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Entry time:	Tue Sep 1 20:35:13 2026
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<p> <table width="98%" align="center" cellspacing="1" style="border:1px solid #486090;"> <tbody> <tr> <td cellpadding="3px" style="background-color:#486090; font-weidht:bold; color:white;">Quote:</td></tr> <tr> <td cellpadding="10px" style="background-color:#FFFFB0;"><p>Aqui irei postar o calculo da eficiencia do cintilador C3 para as tres fotomultiplicadoras que temos aqui, a ideia e vermos qual a melhor fotomultiplicadora e usa-la para fazer o cintilador.</p> <p> </p> <p>As 3 fotomultiplicadoras sao do mesmo tipo logo as identificarei pelo seu serial number, numero que aparece na etiqueta como na foto:</p> <p>Modelo das 3: RCA 8575</p> <p>Fotom. 1 -> Serial Number: J17223</p> <p>Fotom. 2 -> Serial Number: J44433</p> <p>Fotom. 3 -> Serial Number: J44463</p> <p>Na foto so aparece a Fotom. 1 e 2 a terceira esta em uso no cintilador no momento presente (09/04/12).</p> <p><a href="120409_211920/fotomultiplicadoras.JPG?lb=elog"><img border="0" style="width: 354px; height: 264px;" id="att0" name="att0" src="120409_211920/fotomultiplicadoras.JPG?lb=elog&thumb=1" alt="fotomultiplicadoras.JPG" /></a></p> <p> </p> <p>O esquema da montagem do experimento esta como presente nas imagens abaixo:</p> <p><a href="120409_212013/esquema_2.JPG?lb=elog"><img border="0" style="width: 328px; height: 247px;" id="att2" name="att2" src="120409_212013/esquema_2.JPG?lb=elog&thumb=1" alt="esquema_2.JPG" /></a><img border="0" alt="esquema_1.JPG" src="120409_211955/esquema_1.JPG?lb=elog&thumb=1" name="att1" id="att1" style="width: 363px; height: 245px;" /></p> <p> </p> <p>Nas imagens vemos a Mega em cima, a C3 no meio (de baixo pano preto) e a super em baixo das outras duas.</p> <p><strong>OBS. :</strong></p> <p><strong>1)</strong> A C3 esta coberta pelo pano preto, pois ela não foi efetivamente montada, nao cobrimos o mayla com isolante preta, logo para evitar a entrada de photons (que podem inclusive  queimar a fotomultiplicadora e "boicoita" o experimento) a cobrimos com o pano. A montagem dela esta de forma bem simples, juntamos a guia de luz ao material cintilante enrolamos as duas na mayla, entre a junção da mayla com o material cintilante pusemos silicone optico, que tambem foi posto entre a guia de luz e a fotomultiplicadora.</p> <p><strong>2)</strong> A area a qual uma esta a baixo da outra esta feita de forma que elas sejam "iquais", assim garantimos que nao haja muon passando em dois cintiladores sem que passe pelo terceiro.</p> <p><strong>3)</strong> A Coincidencia foi feita pegando sinal que passava na Mega e na Super com o sinal que passava nas tres.</p> <p><strong>4)</strong> O erro de uma distribuição binomial:  erro = sqrt( \frac{N_{123} * (1- efic)} {(N_23)^{2}}  ), onde "efic" é a eficiencia e N_{ijk...} é a coincidencia com os cintiladores i,j,k,... .</p> <p><span style="color: rgb(255, 0, 0);">     Atenção: </span><em><strong><span style="color: rgb(255, 0, 0);"><strong>O calculo da eficiencia foi</strong></span><span style="color: rgb(255, 0, 0);"><strong> feito usando o valor da coincidencia de ruido (coincidencia falsa).  Usando a "contagem de 2 real" e "contagem de 3 real"</strong></span></strong></em></p> <p><strong>5)</strong> O calculo da coincidencia real é feito como segue:  N_{Real} = ( N_{C} - \frac{ N_{CF} * T_{C}}{ T_{F} } )</p> <p>onde N_{Real} = número de coincidencias reais :: N_{C} = numero de coincidencias :: T_{C} = tempo de coincidencia :: N_{CF} = numero coinc. falsas :: T_{CF} = tempo de coincidencia falsa.</p> <p><strong>6)</strong> Eu fiz um programinha em C para fazer as contas, eficiencia e erro de eficiencia e numero de dados reais (explicado mais abaixo) quem quiser pegue no final do programa.