<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5713071267731479843</id><updated>2012-03-07T13:45:52.926+01:00</updated><title type='text'>Fysik Komvux Enköping Vt 12</title><subtitle type='html'>Välkommen till vår fysikblogg där vi skriver om ämnet fysik, experiment vi genomfört och om andra intressanta saker som berör fysikämnet. Kolla gärna runt i bloggen och var inte rädd för att kommentera eller ställa frågor</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>IngridJ</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/_MvpN7R83fv0/S2RU9BceuNI/AAAAAAAAAAY/Gn2ZoLL1uHQ/S220/Ingrid.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>31</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-5374323703412716263</id><published>2012-03-01T21:52:00.002+01:00</published><updated>2012-03-01T21:52:53.718+01:00</updated><title type='text'>Det är ju lysande!</title><content type='html'>&lt;span lang="EN"&gt; Halloj! Här kommer ett lite längre inlägg, för den som orkar (lugn, mest bilder som tar plats ;-) ).&lt;br /&gt;&lt;br /&gt;Alltsedan Lindas inlägg om potatisbatteriet så har det ju varit lite funderingar kring huruvida en lampa kan fås att lysa, endast genom att koppla ihop några potatisar, så jag och Stefan har undersökt läget. Vi skippade potatisarna och körde på citron istället, men principen är densamma i båda fallen. Linslus som jag är, så blev det svårt för Stefan att få ta plats framför kameran, men jag kan lova, att om en krets har byggts på Komvux, så har maestro Kjellberg varit involverad!&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Here goes:&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-YmDiKwByzhY/T0_dC9uFbpI/AAAAAAAAAAM/_C3mQcKVfFs/s1600/sp%C3%A4nning+1+cell.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://2.bp.blogspot.com/-YmDiKwByzhY/T0_dC9uFbpI/AAAAAAAAAAM/_C3mQcKVfFs/s400/sp%C3%A4nning+1+cell.JPG" uda="true" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span lang="EN"&gt;Här har vi våra komponenter. Ett gäng citroner (elektrolyten), förzinkad spik, tvinnad koppartråd (dessa två agerar elektroder), en multimeter och några sladdar. Som ni ser så är multimetern kopplad så att den kan mäta spänningen över en citron, och siffrorna ni ser är på riktigt! När elektroderna kopplas till citronen så uppstår faktiskt en spänning på knappt 1V! &lt;/span&gt;&lt;br /&gt;&lt;span lang="EN"&gt;Häftigt? JA! Nöjda? ALDRIG! More juice!! &lt;br /&gt;Om en citron kan ge 1V, så borde väl fyra citroner kunna ge 4V? Vi provar:&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-H2jYhzdR5xM/T0_dgCtCiVI/AAAAAAAAAAU/CZBNconCvRg/s1600/batteri+m+multim.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="297" src="http://1.bp.blogspot.com/-H2jYhzdR5xM/T0_dgCtCiVI/AAAAAAAAAAU/CZBNconCvRg/s400/batteri+m+multim.JPG" uda="true" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span lang="EN"&gt;Citronerna kopplas i serie, spänningen över polerna kontrolleras, och mycket riktigt, multimetern visar på knappt 4V. Tidigare hade vi en enda cell (som för övrigt byggdes enligt samma modell som den vi gjorde på lektionen i onsdags, om ni minns?), men nu när vi har kopplat ihop flera celler, så har vi ett regelrätt batteri! =D&lt;br /&gt;&lt;br /&gt;&lt;span lang="EN"&gt;So far, so good, men målet var väl ändå att tända en lampa, inte sant?&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-HyWQSAn4s9M/T0_eALuo3WI/AAAAAAAAAAc/Zg9us5x5jrg/s1600/kopplar+diod.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://4.bp.blogspot.com/-HyWQSAn4s9M/T0_eALuo3WI/AAAAAAAAAAc/Zg9us5x5jrg/s400/kopplar+diod.JPG" uda="true" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span lang="EN"&gt;Till det ändamålet slog Stefan sönder sitt cykellyse, för att producera en lysdiod. No half measures. Här, på bilden ovan, står jag, den evige lärlingen, och försöker koppla in dioden i kretsen, med ett par krokodilklämmor. Det är ett precisionsarbete, som kräver enorm skicklighet. Och ödmjukhet, det går inte utan ödmjukhet.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-47GSTukXkCo/T0_fR6zk5II/AAAAAAAAAAk/rvhzmAfMjfg/s1600/lysdiod+far.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://1.bp.blogspot.com/-47GSTukXkCo/T0_fR6zk5II/AAAAAAAAAAk/rvhzmAfMjfg/s400/lysdiod+far.JPG" uda="true" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span lang="EN"&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; We said: “Let there be light!”&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-XsAP-3mvLQ8/T0_fhyL-DtI/AAAAAAAAAAs/lTn6aAnn6f4/s1600/lysdiod+n%C3%A4ra.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-XsAP-3mvLQ8/T0_fhyL-DtI/AAAAAAAAAAs/lTn6aAnn6f4/s400/lysdiod+n%C3%A4ra.jpg" uda="true" width="298" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; And we saw that we were good...&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-aIEMCNOy-Ok/T0_f-pqQyQI/AAAAAAAAAA0/3J_mHxudZEs/s1600/IMG_0136.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-aIEMCNOy-Ok/T0_f-pqQyQI/AAAAAAAAAA0/3J_mHxudZEs/s400/IMG_0136.jpg" uda="true" width="298" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span lang="EN"&gt;&lt;br /&gt;Mycket hårt slit har det varit, men tesen om fruktbatteriet är styrkt, och Freddan har förtjänat en citron - en battericitron, gött!&lt;br /&gt;&lt;br /&gt;&lt;span lang="EN"&gt;Så hur var det nu detta funkade?&lt;br /&gt;Zink oxideras (avger elektroner) av den sura elektrolyten. Eftersom kopparjoner har högre normalpotential (förmåga att ta till sig elektroner) än zinkjoner, så uppstår en spänning mellan zinkspiken och koppartråden. Elektrolyten innehåller joner, och dessa ger en höjd konduktans (ledningsförmåga). Det finns alltså spänning, och det finns tillräcklig konduktans, och därför finns det en ström.&lt;br /&gt;Så hur länge kommer strömmen att vandra? För alltid? Nä, Det krävs energi för att hålla elektroner vandrande, och denna kommer från zinkspiken. Denna kemiskt bundna energi förbrukas allteftersom, så efter ett tag stannar strömmen, vilket vi såg i onsdags, när fläkten slutade snurra.