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test
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@@ -81,4 +81,7 @@ Folgern von allgemeinen Aussagen ohne Rechnen
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= Periodische Bahnen
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Fuer kleine Schwingungen entw
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Fuer kleine Schwingungen entwickle $V (x)$ um $x_0 $ (Position des Minimums)
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$
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v (x)= v (x_0 )+1/2 V'' (x_0 ) (x-x_0 )^2 +1/6 V''' (x_0 ) (x-x_0 )^3 +1/24 V'''' (x_0 ) (x-x_0 )^(4) + ...
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$
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12
book.typ
12
book.typ
@@ -17,20 +17,20 @@
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summary: [ // this field works like summary.md of mdbook
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= ExPhy II
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- #chapter("S2/ExPhyII/VL/ExIIVL1.typ")[ExPhy II]
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- #chapter("S2/ExPhyII/VL/ExIIVL2.typ")[ExPhy II]
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- #chapter("S2/ExPhyII/VL/ExIIVL1.typ")[VL1]
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- #chapter("S2/ExPhyII/VL/ExIIVL2.typ")[VL2]
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= CWR
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- #chapter("S2/CWR/VL/CwrVL1.typ")[CWR]
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- #chapter("S2/CWR/VL/CwrVL2.typ")[CWR]
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- #chapter("S2/CWR/VL/CwrVL1.typ")[VL1]
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- #chapter("S2/CWR/VL/CwrVL2.typ")[VL2]
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= AnaMech
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- #chapter("S2/AnaMech/VL/AnMeVL1.typ")[VL1]
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- #chapter("S2/AnaMech/VL/AnMeVL3.typ")[VL3]
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= Diff II
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- #chapter("S2/DiffII/VL/DiIIVL1.typ")[Diff II]
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- #chapter("S2/DiffII/VL/DiIIVL2.typ")[Diff II]
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- #chapter("S2/DiffII/VL/DiIIVL1.typ")[VL1]
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- #chapter("S2/DiffII/VL/DiIIVL2.typ")[VL2]
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]
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)
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