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Inhalt
Index
Beispiel 1: Höchst verallgemeinerte Kettenregel
= Arbeit
= Temperatur
= Druck
= Injektionsrate
= Volumen
![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}
![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAAeCAIAAAAQFENjAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAABQdJREFUeF7tWz124jAQtvcsIUUeJzAnCNtstW06UybNdinptoESum1TbQOcAE7ASxH7Lqx+bY00siSjEHmfXRpppG80882PTH65XLLxGTXg0sA314Dx91EDVAOfZCh1fVjM8sW6HrU8KA3U69lstjhgx0ZCT+ynWhVZVpT7KrbgUd4NNFCtSnp8K+30sthLcyvRl4m9yijvUzWwLwkPwkOMbCjICr0RVfuyKIrVvreAHhOJOxEuXN2MDJPFaPh7VENh0rMywtF+YfSq9pR7bxA5E8eo+TwxFGrVbcYFj9lkCPZGPq7B3Ke5/XQ9UE7s6AW2rBAq2BckWjYl0OLBMhJtYeGnAWCEW+SMIlWmJaDitZZxWAZfrGEH/MBnNyItlhh4Rq4gI7es507ER/iJmpl3n5OkgQsEdylfh9PHDm+PEQQIEXq4wjQ8UouooRhH2WknrQhtGN2MKr/P+bhU2HqCsemu5XqcJqIDRLODwajCEX2UyYMRHer1cluUalTizlfv3k7EpDaPMJbUH2fyYnp/p4cY+kP5+izeH/5ujWHKJCa8+PndkHJlN+LufopJOPx+ORWrP3JzcMjjD+I922VAL8iqAyB4OBiZBk5vO9ZWUdMI1eGoNZV7PDJg1a9fvaMFHp0LPsnXyDIYZbLVuoJcIKdgubwJeEgYFa1ZOrOMTla/NNYgdELeK/zQeoqfM2XV+4kkKDbGYL6GsRJZd5bzZ3FQFl2T9m+ezzycHqFMSicmM6rOzyZt/yordhIbB/cwUQbRNSDgQWHkWjt/UEpRGQWkmMzVNJ7gNIPlBGiSYwx0jOpkJd03myLDq7tneDud7pzpR5MCpkYVvMw2Mr9hYWwPTDAKjOEkkbDRCfbeO3/gtAN9znsyGyjJ6LDI52SPrM18xFMMTDD3DZpoMca0JCdhW5KjOVWcXiaC+ibzt/OUtu70bM4lPk2MSOihSmyzzwZWvX4iVN1kpS642O/dgadbYkvZ5L4xn5+JkQRYSAY8IQIUc7McnHp3cTxunh9D0vKUMZqGQsJqhmQn7ojuNB3PPAaXw86hfMjWs8kcT5Oc68sBEaCYa7Fy7sp6LWWMuqEwTjaTTVty6304lO4ZN/cMPLys3r4s36e05eOfYRo7jAHFhH2VEwhxSWOUhiKqgh2tBPTwMr2vsNdAW0hVoWvTHXiYkNN7ZTsHkkcfNxta3IdbipC9IwE0801OAk4fqXhwJxoURjWpVFN2li6CLwSa0sLZU3cWCD51kbXHAKRbJXVdSrYXO04oTbGmY7LL9wGHF0dtZZgGRlCpdvRR8GzVo9axewovMzivZpmsO1B/YymnbAUqI2ACwBqGnFPoh3QeXRQyXGaz3Z0TsCvvtMMPnJA9OIwiWQCMYjQWAjyli1IaYjI5S+u1oJxierK48CZ3s+qnI51Nz8A2q+ghAfrB5fuD6+KUVDCq56EeacTvUZzBx+PyTvb4/MODItSrh+a3CXGhbsZhZ4/OS36w0YJoGGcP8qrULg27PfaC5xoUyVL4Rw/B2iCzgudYESEnGVV+ohiBPuAxRGQU+VlLLzZAI9CXfJ9NWu+3+TacH0SyGDW3j2ooxt2Qi4M6f0/2e9KrUMHJyWI0WD2yoaCxPaJiR1E30QCSREQ3lCZH+hJOvYka/+9F+CfURrr3Gf8UvHs+VtVrtpyM/xQMueJIYSz57udpmb0iF645cY8UdjjuIXEN/AO6Jikyo4LjGAAAAABJRU5ErkJggg== "embedded image (png)"){kind=small}
![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}
= Arbeit![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAaCAIAAAAIbfoLAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAMxJREFUOE9j/P//PwNxgIk4ZSBVA66UAeit2xOsCLg4bRtQGcitt68dY2CwmnAbyIXpg/H+b0sDKrDSUgWZ9R/Mg0tB5aD6IDqhkkwMd25dYUiryVeBuGH7hllAUkcNygWLwXhgW+EA4myEHchyaOEKcXaYN7KhMC+jKsVmPTxwUJSCnA33L0b4oSjFZz1qGoAYiup7JLORTL2zdRXIT5DgxgKQlOK3HtkBeH2PnF7vQFQyMNy6gzPpgOMDnChgAHtc/f/PODzzFgmZGwDuuaTU6RRnngAAAABJRU5ErkJggg== "embedded image (png)"){kind=small}
= Temperatur![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAaCAIAAAAIbfoLAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAMdJREFUOE/dk70NAjEMhX3MAhSICbIBHVNkntSMQEVD2IAJEMUluxjHDiRGCXdUSLh0Pv+8J2dARJgXi3lYon6OAsmS8LaxtjHW+SBAQRGDY9q4/IYhl1v/jkrjQpZZzNYOxPFG6Ha9bBtYofF8vALY/a4ipdpsVin3ktUfn1cqaHBGS3KWEjSGNdUOMKmiNkqhDfVlN9V1mnyaNeETL5bNCnfyKXvSO0tBL6fDJ/OlOKFRSIAx9jpyXl+UPgBtwfCff+uLz/0ApBUkjXT9WQwAAAAASUVORK5CYII= "embedded image (png)"){kind=small}
= Druck![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAaCAIAAAAMmCo2AAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAJFJREFUOE/t0k0SgCAIBtDsWHgfuo5exg6TdzH40PFn07RtYqc8ESxXStmeYn8Cmv/RiyfI0TuL4+yPm+Oh2z7mTT6LxhVI0hSuuk5ctW5NqBmIfqAhK8RJSqoYgFaulXCWQ4IFHsNQ64CY0cuigPplzc8KaGrUqk5K0TJMVzIERhA0XmbtSk6rEXHCu7lP/+M3F13izQtWYOUAAAAASUVORK5CYII= "embedded image (png)"){kind=small}
= Injektionsrate![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAaCAIAAAAIbfoLAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAMdJREFUOE/dkzESwiAQRYlnySm4gR5kU2pjZ2lng6U5CLmBl4h3WYHshmVDnFg5IyW8+fz/FxpENNvWbhsWqZ+jBtGD8GvdGIKmNTqbD8J+QPOm4CaYVcAHgYSyAHhWlMIsMKFkQqNRNN/0oazX/dobuBxbdiwjFKpRsthYUx26Q2/deS+HKVVnX7EnXQc1QLnoNBW6aAMrBobb6Qn+UdxdfS4xtzZJhospgquZJIRGIAa+NKlQfjSrIKpYtTRzs81//q0vPvcb5jxHlY01k7sAAAAASUVORK5CYII= "embedded image (png)"){kind=small}
= Volumen![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}
![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}