&lt;br /&gt;&lt;br /&gt;Med det tackar vi för oss! =)&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-58p8Fg1piAQ/T0_gOZE4qAI/AAAAAAAAAA8/KwjPLXBa20Q/s1600/Baloo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="178" src="http://3.bp.blogspot.com/-58p8Fg1piAQ/T0_gOZE4qAI/AAAAAAAAAA8/KwjPLXBa20Q/s320/Baloo.jpg" uda="true" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span lang="EN"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Jag hoppas att ni har förstååått? ;-D&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-5374323703412716263?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/5374323703412716263/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/03/det-ar-ju-lysande.html#comment-form' title='1 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/5374323703412716263'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/5374323703412716263'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/03/det-ar-ju-lysande.html' title='Det är ju lysande!'/><author><name>Fredrik V</name><uri>http://www.blogger.com/profile/14317966182425508847</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-YmDiKwByzhY/T0_dC9uFbpI/AAAAAAAAAAM/_C3mQcKVfFs/s72-c/sp%C3%A4nning+1+cell.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-7047525694477015634</id><published>2012-02-28T20:14:00.002+01:00</published><updated>2012-02-28T20:14:56.796+01:00</updated><title type='text'>Har du koll på natthimlen?</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-IbtuXDny8Po/T00nBa1wQUI/AAAAAAAAAkw/TZgFz-zi1gQ/s1600/orion" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-IbtuXDny8Po/T00nBa1wQUI/AAAAAAAAAkw/TZgFz-zi1gQ/s320/orion" width="212" /&gt;&lt;/a&gt;&lt;/div&gt;En fantastisk vacker natthimmel, ut och titta! Här är en bild av Orion tagen med en app SkyView. Man får hjälp med tolkningen av stjärnbilden och en del information. Lite kul.&lt;br /&gt;&lt;br /&gt;Flera planeter är synliga på himlen nu, vet du vilka?&lt;br /&gt;&lt;br /&gt;Om du ser något som lyser på himlen, hur ser du skillnad på planeter och stjärnor?&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-7047525694477015634?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/7047525694477015634/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/har-du-koll-pa-natthimlen.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/7047525694477015634'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/7047525694477015634'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/har-du-koll-pa-natthimlen.html' title='Har du koll på natthimlen?'/><author><name>IngridJ</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/_MvpN7R83fv0/S2RU9BceuNI/AAAAAAAAAAY/Gn2ZoLL1uHQ/S220/Ingrid.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-IbtuXDny8Po/T00nBa1wQUI/AAAAAAAAAkw/TZgFz-zi1gQ/s72-c/orion' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-685478339326480180</id><published>2012-02-24T09:56:00.001+01:00</published><updated>2012-02-24T09:56:17.003+01:00</updated><title type='text'>Formelsamling</title><content type='html'>God vår!&lt;br /&gt;&lt;br /&gt;Jag &amp;amp; Terese skulle vilja dela med oss av en länk som har en bra sammanfattning av formelsamligen till Fysik A. Vi vet av erfarenhet att alla inte har&amp;nbsp;en formelsamling i bokform.&lt;br /&gt;&lt;br /&gt;Enjoy!&amp;nbsp; =)&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.katte.se/fysik/formelblad/Formelblad%20till%20FyA.pdf"&gt;http://www.katte.se/fysik/formelblad/Formelblad%20till%20FyA.pdf&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-685478339326480180?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/685478339326480180/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/formelsamling.html#comment-form' title='2 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/685478339326480180'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/685478339326480180'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/formelsamling.html' title='Formelsamling'/><author><name>Jenny B</name><uri>http://www.blogger.com/profile/13685600008756668889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-6645541894532629707</id><published>2012-02-24T00:00:00.000+01:00</published><updated>2012-02-24T00:01:31.072+01:00</updated><title type='text'>Potatisbatteri</title><content type='html'>&lt;div style="color: red;"&gt;"Potatisbatteri&lt;/div&gt;&lt;div style="color: red;"&gt;&lt;br /&gt;Koppla ihop åtminstone 6 potatisar så här:&lt;br /&gt;Potatisar, eller potatisbitar, kopparspikar, zinkspikar, lysdiod 1,5 V, ledningstråd.&lt;/div&gt;&lt;div style="color: red;"&gt;&lt;br /&gt;1.En kopparspik i en potatis sitter ihop med en zinkspik i nästa potatis.&lt;br /&gt;2.Spikarna får inte ta ihop inne i potatisen.&lt;br /&gt;3.Låt lysdiodens ena tråd röra den sista kopparspiken och den andra tråden röra den sista zinkspiken.&lt;br /&gt;4.Om dioden inte lyser: Vänd den så att den första tråden rör zinkspiken och den andra tråden rör kopparspiken.&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-BoUMLhGqoYk/T0bDhM1zsLI/AAAAAAAAAAs/I83wE4bsMt4/s1600/potatisbatteri.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="268" src="http://2.bp.blogspot.com/-BoUMLhGqoYk/T0bDhM1zsLI/AAAAAAAAAAs/I83wE4bsMt4/s320/potatisbatteri.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="color: red;"&gt;5.Prova med någon annan frukt eller rotfrukt om du har möjlighet. Obs! De går att återanvända som mellanmål ;-)&lt;/div&gt;&lt;br /&gt;&lt;span style="color: red;"&gt;Potatissaften är basisk (alkalisk), men sur saft fungerar också.&lt;/span&gt;&lt;br /&gt;&lt;span style="color: red;"&gt;Koppar är +laddat och zink är -laddat.&lt;/span&gt;&lt;br /&gt;&lt;span style="color: red;"&gt;Olika laddningar dras till varandra.&lt;/span&gt;&lt;br /&gt;&lt;span style="color: red;"&gt;I vätskan i potatisen bildas en ström som går från den ena metallen till den andra."&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: red;"&gt;http://www.skolresurs.fi/fykeresursen/tema_5_6/El_5_6_svar.pdf&lt;/span&gt;&lt;br /&gt;&lt;span style="color: black;"&gt;---&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: black;"&gt;Den rödmarkerade texten är en laboration jag snubblade över på internet ikväll/natt. Men jag kan för allt i världen inte få min hjärna att begripa varför det inte behövs något batteri !? &lt;/span&gt;&lt;br /&gt;&lt;div style="color: lime;"&gt;&lt;i&gt;"Potatissaften är basisk (alkalisk), men sur saft fungerar också.&lt;br /&gt;Koppar är +laddat och zink är -laddat.