tag:blogger.com,1999:blog-73228996044458749232024-02-22T00:48:08.554-08:00Trabalhos de Física com ArduinoAnonymoushttp://www.blogger.com/profile/00983453198366823036noreply@blogger.comBlogger14125tag:blogger.com,1999:blog-7322899604445874923.post-14910883560213881772018-04-18T05:34:00.000-07:002018-04-18T05:34:54.005-07:00Retornando as atividades voltadas a aplicações do Arduíno aos conteúdos da disciplina de física. Temos como tarefa relacionada ao projeto integrador, a seguinte atividade programada para hoje 18/04/2018:<br />
1- Com o auxilio do sensor ultrassônico HC - SR04 projetar e executar com Arduíno Uno, uma trena eletrônica com precisão em centésimos de centímetro;<br />
2- Utilizando o LCD apresentar o resultado obtido do procedimento anterior;<br />
3- Com base no conteúdo desenvolvido em aula sobre medidas e erros, desenvolver e executar um programa para determinar o a área e o perímetro dos objetos utilizados nas aulas práticas sobre o referido conteúdo. (triângulos e circunferências).<br />
Bom trabalho a todos...Anonymoushttp://www.blogger.com/profile/00983453198366823036noreply@blogger.com0tag:blogger.com,1999:blog-7322899604445874923.post-1676342733476807292014-10-04T11:50:00.002-07:002014-10-04T11:50:44.982-07:00Projeto Calorímetro: Esquema Elétrico e Algoritmo.<span style="font-family: inherit;"><span style="background-color: white; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.47px;">Turma 126;</span><br style="background-color: white; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.47px;" /><span style="background-color: white; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.47px;">Engenharia da Computação;</span><br style="background-color: white; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.47px;" /><span style="background-color: white; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.47px;">II/ semestre/ 2014;</span><br style="background-color: white; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.47px;" /><span style="background-color: white; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.47px;">Integrantes:</span><br style="background-color: white; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.47px;" /><span style="background-color: white; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.47px;">Henrique klumb; Michel Madruga; Morgana Macedo; Rociele Silveira; Tibiriçá dos Santos.</span></span><br />
<span style="font-family: inherit;">Materiais Utilizados:</span><br />
<span style="font-family: inherit;">- Dois sensores de temperatura LM 35;</span><br />
<span style="font-family: inherit;">- Protoboard;</span><br />
<span style="font-family: inherit;">- Aduino UNO;</span><br />
<span style="font-family: inherit;">- Display LCD 16 X 2 (QC1602A);</span><br />
<span style="font-family: inherit;">- Dois potenciômetros.</span><br />
<h3>
<span style="font-size: large;">Esquema Elétrico:</span></h3>
<br />
<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: currentColor; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"><td style="background-color: transparent; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;"><strong>DISPLAY LCD (QC1602A)<o:p></o:p></strong></span></div>
</td><td style="background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;"><strong>PORTAS ARDUINO UNO<o:p></o:p></strong></span></div>
</td></tr>
<tr style="mso-yfti-irow: 1;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">VSS<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">GND<o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 2;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">VDD<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">5V<o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 3;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">V0<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PORTA X DO PRIMEIRO POTENCIÔMETRO<o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 4;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">RS<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PORTA DIGITAL 9 DO ARDUINO<o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 5;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">RW<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">GND<o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 6;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">E<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PORTA DIGITAL 8 DO ARDUINO<o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 7;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">D4<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PORTA DIGITAL 5 DO ARDUINO<o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 8;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">D5<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PORTA DIGITAL 4 DO ARDUINO<o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 9;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">D6<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PORTA DIGITAL 3 DO ARDUINO<o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 10;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">D7<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PORTA DIGITAL 2 DO ARDUINO<o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 11;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">A<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PORTA X DO SEGUNDO POTENCIÔMETRO<o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 12; mso-yfti-lastrow: yes;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">K<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">GND<o:p></o:p></span></div>