</p> <p> </p> <p><span style="font-size: larger;"><strong>TABELAS E CONTAS:</strong></span></p> <p><span style="font-size: larger;"><strong>Abaixo a tabela dados da Fotom.1 (Serial Number: </strong><strong>J17223</strong><strong> ) :</strong></span></p> <table cellspacing="1" cellpadding="1" border="1" style="width: 899px; height: 104px;"> <tbody> <tr> <td width="62" style="text-align: center;">Volt_Mega (-V)</td> <td width="81" style="text-align: center;">Trigger_Mega (-mV)</td> <td width="66" style="text-align: center;">Volt_C3 (-V)</td> <td width="65" style="text-align: center;">Trigger_C3 (-mV)</td> <td width="64" style="text-align: center;">Volt_Super (-V)</td> <td width="81" style="text-align: center;">Trigger_Super (-mV)</td> <td width="84" style="text-align: center;">Contagem Mega+Super</td> <td width="110" style="text-align: center;">Contagem_das_3</td> <td width="93" style="text-align: center;">Tempo</td> <td width="29"> <p style="text-align: center;">Eficiencia (%)</p> </td> <td width="106" style="text-align: center;">Erro Eficiencia(%)</td> </tr> <tr> <td width="62" style="text-align: center;">2050</td> <td width="81" style="text-align: center;">30</td> <td width="66" style="text-align: center;">1800</td> <td width="65" style="text-align: center;">30</td> <td width="64" style="text-align: center;">2050</td> <td width="81" style="text-align: center;">30</td> <td width="84" style="text-align: center;"> 716</td> <td width="110" style="text-align: center;">511</td> <td width="93" style="text-align: center;">2h 16' 35" (8195 s)</td> <td width="29" style="text-align: center;"><strong><span style="color: rgb(255, 0, 0);">86.0</span></strong></td> <td width="106" style="text-align: center;"><strong><span style="color: rgb(255, 0, 0);">1.0</span></strong></td> </tr> <tr> <td width="62" style="text-align: center;"> 2050</td> <td width="81" style="text-align: center;">30</td> <td width="66" style="text-align: center;">2050</td> <td width="65" style="text-align: center;">30</td> <td width="64" style="text-align: center;">2050</td> <td width="81" style="text-align: center;">30</td> <td width="84" style="text-align: center;"> 325</td> <td width="110" style="text-align: center;">235</td> <td width="93" style="text-align: center;">1h 15' 30" (4530 s)</td> <td width="29" style="text-align: center;"><strong><span style="color: rgb(255, 0, 0);"> 99.1</span></strong></td> <td width="106" style="text-align: center;"> <p><strong><span style="color: rgb(255, 0, 0);">0.7 </span></strong></p> </td> </tr> </tbody> </table> <p><span style="color: rgb(255, 0, 0);"><strong>OBS: Para calculo da eficiencia foi tirado usando o valor da coincidencia de ruido.  Usando a "contagem de 2 real" e "contagem de 3 real" na tabela abaixo</strong></span>.</p> <p> </p> <p> </p> <p><strong>Contagem de coincidencia de ruido:</strong></p> <p>Foram feitos testes para coincidencia falsas, neste obtivemos o numero de coincidencias que aparecem para os cintiladores não estando sobrepostos, como na foto abaixo, isso acontece devido a alta voltagem usada e é muito util para tirarmos erros da medida:</p> <table cellspacing="1" cellpadding="1" border="1" style="width: 932px; height: 95px;"> <tbody> <tr> </tr> <tr> <td width="64" style="text-align: center;">Volt Mega (-V)</td> <td width="84" style="text-align: center;">Trigger Mega (-mV)</td> <td width="63" style="text-align: center;">Volt  C3 (-V)</td> <td width="46" style="text-align: center;">Trigger C3 (-mV)</td> <td width="86" style="text-align: center;">Volt_Super (-V)</td> <td width="84" style="text-align: center;">Trigger Super (-mV)</td> <td width="88" style="text-align: center;">Contagem Mega+Super</td> <td width="113" style="text-align: center;">Contagem das 3</td> <td width="85" style="text-align: center;">Tempo</td> <td width="52"> <p style="text-align: center;">Contagem de 2 real</p> </td> <td width="110" style="text-align: center;">Contagem de 3 real</td> </tr> <tr> <td width="64" style="text-align: center;"> 2050</td> <td width="84" style="text-align: center;"> 30</td> <td width="63" style="text-align: center;">1800</td> <td width="46" style="text-align: center;"> 30</td> <td width="86" style="text-align: center;">2050</td> <td width="84" style="text-align: center;"> 30</td> <td width="88" style="text-align: center;"> 