&lt;/i&gt;&lt;i&gt;&lt;br /&gt;Olika laddningar dras till varandra.&lt;/i&gt;&lt;i&gt;&lt;br /&gt;I vätskan i potatisen bildas en ström som går från den ena metallen till den andra."&lt;/i&gt;&lt;/div&gt;&lt;span style="color: red;"&gt;&lt;span style="color: black;"&gt;Denna förklaringen säger egentligen allt, men det vill bara inte klicka!&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: red;"&gt;&lt;span style="color: black;"&gt;Kan man rita kopplingsschema på detta också, och därigenom göra det begripligt, eller någon som har något annat tips. Jag har svårt att tro att en lampa kan lysa utan batteri, (även om dynamolampa t.ex. drivs av magnetfält (spole + magnet?), vilket heller inte är ett batteri i sig).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: red;"&gt;&lt;span style="color: black;"&gt;Någon som kan förklara praktiken bakom så att jag begriper?&amp;nbsp;&lt;/span&gt; &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-6645541894532629707?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/6645541894532629707/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/potatisbatteri.html#comment-form' title='1 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/6645541894532629707'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/6645541894532629707'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/potatisbatteri.html' title='Potatisbatteri'/><author><name>Linda L</name><uri>http://www.blogger.com/profile/03310408186124564671</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-BoUMLhGqoYk/T0bDhM1zsLI/AAAAAAAAAAs/I83wE4bsMt4/s72-c/potatisbatteri.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-6420526697617427764</id><published>2012-02-23T22:03:00.000+01:00</published><updated>2012-02-23T23:44:27.793+01:00</updated><title type='text'>Norrsken</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-CKPHNr5gaOY/T0aoyfvXmPI/AAAAAAAAAAk/59rYrNrPPhc/s1600/red-nega_mini.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="219" src="http://1.bp.blogspot.com/-CKPHNr5gaOY/T0aoyfvXmPI/AAAAAAAAAAk/59rYrNrPPhc/s320/red-nega_mini.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;b&gt;Jorden omges av ett tunt gashölje, &lt;span style="color: #006600;"&gt;atmosfären&lt;/span&gt;, och i rymden där utanför rör sig snabba laddade &lt;span style="color: #006600;"&gt;partiklar&lt;/span&gt;, &lt;span style="color: #006600;"&gt;plasma&lt;/span&gt;. Norrsken uppkommer när en del av dessa partiklar kommer in i jordens atmosfär och krockar med &lt;span style="color: #006600;"&gt;atomer&lt;/span&gt; och &lt;span style="color: #006600;"&gt;molekyler&lt;/span&gt; som finns där. När partiklarna krockar bildas ett ljus och det är detta ljus som kallas norrsken.&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;För mer detaljerad förklaring rekommenderar jag den nyfikne att klicka &lt;a href="http://www.irf.se/Popular/?docid=1296" target="_blank"&gt;HÄR&lt;/a&gt; för att länkas till en sida ingressen kommer ifrån. Där finns även bilder som mer ingående förklara vad det är som händer när norrsken uppstår&lt;br /&gt;&lt;br /&gt;---&lt;br /&gt;&lt;br /&gt;Någon som vet när nästa norrsken står på agendan?&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-6420526697617427764?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/6420526697617427764/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/norrsken.html#comment-form' title='2 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/6420526697617427764'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/6420526697617427764'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/norrsken.html' title='Norrsken'/><author><name>Linda L</name><uri>http://www.blogger.com/profile/03310408186124564671</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-CKPHNr5gaOY/T0aoyfvXmPI/AAAAAAAAAAk/59rYrNrPPhc/s72-c/red-nega_mini.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-4440418303935124168</id><published>2012-02-20T22:29:00.000+01:00</published><updated>2012-02-20T22:29:23.017+01:00</updated><title type='text'>Miniprojekt!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;En lysande idé&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Här är ett kopplingsschema visar hur man kan kopplar så att flera strömbrytare användas till samma lampa!&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Man gör en trappkoppling! Om ni tittar på de tre ringarna som ska föreställa strömbrytaren,&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;då ser ni att det korta sträcket på Båda strömbrytarna pekar uppåt och bildar en sluten krets (&lt;span class="Apple-style-span" style="color: orange;"&gt;lampan lyser&lt;/span&gt;).&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Men om en brytaren slås om så ena strecket pekar nedåt, då är kretsen öppen (&lt;span class="Apple-style-span" style="color: red;"&gt;lampan lyser inte&lt;/span&gt; ).&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Men när den andra brytaren också slås om, alltså båda sträcken pekar nedåt så blir kretsen sluten igen (&lt;span class="Apple-style-span" style="color: orange;"&gt;lampan lyser&lt;/span&gt;).&amp;nbsp;Det finns flera sätt att koppla men det här är ett av dom.&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Ett annat sätt är att använda relä och återfjädrande strömbrytare som styr strömmen tillexempel.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span id="goog_2126260068"&gt;&lt;/span&gt;&lt;span id="goog_2126260069"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-1v6P9j-WvCE/T0KyQa-jDSI/AAAAAAAAAAk/aSCol16QXI8/s1600/IMG_0105.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="296" src="http://4.bp.blogspot.com/-1v6P9j-WvCE/T0KyQa-jDSI/AAAAAAAAAAk/aSCol16QXI8/s400/IMG_0105.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-wvAq3y8kJpY/T0KybzJo2oI/AAAAAAAAAAs/mQdZ6Aso2no/s1600/IMG_0108.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="297" src="http://2.bp.blogspot.com/-wvAq3y8kJpY/T0KybzJo2oI/AAAAAAAAAAs/mQdZ6Aso2no/s400/IMG_0108.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-4440418303935124168?