</td></tr>
</tbody></table>
<br />
<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: currentColor; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody>
<tr style="height: 26.85pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"><td style="background-color: transparent; border: 1pt solid windowtext; height: 26.85pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;"><strong>POTENCIÔMETRO<o:p></o:p></strong></span></div>
</td><td style="background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; height: 26.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;"><strong>PORTAS ARDUINO UNO<o:p></o:p></strong></span></div>
</td></tr>
<tr style="height: 26.85pt; mso-yfti-irow: 1;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; height: 26.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PRIMEIRO POTENCIÔMETRO - PORTA ESQUERDA <o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 26.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">GND<o:p></o:p></span></div>
</td></tr>
<tr style="height: 26.85pt; mso-yfti-irow: 2;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; height: 26.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PRIMEIRO POTENCIÔMETRO - PORTA CENTRAL<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 26.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">V0 DISPLAY LCD<o:p></o:p></span></div>
</td></tr>
<tr style="height: 26.85pt; mso-yfti-irow: 3;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; height: 26.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PRIMEIRO POTENCIÔMETRO - PORTA DIREITA<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 26.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">5V<o:p></o:p></span></div>
</td></tr>
<tr style="height: 26.85pt; mso-yfti-irow: 4;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; height: 26.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">SEGUNDO POTENCIÔMETRO - PORTA ESQUERDA<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 26.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">GND<o:p></o:p></span></div>
</td></tr>
<tr style="height: 26.85pt; mso-yfti-irow: 5;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; height: 26.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">SEGUNDO POTENCIÔMETRO - PORTA CENTRAL<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 26.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">A DISPLAY LCD<o:p></o:p></span></div>
</td></tr>
<tr style="height: 26.85pt; mso-yfti-irow: 6; mso-yfti-lastrow: yes;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; height: 26.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">SEGUNDO POTENCIÔMETRO - PORTA DIREITA <o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; height: 26.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">5V<o:p></o:p></span></div>
</td></tr>
</tbody></table>
<br />
<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: currentColor; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"><td style="background-color: transparent; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;"><strong>LM 35<o:p></o:p></strong></span></div>
</td><td style="background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;"><strong>PORTAS ARDUINO UNO<o:p></o:p></strong></span></div>
</td></tr>
<tr style="mso-yfti-irow: 1;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PRIMEIRO SENSOR - PORTA ESQUERDA<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">5V<o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 2;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PRIMEIRO SENSOR - PORTA CENTRAL<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PORTA ANALOGICA A0 DO ARDUINO <span style="mso-spacerun: yes;"> </span><o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 3;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PRIMEIRO SENSOR - PORTA DIREITA<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">GND<o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 4;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">SEGUNDO SENSOR - PORTA ESQUERDA<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">5V<o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 5;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">SEGUNDO SENSOR - PORTA CENTRAL<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">PORTA ANALOGICA A1 DO ARDUINO <o:p></o:p></span></div>