101</td> <td width="113" style="text-align: center;">8</td> <td width="85" style="text-align: center;">1h 45' 20" (6320  s)</td> <td width="52" style="text-align: center;"> 585</td> <td width="110" style="text-align: center;"> 500</td> </tr> <tr> <td width="64" style="text-align: center;"> 2050</td> <td width="84" style="text-align: center;">30</td> <td width="63" style="text-align: center;">2050</td> <td width="46" style="text-align: center;">30</td> <td width="86" style="text-align: center;"> 2050</td> <td width="84" style="text-align: center;">30</td> <td width="88" style="text-align: center;">182</td> <td width="113" style="text-align: center;">12</td> <td width="85" style="text-align: center;">2h 27' 00" (8820 s)</td> <td width="52" style="text-align: center;">231</td> <td width="110" style="text-align: center;"> <p>228</p> </td> </tr> </tbody> </table> <p><a href="120420_192435/foto.JPG?lb=elog"><img border="0" style="width: 432px; height: 187px;" id="att4" name="att4" src="120420_192435/foto.JPG?lb=elog&thumb=1" alt="foto.JPG" />50<br /> </a></p> <p> </p> <p> </p> <p><span style="font-size: larger;"><strong>Abaixo a tabela dados da Fotom.2 (Serial Number: J44433) :</strong></span></p> <table cellspacing="1" cellpadding="1" border="1" style="width: 862px; height: 104px;"> <tbody> <tr> <td width="63" style="text-align: center;">Volt Mega (-V)</td> <td width="81" style="text-align: center;">Trigger Mega (-mV)</td> <td width="44" style="text-align: center;">Volt C3 (-V)</td> <td width="63" style="text-align: center;">Trigger C3 (-mV)</td> <td width="62" style="text-align: center;">Volt Super (-V)</td> <td width="81" style="text-align: center;">Trigger Super (-mV)</td> <td width="78">Contagem  Mega+Super</td> <td width="100" style="text-align: center;">Conategem das 3</td> <td width="77" style="text-align: center;">Tempo</td> <td width="55" style="text-align: center;"> <p>Eficiencia(%)</p> </td> <td width="100" style="text-align: center;">erro eficiencia(%)</td> </tr> <tr> <td width="63" style="text-align: center;"> 2050</td> <td width="81" style="text-align: center;">30</td> <td width="44" style="text-align: center;">1800</td> <td width="63" style="text-align: center;">30</td> <td width="62" style="text-align: center;">2050</td> <td width="81" style="text-align: center;">30</td> <td width="78" style="text-align: center;">412</td> <td width="100" style="text-align: center;">148</td> <td width="77" style="text-align: center;">01h 55' 20" (6920 s)</td> <td width="55" style="text-align: center;"><strong><span style="color: rgb(255, 0, 0);">41.0</span></strong></td> <td width="100" style="text-align: center;"><strong><span style="color: rgb(255, 0, 0);">2.8</span></strong></td> </tr> <tr> <td width="63" style="text-align: center;"> 2050</td> <td width="81" style="text-align: center;">30</td> <td width="44" style="text-align: center;">2050</td> <td width="63" style="text-align: center;">30</td> <td width="62" style="text-align: center;">2050</td> <td width="81" style="text-align: center;">30</td> <td width="78" style="text-align: center;">277</td> <td width="100" style="text-align: center;">200</td> <td width="77" style="text-align: center;">01h 05' 36" (3936 s)</td> <td width="55" style="text-align: center;"><strong> <span style="color: rgb(255, 0, 0);">80.0</span></strong></td> <td width="100" style="text-align: center;"><strong><span style="color: rgb(255, 0, 0);"> 4.0</span></strong></td> </tr> </tbody> </table> <p><span style="color: rgb(255, 0, 0);"><strong> OBS: Para calculo da eficiencia foi tirado usando o valor da coincidencia de ruido.  Usando a "contagem de 2 real" e "contagem de 3 real" na tabela abaixo</strong></span>.