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/4440418303935124168/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/miniprojekt.html#comment-form' title='5 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/4440418303935124168'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/4440418303935124168'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/miniprojekt.html' title='Miniprojekt!'/><author><name>Stefan</name><uri>http://www.blogger.com/profile/11298312358452369525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-1v6P9j-WvCE/T0KyQa-jDSI/AAAAAAAAAAk/aSCol16QXI8/s72-c/IMG_0105.jpg' height='72' width='72'/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-6022294631089622439</id><published>2012-02-20T11:58:00.001+01:00</published><updated>2012-02-20T11:58:32.340+01:00</updated><title type='text'>Är vatten elektriskt laddat?</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;i&gt;"Öppna vattenkranen en smula så att du får tunnast möjliga vattenstråle. Kamma håret med en plastkam och sätt den tätt intill vattenstrålen. Vad händer med vattenstrålen? Om du vet hur vattnets molekyl ser ut kan du räkna ut vad fenomenet beror på."&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://3.gvt0.com/vi/BIDPviyrsvs/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/BIDPviyrsvs&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/BIDPviyrsvs&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;I oturlig brist på plastkammar, kunde jag tyvärr inte slänga in någon privat bild av fenomenet,&amp;nbsp; utan lyckades hitta en underbart förklarande video istället, som får göra de åt mig.&lt;br /&gt;&lt;br /&gt;Men tack vare mina gamla kunskaper från gymnasiet kunde jag (innan jag såg filmen) dra slutsatsen att vattenstrålen skulle dras mot kammen. När man kammar håret fastnar elektronerna på kammen, och håret förblir positivt laddat (chansar på protoner och därmed statiskt ?). Därefter dras de positiva laddningarna i vattnet mot kammen, vilket gör att vattenstrålen böjs.&lt;br /&gt;&lt;br /&gt;Jag har virrat bort mig själv, någon mer som är lost? &lt;br /&gt;(För mer begriplig svenska på vad jag menar, se den engelska videon ovan.)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-6022294631089622439?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/6022294631089622439/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/ar-vatten-elektriskt-laddat.html#comment-form' title='5 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/6022294631089622439'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/6022294631089622439'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/ar-vatten-elektriskt-laddat.html' title='Är vatten elektriskt laddat?'/><author><name>Linda L</name><uri>http://www.blogger.com/profile/03310408186124564671</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-3995285546981680531</id><published>2012-02-15T15:35:00.001+01:00</published><updated>2012-02-15T15:35:42.130+01:00</updated><title type='text'>TwoThirtyVolts - ack så spännande!</title><content type='html'>&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;a href="http://www.twothirtyvolts.org.uk/" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="144" src="http://2.bp.blogspot.com/-3bKcstuxqus/TqRxsggpdtI/AAAAAAAAAc0/8gGTydhedrk/s200/220V.jpg" width="200" /&gt;&lt;/a&gt;Här finns mycket att läsa om elektricitet och elsäkerhet. Du kan hitta experiment, spel, tester ...&amp;nbsp;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;Dela med dig av vad du lär dig genom att skriva en kommentar. &lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&amp;nbsp;&lt;a href="http://www.twothirtyvolts.org.uk/"&gt;http://www.twothirtyvolts.org.uk/&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-3995285546981680531?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/3995285546981680531/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/twothirtyvolts-ack-sa-spannande.html#comment-form' title='1 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/3995285546981680531'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/3995285546981680531'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/twothirtyvolts-ack-sa-spannande.html' title='TwoThirtyVolts - ack så spännande!'/><author><name>IngridJ</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/_MvpN7R83fv0/S2RU9BceuNI/AAAAAAAAAAY/Gn2ZoLL1uHQ/S220/Ingrid.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-3bKcstuxqus/TqRxsggpdtI/AAAAAAAAAc0/8gGTydhedrk/s72-c/220V.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-1606922593280175289</id><published>2012-02-14T23:09:00.002+01:00</published><updated>2012-02-14T23:09:40.529+01:00</updated><title type='text'>Fysikmuffins a la muta ;)</title><content type='html'>Som ett litet break i allt studerande av fysikens grundlagar och allt vad obegripliga termer heter, tänkte jag jävlas lite genom att låta er ta del av en underbar plugg-muta som gör under i skolvärlden!&lt;br /&gt;&lt;br /&gt;Dagen till ära bytte vi dock ut fysikmuffinsen (till höger) mot kärleksmums (till vänster) :) .&lt;br /&gt;&lt;br /&gt;Glad Alla Hjärtans Dag på er !&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-MZO8hRY_EJM/Tzragv1rqyI/AAAAAAAAAAc/mMGuZq2kj8s/s1600/20120122640.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-MZO8hRY_EJM/Tzragv1rqyI/AAAAAAAAAAc/mMGuZq2kj8s/s320/20120122640.jpg" width="240" /&gt;&lt;/a&gt;&lt;a href="http://4.bp.blogspot.com/-ri68TWB4Swg/TzrZeTBH8GI/AAAAAAAAAAU/nQE84K3mnq4/s1600/20120214693.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-ri68TWB4Swg/TzrZeTBH8GI/AAAAAAAAAAU/nQE84K3mnq4/s320/20120214693.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;u&gt;&lt;b&gt;&lt;i&gt;Ps. Dom är jättegoda :D&lt;/i&gt;&lt;/b&gt;&lt;/u&gt;&lt;br /&gt;&lt;br /&gt;Så&amp;nbsp; nu hoppas jag att ingen kommer med undanflykter att dom inte känner för att studera, när dessa godingar står på menyn och väntar ;) .&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-1606922593280175289?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/1606922593280175289/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/fysikmuffins-la-muta.html#comment-form' title='1 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/1606922593280175289'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/1606922593280175289'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/fysikmuffins-la-muta.html' title='Fysikmuffins a la muta ;)'/><author><name>Linda L</name><uri>http://www.blogger.com/profile/03310408186124564671</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-MZO8hRY_EJM/Tzragv1rqyI/AAAAAAAAAAc/mMGuZq2kj8s/s72-c/20120122640.