTowZ7t5MODcWikYy0uyIMloAzJU6HVDHy67SC142sdZ3jzgKODhbTh/lPxBRC1h90e7OfoivQLHOYf2TE6iMw4biII3FJC0VX4g0RdowztAPo9Qt0BVwtxLEq+K49o4QHzlM9VQKMKfip+r4RG9p6npi1c+FPX5dOJ6KoRCswohdbc1cIhWYUQliuEQrIRCWOW4VtpfSzuau+4xiW6Ofmz+L81wXDXwrpZ3NXf8O3paMfkO72ryx5kO8+B4eFEKyEQvVbgrhRCthRCWEwoTwhA8IhWYUYViylcKYVmFGFLVXCIVmFThSyleFEKzCjCllK4RCswq2ho7nmG3Ii2uJzjWBrS1oUYYWVP2fSa8djh0scEj9IZotUiq5sDE0guAxsIiRJvIII6FdSE06jIJIHKNAiS5lnNE2ktJ+yFjLm6XSPK0izCW0mio2eVDS1paC0nC4ThnI2vYrnll1bxiy6fwWaujGqxrX03AFlUFl2ucAHC+Jpg5Zgyt3Ceh8jVNINDQwBrQI96BAy5lXw/owbjINMtxhrcDgYa2oGtBbmIAAyWnhgzpNY/OP7HEepTGZ1X7GXhZqOjluilx/xNKqvHMKVKmO2m5U4VvdVDqBa02pVWU+k0OUd96oVkwrWE7ftM43VcGC+nj5Oin77VMKeCR7Zp4+b0Y/eYnwphPX5M46K8KIVmFGFbtimbijlwkN0/fKtIVfE/33CI+S7vK0YVy4c7y6Z9IVQiFbCiF1tzVwiFZhRhSyleFEKzCiEschxgHuk8zO4L6DwuJ0fRjuePwrgeMg90n6LO5fQOEL6Jo53u/CF5v5Id/sl40KIVsIhei3ClUIwqyEYUsVYVKshCWHwohPCIWNTVFhEJ4RCaiiQiE8KYTUUSEQnhEJqKLC0aOIwOFi2oLixEwQZ6HdarpuLTIjZBuCDqI2K4spuY91y0Fk08TmuDy62JzffMAM4cyHAOib4zy2bwx3ZjToVdJfUNOoz9GJe5pc5lKo6Kgpinhda4x5TDc9S9Co9gLcVNpwuc95EtIqCpyj2gAwWgw2CNSUMYDIIeeUOMwRiw6HWgXuLTO8rz9JqHkXOm5qVienSLrnd/72dKqi8LiOUxaql+isJWzhFvt9X62p+NyycZLCv9Y7+ct/CY9vq/WP8AxFdInf8ADnMbflg4NHtWk7tLH9M1PCXgse16V/mmf04VsK4z1SYZ+CB7dp4+aod7FbCr4H+EaePmKP8AYVfCmM7yuUbQSEQnhELWpimDid+u4QHyH/3LZCy8TfhWnjbTqdz1tAWMJ3l0zjaCQohWQohb1MUSEQnhCakokIhPCITUtOO40D3Qfos7l39e+hUD8o/hXBcax7o/gZ613ovoFH6Q/A5cZn6odoj6ZebCITwohdtTjRIRCeEQmopXhUpoQmpKShRKmVzt1pKFEolLKMgKXHdHTPqSyllGQolOw6rXIzExe56rJZpKmLpa8RABbH/j4idpJPUANSao4Hb4Za9doVOp3T+PRPFYynZvGFzDDyPnKnZoT/FY9JPuY/WVv6ha2/rT9bV/onrHpfwU/WV/6gKWUs41e90j6x385enwow8vVPzjx3krzONp9HSfpu/mhepwu/2+t9NwNybenbPK2XOrZpedwYIbpg2aUz+QArFVwWfR0z/M0ub9TCtViUyhRwL8K076in3MV6o4E+Gad/l2/haVob6vUpE9SY2hEIhCFq2aYeJfw3TRtZU/vW1ossXEj/7DShtbU/uWxmQ5h3LMTvLWUbQlCJQtWzQQiUSllBCEJZTj+Nnwj+Bn9y7vRb8HU9zm/hcuF42fr/8A82+tdzweZ4Nb9JnrCxM7w6RGzIohSoW7c6CEIlLKQhEoSynLHjU79w3/AFP/AFUHjU7VRZ9t3guetsHaoAG5eDn5OlQ6B3Gxw/wqf23eCn2V1P3NP7bvBc/bcpgJz8u4948a6v7ml9t6j2WVf3dH7T14UhTbzKnPz7j3fZTW/d0vv+KPZTX+JR6nn1rwp3qJ39gTnZ91e6eM+kfFoj+F/wDuV9LjQ7BD6YxE3LbNjlaDiAC6ZwUXDnIXOSPIQPNlOdn3LdSONIGJ+GX46r2+iWt9OiaTAfSOUknaqK3GIOospmGyXuq+g43fVDvQIOUTmMwFzoO/sQ4Trd0QnOyW/Z0fDHGB+kvqhnJcm+o8iZY/AamJh9MgExmtnC/GWtVr1XUKILXPdgJ9KWlroPouN/SyXHFh+PU62nvao5La9/Uw/wBq1zp7rcdnZaNws9mi6Q8tw1atek4MLHn0Qwh5AtYW1rFV4x1mmPQzieSded2LzC59jntFqjxzQOwAKwaTVGVWp9rxUnjZLeLrOLXCmM6bpGIT+jPvGES1sD0SdwssI4yOwtLXh0yP1RBkZzcbcxay8CtWqP8Afue76TgVXJ2HrSeNPolw6P2SVN3+mM/tIbxlfGr/AExlq/aXO4nb/tfmovs+8Vnm59y47O5/+O62PTaz/jMc7rxFeTo3GJ7mTiEhs4TTgkAAkjURfaueZUe2cJLZzhxE88KuPMlanjTKW6I8ZKm0fYb270p4y1Nv3WeC58YgZBg7QVa3SKoHv+sN74Webn3avF7Z4y1NR+43wQ3jJV