</p> <p> </p> <p><strong>Contagem de coincidencia de ruido:</strong></p> <table cellspacing="1" cellpadding="1" border="1"> <tbody> <tr> </tr> <tr> <td width="64" style="text-align: center;">Volt Mega (-V)</td> <td width="83" style="text-align: center;">Trigger Mega (-mV)</td> <td width="44" style="text-align: center;">Volt C3 (-V)</td> <td width="63" style="text-align: center;">Trigger C3 (-mV)</td> <td width="63" style="text-align: center;">Volt Super (-V)</td> <td width="82" style="text-align: center;">Trigger Super (-mV)</td> <td width="78" style="text-align: center;">Contagem Mega+Super</td> <td width="101" style="text-align: center;">Conategem das 3</td> <td width="70" style="text-align: center;">Tempo</td> <td width="55" style="text-align: center;"> <p>Contagem de 2 real</p> </td> <td width="100" style="text-align: center;">contagem de 3 real</td> </tr> <tr> <td width="64" style="text-align: center;"> 2050</td> <td width="83" style="text-align: center;">30</td> <td width="44" style="text-align: center;">1800</td> <td width="63" style="text-align: center;">30</td> <td width="63" style="text-align: center;">2050</td> <td width="82" style="text-align: center;">30</td> <td width="78" style="text-align: center;">60</td> <td width="101" style="text-align: center;">12</td> <td width="70" style="text-align: center;">01h 08' 10" (4090 s)</td> <td width="55" style="text-align: center;">310</td> <td width="100" style="text-align: center;"> 127</td> </tr> <tr> <td width="64" style="text-align: center;"> 2050</td> <td width="83" style="text-align: center;">30</td> <td width="44" style="text-align: center;">2050</td> <td width="63" style="text-align: center;">30</td> <td width="63" style="text-align: center;">2050</td> <td width="82" style="text-align: center;">30</td> <td width="78" style="text-align: center;">407</td> <td width="101" style="text-align: center;">273</td> <td width="70" style="text-align: center;">02h 37' 10" (9430 s)</td> <td width="55" style="text-align: center;"> 107</td> <td width="100" style="text-align: center;">86</td> </tr> </tbody> </table> <p> </p> <p> </p> <p> </p> <p><span style="font-size: larger;"><strong>Abaixo a tabela dados da Fotom.3 (Serial Number: J44463 ) :</strong></span></p> <table cellspacing="1" cellpadding="1" border="1" style="width: 862px; height: 104px;"> <tbody> <tr> <td width="65" style="text-align: center;">Volt Mega (-V)</td> <td width="79" style="text-align: center;">Trigger Mega (-mV)</td> <td width="44" style="text-align: center;">Volt C3 (-V)</td> <td width="67" style="text-align: center;">Trigger C3 (-mV)</td> <td width="62" style="text-align: center;">Volt Super (-V)</td> <td width="81" style="text-align: center;">Trigger Super (-mV)</td> <td width="78" style="text-align: center;">Contagem Mega+Super</td> <td width="100" style="text-align: center;">Conategem das 3</td> <td width="92" style="text-align: center;">Tempo</td> <td width="36" style="text-align: center;">Eficiencia</td> <td width="100" style="text-align: center;">erro eficiencia(%)</td> </tr> <tr> <td width="65" style="text-align: center;"> 2050</td> <td width="79" style="text-align: center;">30</td> <td width="44" style="text-align: center;">1800</td> <td width="67" style="text-align: center;"> 30</td> <td width="62" style="text-align: center;">2050</td> <td width="81" style="text-align: center;">30</td> <td width="78" style="text-align: center;">240</td> <td width="100" style="text-align: center;">126</td> <td width="92" style="text-align: center;">01h 11' 28" (4288 s)</td> <td width="36" style="text-align: center;"> <span style="color: rgb(255, 0, 0);"><strong>77.0</strong></span></td> <td width="100" style="text-align: center;"><span style="color: rgb(255, 0, 0);"><strong> 3.4</strong></span></td> </tr> <tr> <td width="65" style="text-align: center;"> 2050</td> <td width="79" style="text-align: center;">30</td> <td width="44" style="text-align: center;">2050</td> <td width="67" style="text-align: center;">30</td> <td width="62" style="text-align: center;">2050</td> <td width="81" style="text-align: center;">30</td> <td width="78" style="text-align: center;">613</td> <td width="100" style="text-align: center;">414</td> <td width="92" style="text-align: center;">02h 28' 16" (8896 s)</td> <td width="36" style="text-align: center;"><span style="color: rgb(255, 0, 0);"><strong>94.0</strong></span></td> <td width="100" style="text-align: center;"><span style="color: rgb(255, 0, 0);"><strong> 1.2</strong></span></td> </tr> </tbody> </table> <p>  <span style="color: rgb(255, 0, 0);"><strong> OBS: Para calculo da eficiencia foi tirado usando o valor da coincidencia de ruido.  