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-2130676617182933391</id><published>2012-02-13T18:50:00.000+01:00</published><updated>2012-02-13T18:50:42.316+01:00</updated><title type='text'>Nikola Tesla!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;Nikola Tesla !&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;En uppfinnare och maskin- och elektroingenjör. Här är en kort video om honom och även en video som visar häftiga bilder från en av hans uppfinningar Tesla spolen!&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://3.gvt0.com/vi/iEJNJ0rFSe8/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/iEJNJ0rFSe8&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/iEJNJ0rFSe8&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Nikola Tesla!&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://0.gvt0.com/vi/SlNGKly09CQ/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/SlNGKly09CQ&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/SlNGKly09CQ&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Tesla spolen!&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://cache2.artprintimages.com/lrg/46/4623/DQNFG00Z.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://cache2.artprintimages.com/lrg/46/4623/DQNFG00Z.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Tesla vid ett av hans experiment!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-2130676617182933391?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/2130676617182933391/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/nikola-tesla.html#comment-form' title='4 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/2130676617182933391'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/2130676617182933391'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/nikola-tesla.html' title='Nikola Tesla!'/><author><name>Stefan</name><uri>http://www.blogger.com/profile/11298312358452369525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-8382057893541223488</id><published>2012-02-09T18:25:00.000+01:00</published><updated>2012-02-09T18:29:12.466+01:00</updated><title type='text'>optik och vinklar?</title><content type='html'>&lt;span class="Apple-style-span" style="font-family: sans-serif; line-height: 19px;"&gt;En app som är min favorit, är en teodolit app! &amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif; line-height: 19px;"&gt;En teodolit&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif; line-height: 19px;"&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;&amp;nbsp;&lt;/span&gt;är ett mätinstrument för att mäta&amp;nbsp;vinklar som&amp;nbsp;använt inom&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif; line-height: 19px;"&gt;&lt;a href="http://sv.wikipedia.org/wiki/Geodetisk_m%C3%A4tning" target="_blank"&gt;&lt;span class="Apple-style-span" style="color: blue;"&gt;geodetisk mätning&lt;/span&gt;&lt;/a&gt;. En modern elektronisk teodolit kallas för&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif; line-height: 19px;"&gt;totalstation. En totalstation mäter vertikalvinkel, horisontalvinkel och lutande längd mot ett optiskt reflekterande prisma.&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif; line-height: 19px;"&gt;&amp;nbsp;Med denna information som grund kan prismats tredimensionella position i ett kartesiskt koordinatsystem beräknas&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif; line-height: 19px;"&gt;Vad man ska med appen till kan man ju undra, men allt med siffror är ju kul!&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif; line-height: 19px;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: blue;"&gt;&amp;nbsp;&lt;a href="http://hrtapps.com/theodolite/#" target="_blank"&gt;&lt;span class="Apple-style-span" style="color: blue;"&gt;http://hrtapps.com/theodolite/#&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.connectblue.com/uploads/RTEmagicC_Leica_Viva_TS15_Robotic_Imaging_Total_Station_Viva_-CS15_Field_Controller-low.jpg.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="320" src="http://www.connectblue.com/uploads/RTEmagicC_Leica_Viva_TS15_Robotic_Imaging_Total_Station_Viva_-CS15_Field_Controller-low.jpg.jpg" width="232" /&gt;&lt;/a&gt;&lt;a href="http://upload.wikimedia.org/wikipedia/commons/c/ce/Theodolit_Hassler.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://upload.wikimedia.org/wikipedia/commons/c/ce/Theodolit_Hassler.jpg" width="220" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif; line-height: 19px;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Teodolit &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Totalstation&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-8382057893541223488?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/8382057893541223488/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/optik-och-vinklar.html#comment-form' title='2 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/8382057893541223488'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/8382057893541223488'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/optik-och-vinklar.html' title='optik och vinklar?'/><author><name>Stefan</name><uri>http://www.blogger.com/profile/11298312358452369525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-4229427121313571800</id><published>2012-02-09T09:10:00.000+01:00</published><updated>2012-02-09T09:13:18.268+01:00</updated><title type='text'>Hur är vädret idag?</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-dgjSy-A7L2U/TzN-s3JjKfI/AAAAAAAAAi4/RTqrlmYuPkA/s1600/iPhone+Image+593CC3.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" sda="true" src="http://4.bp.blogspot.com/-dgjSy-A7L2U/TzN-s3JjKfI/AAAAAAAAAi4/RTqrlmYuPkA/s200/iPhone+Image+593CC3.jpg" width="133" /&gt;&lt;/a&gt;Tänk vad man kan ha i telefonen. Hittade den här appen när jag satt på bussen.&amp;nbsp;Hur är lufttrycket idag då?&amp;nbsp;Känns bra att veta.&amp;nbsp;(Appen kostade 7 kr, det kan den väl vara värd) &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-4229427121313571800?