19jR4Lw6lV7j6RaRswgdwVcHYB0T3qc3Pukzj2dAeMlTafsN/2pPZFW+OegMn+WufDD8nqnvS8kd3V+avNz7lx2elp2mOquLnkk4QLxNp2Ady7p2mGlwNyjZkPoi0T6Tw2b21r5uwEGZHUt1Theu+mKNRwfSBDuTIIbIyNiLrpPH+mvVYmLep7KuTaDVBMkxLRNozwx3K6pxmLXFpp5EiRkYMWleAK1L9w2dxdHUZVVV7HPxFhgmSARec/SzWZ481G5WPd0I40mYNJw3+iQd3vpR7KT+6d93xXNFrNh62+CgsZsd1j1BZ5ufc29nTeyc/u3dTfFC5wclsf1jwQnNz7m3sQEILvNkgO8b76vFMHc3nUsOZhzoCrDjlr3SP+E06/OuyBwUTvSEnP1Ht6kYsxOSinJz9LuUzvKTFz9AHkZhSCYyJ8NyBp3lQXayfUownYZUT8rzzFA+Lepk9PPCqLozJ26lAOd9+QtdUXFyAdnQkiDc9nZ2okm0zsvZQOonzdIBbtve/goDszfm35WgoLfN5Qkjnt52qQB+YuOvUgmVE+bpYyGU21pnyMtW/zKCC7Z6wjF5gpG1B09httRJy9fjrVQ4cifNkrycsWcxfPm2ovFz22UDDf3Ii/gqzMAx4KXDYJNzeyB8Q1qJ1qtrTEw0bUA527jKCyfDJRit59SqL9h6DY7UB2okaubmNkoWOnaOpTi8wqiTqjPYVOEG0T0QgsmVGL81XNvyUAmc+aB3hKFvWhVNfuPnpQgdrjHnbtTHqHUqiCRlnlYDvTR6zu3edyoYCc5sDstnmUDpOVslAM2AndB1blDWE/s5jmyQNIF4vlM37EF0wAO/PoTNaf2ojnMoDQTBjdc9EIpcXMI+T5yUl/Nu8+pS2Bsscs9YlRTAictWzLOdkbUEYrX89qGluVr52jXtTE3yzy371LzhMTPagpZUGeKNgiMirW1BFiOnZsTYjk4Re+7fnkVBGq2vz1oK2mNh6Dv37lIcTq77+bZpjqnDebYp2BSNd+YZzeb2nZ0IF+UROVwSIQ2cy0Xm86/PqS4tobI1zfPMbNaOUtIga7i5gxHnYgYTnAGc3v1Rn4qCYzjbslK9zb5W2i8SC6wy19idhsC4gE6sBFptO+ClCGzBiBz5ZxeENrbxbrEeBTOJyBmDrEC89ts96VjnZazECAY23QQ3nvlJn1lQKboAJJHV/wnc6Bcnvj84vO9AcLWOqZFjzDo7UFbW7BBzmSU7WnWO09exRTIAyzmIAgX/P1JIM3YCNUG4OQI8EDYCT25+POgWM35igSf2Q4iZ1a9vV1oc8H3rQNQAdc5kc+aCHTa6ZrcoA67dgSl5vhgnVeTv5+xNyu46+4dCAdlOqPjW/JK5vXqvafFXGDkYmwiOm3MJVBOYJ7ZzvzZwoGBkxBy39sqLeROrz1Ji28yRr1b9+vsQ0kSCTrcLjbESkiIGyRz80W61BB1ar6/Mpn299OW0asz6lDGxr2DXHmUEW2+epQq3MO/oeI70ILm47Cb6ufMT1hTUc8TBN9dhHnJCFpFbCYhxmxBF7+fWhzM5OQ1dGvfZShATBgydo6BA7QgudM6iNdzv60IQWtYItIgdkXnbMlSaUdFuk/8oQoINK2Ztdtza2vbFk4abm2x3REHrQhFSGYvek337fPgkIIn0rCR1GDq29yEICwGZkkg27OaSgEQC0iDBFoteVKEFWOHNDYkwBNzedfQmFW5BuWidmVzHehCtAa9k5Qd4nO2YUazfZqyBt6kIQQKzQ5ocYJFiM7QM+tTgaAXQbnCcoPjrQhBMWBGVjkNZEI5XP0jaZnbOfchCgiPSIAnITMHX3+pLJF5ved5uYnr6lCEQz6jcN9l999/Uqy8QYNsjbq152QhBJy3RmOmTG3xUAmBN98748VKECy++XPe15MdCbGTbCQRvB7c0IVoQQ4mAMWeZjt2x3JQx0wGDMyDziVKEoF4jC3PIR1AlQ4EGSBGz196EK0tLQ7eO1QhClLT//Z)
d) En una central solar fotovoltàica la llum del Sol es converteix directament en energia elèctrica.
![Resultado de imagen de central solar fotovoltaica](data:image/jpeg;base64,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)
e) En una central tèrmica s'escalfa aigua i es converteix en vapor abans de produir l'energia elèctrica.
![Resultado de imagen de central tèrmica](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcT8j2011yEBwg1SALOEbiRWFwA8i72zpSgKtC-LZh62XcKB7RTa)
f) En una central geotèrmica s'aprofita la calor interna de la Terra per produir energia elèctrica.
