lape
LAPE e-log
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Entry time:
Sun Sep 6 03:01:44 2026
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Routine
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General
Hardware
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Aividades do LAPE
Detectores de M?ons
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Espectroscopia
Subject:
<table width="200" cellspacing="1" cellpadding="1" border="1"> <tbody> <tr> <td> <p>V1(V)</p> </td> <td>I1(A)</td> <td>V2(V)</td> <td>I2(A)</td> <td>T1(C)</td> <td>T2(C)</td> </tr> <tr> <td> <p>1</p> </td> <td>0,348</td> <td>2</td> <td>0,668</td> <td>2,40</td> <td>22,70</td> </tr> <tr> <td>2</td> <td>0,741</td> <td>4</td> <td>1,370</td> <td>-7,7</td> <td>29,15</td> </tr> <tr> <td>4</td> <td>1,511 </td> <td>8</td> <td>2,667 </td> <td>-12,40</td> <td>50,54 </td> </tr> <tr> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> </tr> <tr> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> </tr> <tr> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> </tr> <tr> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> </tr> <tr> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> </tr> <tr> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> </tr> <tr> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> </tr> <tr> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> </tr> <tr> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> <td> </td> </tr> </tbody> </table> <p> </p> <p> </p> <p><a href="150107_172434/20150107_165734.jpg?lb=lape"><img width="200" height="200" border="0" id="att0" name="att0" src="150107_172434/20150107_165734.jpg?lb=lape&thumb=1" alt="20150107_165734.jpg" /></a><a href="150107_172453/20150107_165743.jpg?lb=lape"><img width="200" height="200" border="0" alt="20150107_165743.jpg" src="150107_172453/20150107_165743.jpg?lb=lape&thumb=1" name="att1" id="att1" /></a></p> <p>OBS: Este sistema esta bem menos ESTÁVEL que o anterior. (0.35*C em 10").</p> <p><img width="130" height="154" src="data:image/png;base64,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" alt="" /></p> <p>OBS2: Tempo de espera >10" entre as medidas.</p> <p><img width="136" height="154" alt="" src="data:image/png;base64,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" /></p>
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