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/4229427121313571800/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/hur-ar-vadret-idag.html#comment-form' title='2 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/4229427121313571800'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/4229427121313571800'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/hur-ar-vadret-idag.html' title='Hur är vädret idag?'/><author><name>IngridJ</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/_MvpN7R83fv0/S2RU9BceuNI/AAAAAAAAAAY/Gn2ZoLL1uHQ/S220/Ingrid.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-dgjSy-A7L2U/TzN-s3JjKfI/AAAAAAAAAi4/RTqrlmYuPkA/s72-c/iPhone+Image+593CC3.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-7799664500710551260</id><published>2012-02-08T19:28:00.001+01:00</published><updated>2012-02-08T19:28:54.544+01:00</updated><title type='text'>Densitet</title><content type='html'>Halloj! &lt;br /&gt;&lt;br /&gt;Nu har jag kollat in simuleringen "Density" som Ingrid länkade till. Utfärdar en liten spoiler-alert: ifall någon inte redan har gjort den, och hemskt gärna vill göra egna beräkningar, så titta bort!&lt;br /&gt;Jag undersökte mysteriematerialen, och genom att kolla deras massa och volym, så hittade jag densiteter för de alla. sedan letade jag frenetiskt i densitetstabeller, för att ta reda på vilka meterialen skulle kunna tänkas vara. Några fanns i formelsamlingen, och ett par andra fick jag leta upp på nätet.&lt;br /&gt;&lt;br /&gt;Mina beräkningar gav densiteterna:&lt;br /&gt;&lt;br /&gt;A: 19,3 g/cm^3&lt;br /&gt;B: 0,64 g/cm^3&lt;br /&gt;C: 0,7 g/cm^3&lt;br /&gt;D: 0,92 g/cm^3&lt;br /&gt;E: 3,53 g/cm^3&lt;br /&gt;&lt;br /&gt;Formelsamligen gav:&lt;br /&gt;&lt;br /&gt;A - guld&lt;br /&gt;D - is&lt;br /&gt;E - diamant&lt;br /&gt;&lt;br /&gt;På nätet fann jag att densiteterna för B och C var vanliga för trä, så det skulle kunna vara tal om&amp;nbsp;två olika träslag. Några andra förslag på vad det skulle kunna vara? =)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-7799664500710551260?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/7799664500710551260/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/densitet.html#comment-form' title='2 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/7799664500710551260'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/7799664500710551260'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/densitet.html' title='Densitet'/><author><name>Fredrik V</name><uri>http://www.blogger.com/profile/14317966182425508847</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-449512681076759717</id><published>2012-02-08T11:52:00.000+01:00</published><updated>2012-02-08T11:54:24.378+01:00</updated><title type='text'>Hjälp med OMVANDLING!!!!!!</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-dN7gt5-mNDM/TzJTdDJIvKI/AAAAAAAAAAM/EI6zGHXMyis/s1600/tokig_19418521_66736556_149211912_172966321.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="272" src="http://2.bp.blogspot.com/-dN7gt5-mNDM/TzJTdDJIvKI/AAAAAAAAAAM/EI6zGHXMyis/s320/tokig_19418521_66736556_149211912_172966321.jpg" width="320" /&gt;&lt;/a&gt;Nu tänker jag vara lite sådär pinsamt jobbig... men Morgan anklagar mig hela tiden för att slakta fysiken när jag ska motivera eller avrunda svar. Så nu har fysiken bestämt sig för att hämnas, då jag inte vet hur man omvandlar enheter!!!!&lt;br /&gt;&lt;br /&gt;Så om någon vänlig själ där ute skulle vilja förklara hur man ska tänka, och kanske ge lite tips och trix på minnesregler. För jag tycker det tar för lång till att skriva upp följande varje gång:&lt;br /&gt;&lt;br /&gt;1000 mm^3 = 1 cm^3&lt;br /&gt;1000000 mm^3 = 1 dm^3&lt;br /&gt;1000000000 mm^3 = 1 m^3&lt;br /&gt;d.v.s. 1 m^3 = 1*10^9 mm^3 .&lt;br /&gt;(Kan ha skrivit av fel) &lt;br /&gt;&amp;nbsp; &lt;br /&gt;100 mm^2 = 1 cm^2&lt;br /&gt;10000 mm^2 = 1 dm^2&lt;br /&gt;1000000 mm^2 = 1 m^2&lt;br /&gt;d.v.s. 1 m^2 = 1*10^6 mm^2 .&lt;br /&gt;(Kan ha skrivit av fel) &lt;br /&gt;&lt;br /&gt;Det måste ju finns ett lättare sätt?&lt;br /&gt;Även om någon kan förklara omvandlingen (?) mellan tex. dm^3 = 1 L ...(alla "enheterna").&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;HJÄLP!!!&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: xx-small;"&gt;(bildlänk: http://reproduktion.blogg.se/images/2011/tokig_19418521_66736556_149211912_172966321.jpg)&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-449512681076759717?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/449512681076759717/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/hjalp-med-omvandling.html#comment-form' title='8 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/449512681076759717'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/449512681076759717'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/hjalp-med-omvandling.html' title='Hjälp med OMVANDLING!!!!!!'/><author><name>Linda L</name><uri>http://www.blogger.com/profile/03310408186124564671</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-dN7gt5-mNDM/TzJTdDJIvKI/AAAAAAAAAAM/EI6zGHXMyis/s72-c/tokig_19418521_66736556_149211912_172966321.jpg' height='72' width='72'/><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-9025351797074669247</id><published>2012-02-01T20:19:00.000+01:00</published><updated>2012-02-01T20:19:21.784+01:00</updated><title type='text'>Difference between mass and weight</title><content type='html'>Hej!&lt;br /&gt;Fredrik fråga om det vara någon annan som hade bra föreläsningar på nätet? Jag har en favorit som jag kan tipsa om&amp;nbsp;&lt;a href="http://www.khanacademy.org/" target="_blank"&gt;http://www.khanacademy.org/&lt;/a&gt;&amp;nbsp;där finns allt.&lt;br /&gt;&lt;br /&gt;Här är en video från Khan som är bra att kolla på, nu när vi har börjat med mekanik. I videon förklarar &amp;nbsp;han skillnaden mellan massa och vikt.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://3.gvt0.com/vi/IuBoeDihLUc/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/IuBoeDihLUc&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/IuBoeDihLUc&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-9025351797074669247?