Gelöste Aufgaben/FEM1: Unterschied zwischen den Versionen

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[[Category:Statik]]
[[Category:Statik]]


==Aufgabenstellung==
==Problem Formulation==
SOME TEXT
Ok, tutorial videos should not be longer than - say - 10 minutes. This video is '''72 minutes''' long!
My excuse is: I wanted to record a complete solution procedure including a wrong approach with its remedy and including solution steps outside of ANSYS<sup>©</sup>.


<onlyinclude>
<onlyinclude>
[[Datei:Screenshot 20210111-063733~2.png|100px|left|mini|Caption]]
[[Datei:FEM1-01.png|mini|Lageplan]]
Gesucht ist "SOME EXPLANATION"
Using ANSYS workbench, decide upon the wall-thickness of a pressure-vessel subject to a differential internal pressure of ''p''=1 bar. Let
 
::<math>R_{P0.2} = 2.8\text{E}8 \frac{\displaystyle N}{\displaystyle m^2} \text{ ; safety factor: } s=2.</math>
</onlyinclude>
</onlyinclude>
The vessel geometry shall be defined by
::<math>\begin{array}{ccc}
r_1&=&180 \; mm\\
r_2&=&50 \; mm\\
h_1&=&200 \; mm\\
\end{array}
</math>
[[Datei:FEM1-02.png|mini|Geometrie des Druckbehälters]]<br clear="all"/>


== Lösung mit Maxima ==
Lorem Ipsum ....


<!-------------------------------------------------------------------------------->
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|text=Text
|code=
<syntaxhighlight lang="lisp" line start=1>
1+1
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'''Links'''
'''Links'''

Version vom 8. März 2021, 19:22 Uhr


Problem Formulation

Ok, tutorial videos should not be longer than - say - 10 minutes. This video is 72 minutes long! My excuse is: I wanted to record a complete solution procedure including a wrong approach with its remedy and including solution steps outside of ANSYS©.


Lageplan

Using ANSYS workbench, decide upon the wall-thickness of a pressure-vessel subject to a differential internal pressure of p=1 bar. Let

The vessel geometry shall be defined by

Geometrie des Druckbehälters



Links

  • ...

Literature

  • ...