</td></tr>
<tr style="mso-yfti-irow: 6; mso-yfti-lastrow: yes;"><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">SEGUNDO SENSOR - PORTA DIREITA<o:p></o:p></span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">GND<o:p></o:p></span></div>
</td></tr>
</tbody></table>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4sLIN9PGoRoNLNpf2XdWWkP6yj-WWVe_Ej7ccJCUxyaihorToImo8MBXheZskyKQnQgd-oXw5J4jR9pLskHNcu4yjzJF2ZBK936qmHlJrZTQEnH4mFn2gxexuckzgMRNMVBKayi8QaQia/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4sLIN9PGoRoNLNpf2XdWWkP6yj-WWVe_Ej7ccJCUxyaihorToImo8MBXheZskyKQnQgd-oXw5J4jR9pLskHNcu4yjzJF2ZBK936qmHlJrZTQEnH4mFn2gxexuckzgMRNMVBKayi8QaQia/s1600/1.jpg" height="167" width="400" /></a></div>
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<h3>
<span style="font-size: large;">Algoritmo:</span></h3>
<br />
#include <LiquidCrystal.h> //incluir as bibliotecas nativas do arduino - a do display<br />#include <Boards.h> <br />#include <Firmata.h>// a dos sensores<br />
<br />
int pinoLM35 = 0; // Pino Analogico onde vai ser ligado a porta do meio do LM35<br />int pino2LM35=1;// pino analogico onde será ligadaa porta do meio do segundo LM35<br />int valorLido = 0;// Variavel onde se ira guardar o valor lido pelo primeiro LM53<br />int ValorLido2=0; // Variavel onde se ira guardar o valor lido pelo segundo LM53<br />int LED = 13; // Pino Do LED da Board Do Arduino<br />float temperatura = 0; //Variavel onde vai ser guardada a Temperatura<br />float temperatura2=0;<br />
LiquidCrystal lcd(9, 8, 5, 4, 3, 2);//portas operantes do display como dito no esquema acima<br />
<br />
void setup() {<br /> //Inicializando o LCD e informando o tamanho de 16 colunas e 2 linhas<br /> //que é o tamanho do LCD QC1602A usado neste projeto.<br /> lcd.begin(16, 2); <br />
}<br />
<br />void loop() {<br />
if(CheckTemp() > 22){ //Verifica se a temperatura é maior que 20, e se for acende o Led Da Board do Arduino.<br />digitalWrite(LED, HIGH); //Acende o led da board do Arduino<br />
}<br />
if(CheckTemp() <= 21){ //Verifica se a temperatura é menor ou igual a 19, e se for apaga o Led Da Board do Arduino.<br />digitalWrite(LED, LOW); //Apaga o led da board do Arduino<br />
}<br />
<br />}<br />
float CheckTemp(){<br />
lcd.clear();<br />
valorLido = analogRead(pinoLM35); //Coloca na Variável valorLido o que está a ser lido pelo sensor.<br />
temperatura = (valorLido * 0.0048); /// conversão através de cálculos das entradas do LM 35 <br />
temperatura = temperatura * 100; /// Conversão do valor obtido através da porta analógica para um valor “usavel”<br />
lcd.print("1) ºc: ");// coloca no display "1) ºc"<br />
lcd.println(temperatura); // Imprime no Serial monitor o valor da variável temperatura<br />
<br />
lcd.setCursor(0,1); //muda a linha do display<br />
ValorLido2=analogRead(pino2LM35);<br />
temperatura2=(ValorLido2 * 0.0048);<br />
temperatura2=temperatura2 * 100;<br />
lcd.print("2) ºc: ");<br />
lcd.println(temperatura2);<br />
delay(1000);<br />
return temperatura; <br />
<br />
return temperatura2; // Retorna A temperatura<br />
}Anonymoushttp://www.blogger.com/profile/18417296701631191525noreply@blogger.com0tag:blogger.com,1999:blog-7322899604445874923.post-13424374614730757272014-08-20T09:32:00.001-07:002014-08-20T09:49:57.348-07:00Termômetro Digital feito com o Arduino UNO<b><span style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.479999542236328px;">Turma 126;</span><br style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.479999542236328px;" /><span style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.479999542236328px;">Engenharia da Computação;</span><br style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.479999542236328px;" /><span style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.479999542236328px;">II/ semestre/ 2014;</span><br style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.479999542236328px;" /><span style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.479999542236328px;">Integrantes:</span><br style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.479999542236328px;" /><span style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.479999542236328px;">Henrique klumb; Michel Madruga; Morgana Macedo; Rociele Silveira; Tibiriçá dos Santos.</span></b><br />
<b><br /></b>
<b>Materiais Utilizados:</b><br />
<b>- Sensor de Temperatura LM 35;</b><br />
<b>- Protoboard;</b><br />
<b>- Arduino UNO;</b><br />
<br />
<i>Gráficos de comparação entre as escalas térmicas (Celsius, Kelvin, Fahrenheit), valores obtidos pelo trabalho no arduino:</i><br />
<i><br /></i>
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<i>Fotos e Vídeos das Experiências:</i><br />
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<br />Anonymoushttp://www.blogger.com/profile/18417296701631191525noreply@blogger.com0tag:blogger.com,1999:blog-7322899604445874923.post-37724552432621155602014-08-20T07:45:00.000-07:002014-08-20T07:47:24.561-07:00Trabalho de Fisica - Arduíno <span style="color: #444444;"><b>Medidor de Temperatura </b></span><br />
