Changes

Jump to: navigation, search

Contact Carrier Materials

149 bytes added, 14:27, 16 April 2014
5.4.2 Stress Force Limitations
For all calculations according to the formulas in <xr id="tab:tab5.24"/> Table 5.24 one should check if the thermally or mechanically induced stress forces stay below the allowed bending force limit. The following formulas are applicable for calculating the allowable load (Force P<sub>max</sub> or momentum M<sub>max</sub>):
{| class="gray-first"
|Single side fixed strip
|<math>P_{max} <
\frac {\sigma Bs^2}{6L} </math>
|-
|Both sides fixed strip
|<math>P_{max} <
\frac {\sigma Bs^2}{1,5L} </math>
|-
|Spiral or filament
|<math>M_{max} <
\frac {\sigma Bs^2}{6} </math>
|-
|Disc
|<math>P_{max} <
\frac {2 \sigma s^2}{3} </math>
|}
<table class="twocolortable" style="text-align: left; font-size:12px;width:60%">
<tr>
<td>Single side fixed strip</td>
<td><math>P_{max} <
\frac {\sigma Bs^2}{6L} </math> </td>
</tr><tr>
<td>Both sides fixed strip</td>
<td><math>P_{max} <
\frac {\sigma Bs^2}{1,5L} </math></td>
</tr><tr>
<td>Spiral or filament </td>
<td><math>M_{max} <
\frac {\sigma Bs^2}{6} </math></td>
</tr><tr>
<td>Disc </td>
<td><math>P_{max} <
\frac {2 \sigma s^2}{3} </math></td>
</tr>
</table>
<math>\sigma</math> = bending stress

Navigation menu

Powered by