Usando a "contagem de 2 real" e "contagem de 3 real" na tabela abaixo</strong></span>.</p> <p> </p> <p><strong>Contagem de coincidencia de ruido:</strong></p> <table cellspacing="1" cellpadding="1" border="1"> <tbody> <tr> </tr> <tr> <td width="69" style="text-align: center;">Volt Mega (-V)</td> <td width="90" style="text-align: center;">Trigger Mega (-mV)</td> <td width="45" style="text-align: center;">Volt C3 (-V)</td> <td width="65" style="text-align: center;">Trigger C3 (-mV)</td> <td width="65" style="text-align: center;">Volt Super (-V)</td> <td width="88" style="text-align: center;">Trigger Super (-mV)</td> <td width="79" style="text-align: center;">Contagem Mega+Super</td> <td width="101" style="text-align: center;">Conategem das 3</td> <td width="71" style="text-align: center;">Tempo</td> <td width="53" style="text-align: center;">contagem de 2 real</td> <td width="53"> <p style="text-align: center;">contagem de 3 real</p> </td> </tr> <tr> <td width="69" style="text-align: center;"> 2050</td> <td width="90" style="text-align: center;">30</td> <td width="45" style="text-align: center;">1800</td> <td width="65" style="text-align: center;">30</td> <td width="65" style="text-align: center;">2050</td> <td width="88" style="text-align: center;">30</td> <td width="79" style="text-align: center;">193</td> <td width="101" style="text-align: center;">14</td> <td width="71" style="text-align: center;">02h 40' 00"  (9600 s)</td> <td width="53" style="text-align: center;"> 154</td> <td width="53" style="text-align: center;">118</td> </tr> <tr> <td width="69" style="text-align: center;"> 2050</td> <td width="90" style="text-align: center;">30</td> <td width="45" style="text-align: center;"> 2050</td> <td width="65" style="text-align: center;"> 30</td> <td width="65" style="text-align: center;">2050</td> <td width="88" style="text-align: center;">30</td> <td width="79" style="text-align: center;">191</td> <td width="101" style="text-align: center;">33</td> <td width="71" style="text-align: center;">02h 13' 10" (7990 s)</td> <td width="53" style="text-align: center;">400</td> <td width="53" style="text-align: center;">377</td> </tr> </tbody> </table> <p> </p> <p><span style="font-size: larger;"><strong>PROGRAMAS: </strong></span></p> <p>1) Codigo:  <a href="120425_202554/calc_erro.C?lb=elog"><img border="0" id="att5" name="att5" src="120425_202554/calc_erro.C?lb=elog&thumb=1" alt="calc_erro.C" /></a></p> <p>2) Executavel: <a href="120425_202701/calc_erro?lb=elog"><img border="0" alt="calc_erro" src="120425_202701/calc_erro?lb=elog&thumb=1" name="att6" id="att6" /></a></p> <p>  se der erro, baixe o codigo e compile no seu pc, pra fazer isto abra o codigo e leia os comentarios explicando como fazer !</p> <p> </p> <p><span style="font-size: larger;"><strong>OUTRAS COISAS FEITAS:</strong></span></p> <p> Abaixo temos uma contagem do C3 com uma amostra de radiacao \gamma em cima, para diferentes voltagens de operacao, podemos ver que a contaem sobe com a voltagem, isso pode significar que a eficiencia muda com a voltagem.</p> <p>Outra coisa importante a se notar é que as voltagens de operacao sao [ 1840,2100] abaixo desse intervalo nao vemos quase nada (ou nao vemos nada) e acima nos vemos muito ruido.</p> <p> </p> <p><a href="120413_235037/dados_C3.dat?lb=elog"><img border="0" id="att3" name="att3" src="120413_235037/dados_C3.dat?lb=elog&thumb=1" alt="dados_C3.dat" /></a></p> <p> <img alt="" src="data:image/png;base64,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" /></p> <p> </p> <p> </p> <p><strong> Grupo:</strong></p> <p><strong>- Saullo C.<br /> </strong></p> <p><strong>- Kazu C.</strong></p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p></td> </tr> </tbody> </table> </p><p> </p> Encoding**: HTML ELCode plain Suppress Email notification

Attachment 1:

ELOG V2.9.2-2455