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/9025351797074669247/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/difference-between-mass-and-weight.html#comment-form' title='3 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/9025351797074669247'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/9025351797074669247'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/difference-between-mass-and-weight.html' title='Difference between mass and weight'/><author><name>Stefan</name><uri>http://www.blogger.com/profile/11298312358452369525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-5987233446521113793</id><published>2012-02-01T18:55:00.000+01:00</published><updated>2012-02-01T18:55:43.156+01:00</updated><title type='text'>Mekanik avsnittet!</title><content type='html'>Nu har jag tagit mig i kragen och&amp;nbsp; jag ska&amp;nbsp;lyckas skriva något här på bloggen. Mekaniken känns för mig personligen lite "lättare" (läs svårt) till skillnad från optiken som var lite klurigare (läs skit svårt). Tiden känns knapp men det är bara att kämpa på, tiden är ju lika kort för alla som läser denna kurs&amp;nbsp; :) !&lt;br /&gt;&lt;br /&gt;Verkar som "alla" som läser den här kursen verkligen brinner för fysiken , vilket är jätte kul att se.&lt;br /&gt;&lt;br /&gt;Själv har jag inte läst fysik sen åttonde klass &amp;amp; minns ingenting av dom studierna.&lt;br /&gt;&lt;br /&gt;Finns den någon annan som läser kursen&amp;nbsp; &amp;amp; inte riktigt vet vad dom gett sig in på&amp;nbsp; ;)&amp;nbsp; ?? ...... eller är det bara jag .......&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-5987233446521113793?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/5987233446521113793/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/mekanik-avsnittet.html#comment-form' title='2 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/5987233446521113793'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/5987233446521113793'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/02/mekanik-avsnittet.html' title='Mekanik avsnittet!'/><author><name>Jenny B</name><uri>http://www.blogger.com/profile/13685600008756668889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-7504777153288995302</id><published>2012-01-30T23:06:00.000+01:00</published><updated>2012-01-30T23:07:00.887+01:00</updated><title type='text'>Streamad kunskap!</title><content type='html'>Är det någon annan än jag som gillar att komplettera boken med föreläsningar? Någon timme i veckan får vi ju, även på distans, men mer är alltid bättre! Åtminstone vad kunskap beträffar... ;-)&lt;br /&gt;Är ni hyfsade på engelska (kanske finns något även på svenska?), och vill få ett och annat fysikaliskt fenomen förklarat för er, så kan jag rekommendera streamade föreläsningar, på nätet. Det finns massor med föreläsare som filmar och lägger upp,&amp;nbsp;många är&amp;nbsp;mycket bra! Min personliga favorit finns på länken under klippet. Klippet är ett exempel på en föreläsning i mekanik; det är första avsnittet i en serie korta klipp där&amp;nbsp;man går igenom några vanliga begrepp inom mekaniken, framförallt Newtons lagar. Detta följs av lite problemlösning. Känner man sig helt vilsen bland ekvationer, vektorer och skalärer, så finns det andra filmer som avhandlar sådant.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://0.gvt0.com/vi/OD-6YR7nYsA/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/OD-6YR7nYsA&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/OD-6YR7nYsA&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;Som sagt så finns det en massa andra föreläsare som streamar -&amp;nbsp;nån annan som har&amp;nbsp;en&amp;nbsp;rekommendation kanske?&lt;br /&gt;Mer av den här killen hittar ni här:&lt;br /&gt;&lt;a href="http://www.freelance-teacher.com/videos.htm"&gt;http://www.freelance-teacher.com/videos.htm&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Obs! Har ni begränsat med tid, så tänk på att prioritera de klipp som relaterar till det vi håller på med i kursen just nu! Annars är risken stor att man visserligen blir&amp;nbsp;lite klokare, men utan att kunna mer om det som från början var tänkt, har jag märkt... :-P&lt;br /&gt;PEACE!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-7504777153288995302?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/7504777153288995302/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/01/ar-det-nagon-annan-jag-som-gillar-att.html#comment-form' title='1 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/7504777153288995302'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/7504777153288995302'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/01/ar-det-nagon-annan-jag-som-gillar-att.html' title='Streamad kunskap!'/><author><name>Fredrik V</name><uri>http://www.blogger.com/profile/14317966182425508847</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-7240300185500503484</id><published>2012-01-26T22:42:00.003+01:00</published><updated>2012-01-26T22:46:56.982+01:00</updated><title type='text'></title><content type='html'>Aaaaah! Spring för livet!&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-4ghUkxkvekk/TyHILwE3e1I/AAAAAAAAAAM/uayr3gpzbO4/s1600/IMG_0993.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="239" src="http://3.bp.blogspot.com/-4ghUkxkvekk/TyHILwE3e1I/AAAAAAAAAAM/uayr3gpzbO4/s320/IMG_0993.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;Lätt att bli rädd när månen ser ut att vara så nära.&lt;br /&gt;&lt;br /&gt;Bjuder här på en bild på månen som är tagen med en fuktansvärt dålig kamera igenom min Newton reflektor den 19 Mars under månens perigeum.&lt;br /&gt;&lt;br /&gt;Tänkte det passade bra eftersom vi håller på med optik nu och teleskopet är en av de enklaste sorterna när det kommer till optiken inuti. Den enda som är enklare är refraktorn som tar hjälp av brytningen av ljuset, och har bara en lins längst fram som samlar ihop ljuset mot okularets linser i andra delen av teleskopet.&lt;br /&gt;Medans reflektorn använder sig av speglar i teleskopet och linser i okularet.&lt;br /&gt;&lt;br /&gt;Här är en bild på hur reflektorns optik fungerar. (Från sidan)&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-TaSOo0gsLk8/TyHIVJdIfaI/AAAAAAAAAAU/CYf0jBjnbUQ/s1600/Newton+reflektor.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="160" src="http://1.bp.blogspot.com/-TaSOo0gsLk8/TyHIVJdIfaI/AAAAAAAAAAU/CYf0jBjnbUQ/s320/Newton+reflektor.