![Resultado de imagen de central geotèrmica](data:image/jpeg;base64,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)
g) En una central mareomotriu s'aprofita la força de l'aigua en moviment per produir energia elèctrica.
![Resultado de imagen de central mareomotriz](data:image/jpeg;base64,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)
a) En moltes centrals tèrmiques es crema un combustible com carbó o derivats del petroli per generar energia elèctrica.
b) En una central tèrmica-nuclear es produeix energia elèctrica a partir d'un combustible nuclear.
c) En una central eòlica s'aprofita la força del vent per produir energia elèctrica.
d) En una central solar fotovoltàica la llum del Sol es converteix directament en energia elèctrica.
e) En una central tèrmica s'escalfa aigua i es converteix en vapor abans de produir l'energia elèctrica.
f) En una central geotèrmica s'aprofita la calor interna de la Terra per produir energia elèctrica.
g) En una central mareomotriu s'aprofita la força de l'aigua en moviment per produir energia elèctrica.
viernes, 6 de abril de 2018
energia
Utilitzem combustibles per escalfar-nos, obtenir aigua calenta, etc.
Fabriquem piles i bateries amb les quals proveïm d'energia els nostres aparells elèctrics portàtils.
Ens beneficiem de la força del vent per moure generar energia eòlica.
Connectem a la xarxa elèctrica els nostres electrodomèstics per fer diverses.
Combustibles:
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combustible](data:image/jpeg;base64,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)
Energia solar:
![Resultado de imagen de fotovoltaicas](data:image/jpeg;base64,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)
Piles i bateries:
![Resultado de imagen de piles i bateries](data:image/jpeg;base64,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)
Anomenem font d'energia aquell recurs que és present en la natura a partir del qual obtenim energia que usem per a diversos fins: escalfar-nos, il·luminar-nos, moure una màquina...
![Resultado de imagen de mapa d'energia](https://image.slidesharecdn.com/2-lasfuentesdeenergia-110228150022-phpapp02/95/2-las-fuentes-de-energia-35-728.jpg?cb=1298905560)
Energia solar:
Piles i bateries:
Anomenem font d'energia aquell recurs que és present en la natura a partir del qual obtenim energia que usem per a diversos fins: escalfar-nos, il·luminar-nos, moure una màquina...
![Resultado de imagen de mapa d'energia](https://image.slidesharecdn.com/2-lasfuentesdeenergia-110228150022-phpapp02/95/2-las-fuentes-de-energia-35-728.jpg?cb=1298905560)
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