<span style="color: #444444;"><br /></span>
<br />
<span style="color: #444444;"><span style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; line-height: 18.479999542236328px;">Turma 126;</span></span><span style="color: #444444;"><span style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; line-height: 18.479999542236328px;">Engenharia da Computação;</span></span><span style="color: #444444;"><span style="background-color: white;"><span style="font-family: Trebuchet MS, Trebuchet, Verdana, sans-serif;"><span style="line-height: 18.479999542236328px;">Matéria - Física II</span></span></span></span><span style="color: #444444;"><span style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; line-height: 18.479999542236328px;">Equipe:</span></span><span style="color: #444444;"><span style="background-color: white;"><span style="font-family: Trebuchet MS, Trebuchet, Verdana, sans-serif;"><span style="line-height: 18.479999542236328px;">Tiago Rodrigues (Representante), John Hessler, Marcos </span></span></span></span><span style="color: #444444; font-family: Trebuchet MS, Trebuchet, Verdana, sans-serif;"><span style="line-height: 18.479999542236328px;">Horner, Gianluca Campos.</span></span><br />
<span style="color: #444444;"><span style="background-color: white;"><span style="font-family: Trebuchet MS, Trebuchet, Verdana, sans-serif;"><span style="line-height: 18.479999542236328px;">Material utilizado:</span></span></span></span><br />
<span style="color: #444444; font-family: Trebuchet MS, Trebuchet, Verdana, sans-serif;"><span style="background-color: white;"><span style="line-height: 18.479999542236328px;">- Resistor de 5V</span></span></span><br />
<span style="color: #444444;"><span style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; line-height: 18.479999542236328px;">- Display de lcd 16X2;</span></span><br />
<span style="color: #444444;"><span style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; line-height: 18.479999542236328px;">- Sensor de temperatura encapsulado, (ds18b20)</span></span><br />
<br />
<span style="color: #444444;"><span style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; line-height: 18.479999542236328px;"><br /></span></span>
<span style="color: #444444;"><span style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; line-height: 18.479999542236328px;"><br /></span></span>
<span style="color: #444444; font-family: Trebuchet MS, Trebuchet, Verdana, sans-serif;"><span style="background-color: white;"><span style="line-height: 18.479999542236328px;">- Cabo USB de Alimentação </span></span></span><br />
<span style="color: #444444; font-family: Trebuchet MS, Trebuchet, Verdana, sans-serif;"><span style="background-color: white;"><span style="line-height: 18.479999542236328px;">- Placa Arduíno Uno</span></span></span><br />
<span style="color: #444444;"><span style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; line-height: 18.479999542236328px;">- Potenciômetro;</span></span><br />
<span style="color: #444444;"><span style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; line-height: 18.479999542236328px;"><br /></span></span>
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<span style="color: #444444;"><span style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; font-size: 13px; line-height: 18.479999542236328px;"><br /></span></span>Anonymoushttp://www.blogger.com/profile/09651459333365840277noreply@blogger.com0tag:blogger.com,1999:blog-7322899604445874923.post-39958122153852111752014-08-20T06:38:00.003-07:002014-08-20T09:30:59.789-07:00Capacidade Térmica Turma 126;<br />
Engenharia da Computação;<br />
II/ semestre/ 2014;<br />
Integrantes:<br />
Henrique klumb; Michel Madruga; Morgana Macedo; Rociele Silveira; Tibiriçá dos Santos.<br />
<br />
Para o trabalho sobre Capacidade Térmica, necessitaremos:<br />
- Potenciômetro;<br />
- Display de lcd 16X2;<br />
- Sensor de temperatura encapsulado, (ds18b20).Anonymoushttp://www.blogger.com/profile/18417296701631191525noreply@blogger.com0tag:blogger.com,1999:blog-7322899604445874923.post-34116194305943027612014-08-17T17:26:00.000-07:002014-08-17T18:00:35.117-07:00Em primeiro lugar quero desejar a todos um bom inicio de semestre, e para tanto vamos começar com uma primeira tarefa:<br />
1- Todos os alunos devem enviar um email para o endereço maflessa@gmail.com para eu possa cadastra-los como colaboradores do blog.<br />
2- Os grupos devem ser registrados no blog com a indicação do representante de cada grupo. <br />
3- As atividades propostas devem ser documentadas (texto, fotos e vídeos) passo a passo no blog semanalmente, esse procedimento conta como 20% na nota da avaliação do referido trabalho.<br />
4- Solicitação de componentes também devem ser registradas no blog pelo representante do grupo de trabalho.<br />
<br />
ATIVIDADE I.<br />