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;En newton reflektor är ett bra första-teleskop, för den som tycker om astronomi, eller bara vill titta på stjärnorna. Kan gott rekommendera.&lt;br /&gt;(Gör man rätt kan det bli en väldigt romantisk natt dessutom)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-7240300185500503484?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/7240300185500503484/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/01/hjalp-manen-kommer-mot-oss-nej-juste.html#comment-form' title='3 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/7240300185500503484'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/7240300185500503484'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/01/hjalp-manen-kommer-mot-oss-nej-juste.html' title=''/><author><name>olsson.joel</name><uri>http://www.blogger.com/profile/14676724283201256838</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-4ghUkxkvekk/TyHILwE3e1I/AAAAAAAAAAM/uayr3gpzbO4/s72-c/IMG_0993.JPG' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-2583060823041703705</id><published>2012-01-24T17:07:00.000+01:00</published><updated>2012-01-24T17:07:28.236+01:00</updated><title type='text'>Energismart!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/kVAZIDFMRXY/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/kVAZIDFMRXY&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/kVAZIDFMRXY&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Om man vill vara energismart och har en cykel står och skräpar kan man göra så här (se videon)? kanske ett jobbig sätt att produsera el, men det är i alla fall ett kul sätt? Jag har sätt liknade cyklar när jag har varit utomlands, men dom var kopplade till vattenpumpar.&amp;nbsp;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-2583060823041703705?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/2583060823041703705/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/01/energismart.html#comment-form' title='1 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/2583060823041703705'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/2583060823041703705'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/01/energismart.html' title='Energismart!'/><author><name>Stefan</name><uri>http://www.blogger.com/profile/11298312358452369525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-5749141612357656108</id><published>2012-01-23T22:33:00.000+01:00</published><updated>2012-01-23T22:33:50.530+01:00</updated><title type='text'>Ferrofluider är omåttligt ascoola!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/me5Zzm2TXh4/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/me5Zzm2TXh4&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/me5Zzm2TXh4&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;Arthur C. Clarke dikterar att "all tillräckligt avancerad teknologi är omöjlig att särskilja från magi." &lt;br /&gt;Även i detta fall finns det en rationell förklaring, och det rör sig, kanske inte helt otippat, om magnetism. &lt;br /&gt;&lt;br /&gt;Vätskan, som kallas ferrofluid (typ "flytande järn"), är bestående av paramagnetiska nanopartiklar i ett organiskt lösningsmedel. Grekiska? Nä då, paramagnetiska nanopartiklar är helt enkelt mycket små partiklar (1 nanometer = 10^-9 meter) som magnetiseras när de hamnar i ett magnetfält. "Taggarna" bildas för att vätskan strävar efter att ha så låg energi som möjligt. Det påståendet kan kanske kännas lite kontraintuitivt -&amp;nbsp;måste man inte &lt;em&gt;tillföra&lt;/em&gt;&amp;nbsp;energi för att trotsa gravitationen? Jo, så är det, men med ett tillräckligt starkt magnetfält, så blir den magnetiska energin så pass hög, att det krävs mer energi för att trotsa magneten, än gravitationen. Taggarna sätts i dans, för att metallkonerna innehåller elektromagneter, till vilka man varierar strömstyrkan, så att magnetfältets styrka varierar.&lt;br /&gt;Se där, med lite fysikkunskaper kan man åstadkomma rätt mycket. Vacker konst, till exempel! =)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713071267731479843-5749141612357656108?l=fy-vt12.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fy-vt12.blogspot.com/feeds/5749141612357656108/comments/default' title='Kommentarer till inlägget'/><link rel='replies' type='text/html' href='http://fy-vt12.blogspot.com/2012/01/ferrofluider-ar-omattligt-ascoola.html#comment-form' title='3 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/5749141612357656108'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5713071267731479843/posts/default/5749141612357656108'/><link rel='alternate' type='text/html' href='http://fy-vt12.blogspot.com/2012/01/ferrofluider-ar-omattligt-ascoola.html' title='Ferrofluider är omåttligt ascoola!'/><author><name>Fredrik V</name><uri>http://www.blogger.com/profile/14317966182425508847</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5713071267731479843.post-2625590435664041485</id><published>2012-01-20T22:42:00.001+01:00</published><updated>2012-01-20T22:42:39.624+01:00</updated><title type='text'>Miniprojekt vecka 1: Optik</title><content type='html'>Efter lite om och men har jag också hittat hit och passar då på att göra mitt första blogg inlägg någonsin.&lt;br /&gt;&lt;br /&gt;Miniprojekt vecka 1: Optik&lt;br /&gt;Som miniprojekt valde jag att försöka leda ljus genom en vattenstråle. &lt;br /&gt;Efter ett par försök så drog jag slutsatsen att mitt kök reflekterar väldigt mycket ljus, vatten är blöt och vatten följer minsta motståndets lag vilket tydligen leder till mitt köksgolv och mina byxor.&lt;br /&gt;Det var vid detta läge jag började fundera på om man kunde plocka bort vatten ur ekvationen och hur man isåfall bäst skulle gå tillväga för att ”böja” ljus.&lt;br /&gt;&lt;img alt="" 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" /&gt;&lt;br /&gt;Jag valde en finurlig liten konstruktion i plast för att lösa mitt blöta dilema. &lt;br /&gt;(försök ignorera att mitt köksgolv ser dammigt ut, detta är förstås bara en synvilla)&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;br /&gt;&lt;img alt="" 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" /&gt;&lt;img alt="" 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" /&gt;&lt;img alt="" 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