Com base na plataforma ARDUINO. elaborar um termômetro que indique a temperatura de um sistema nas três escalas mais utilizadas. (Celsius, Fahrenheit e Kelvin) .<br />
As indicações podem ser mostradas na tela de um computador e/ou display.<br />
Os valores medidos devem apresentar uma precisão na casa dos centésimos.<br />
Os valores obtidos devem ser transferidos (armazenados em tempo real) para uma planilha eletrônica. Openoffice ou excel.<br />
Os relatórios devem ser entregue impressos com a seguinte indicações:<br />
1 - Dados de Identificação:<br />
2- Título: Termômetro digital<br />
3- Objetivos : Elaborar um termômetro digital que indique temperaturas de um sistema em tempo real com precisão de centésimos de grau.<br />
4- Material utilização:<br />
5- Procedimentos: (descrição minuciosa dos procedimentos necessários para atingir os objetivos).<br />
6- Conclusão:<br />
<br />
<br />
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<span id="goog_291562593"></span><span id="goog_291562594"></span><a href="https://docs.google.com/spreadsheets/d/1EDFbMbFkuPJwtmpMfkgdQUiJslMznEcYmPXPbPskA7Y/edit?usp=sharing" target="_blank">https://docs.google.com/spreadsheets/d/1EDFbMbFkuPJwtmpMfkgdQUiJslMznEcYmPXPbPskA7Y/edit?usp=sharing</a><br />
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" width="640" />Anonymoushttp://www.blogger.com/profile/00983453198366823036noreply@blogger.com0tag:blogger.com,1999:blog-7322899604445874923.post-75874309328157874652014-06-24T15:40:00.001-07:002014-06-24T15:43:18.286-07:00Esquemáticos e placa do circuito detector de campo elétrico e display comunicação i2c<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/07328122029038852691noreply@blogger.com0tag:blogger.com,1999:blog-7322899604445874923.post-9537072739776109032014-06-24T15:37:00.001-07:002014-06-24T15:37:26.528-07:00Projeto em construção! Circuito detector campo elétrico.<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/07328122029038852691noreply@blogger.com0tag:blogger.com,1999:blog-7322899604445874923.post-989463048861710082014-06-16T09:18:00.001-07:002014-06-16T09:18:53.906-07:00Os trabalhos com a plataforma Arduino, devem ser apresentados a partir de segunda feira 16 de junho, a partir das 18h no Laboratório de Física.<br />
Devem ser acompanhados de relatório contendo Título, Objetivo, Material utilizado, Procedimentos para alcançar os referidos objetivos e a conclusão.<br />
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<br />Anonymoushttp://www.blogger.com/profile/00983453198366823036noreply@blogger.com0tag:blogger.com,1999:blog-7322899604445874923.post-89119388895000470332014-06-16T09:13:00.003-07:002014-06-16T09:13:54.706-07:00<div class="separator" style="clear: both; text-align: center;">
Caríssimos vejam essa utilização do Arduino para automação residencial. </div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/Xw1qd5Chpyg?feature=player_embedded' frameborder='0'></iframe></div>
<br />Anonymoushttp://www.blogger.com/profile/00983453198366823036noreply@blogger.com0tag:blogger.com,1999:blog-7322899604445874923.post-88805647622798969512014-05-18T16:28:00.000-07:002014-05-18T16:28:08.208-07:00Proposta de Trabalho para a disciplina de Teoria Eletromagnética:<br />
! - Projeto e construção de um eletroscópio eletrônico - que tem por função verificar se um corpo esta ou não eletrizado, como também o tipo de carga do referido corpo.<br />
2- Elaboração de um projeto e construção de instrumento destinado a medir o campo elétrico.<br />
3- Elaboração de um projeto e construção de um multímetro destinado a medir: intensidade de corrente elétrica, diferença de potencial e resistência elétrica. <br />
4- Elaboração de um projeto e construção de um instrumento destinado a medir a intensidade de campo magnético.<br />
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Vejam este vídeo sobre a importância dos instrumentos destinados a medição de radiações eletromagnética.<br />
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O primeiro vídeo esta no link <a href="http://www.zell.com.br/institucional/" target="_blank">http://www.zell.com.br/institucional/</a><br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/g7TN3oEuRqA?feature=player_embedded' frameborder='0'></iframe></div>
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<br />Anonymoushttp://www.blogger.com/profile/00983453198366823036noreply@blogger.com0tag:blogger.com,1999:blog-7322899604445874923.post-46319890771355009032014-05-15T11:17:00.000-07:002014-05-15T11:17:06.793-07:00Primeiros testes com o circuito verificador de Campo Elétrico <div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dwaRQQQhPD1-iPDqIBF-137OC4aeYluWpQzByiOR6hOj4QF1vI76RxA9_z4Lw5kY6Vi7yrkPhsC_BFV9HzTgQ' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<br />Anonymoushttp://www.blogger.com/profile/07328122029038852691noreply@blogger.com0tag:blogger.com,1999:blog-7322899604445874923.post-65967882269970825842014-04-29T09:17:00.000-07:002014-04-29T09:17:48.926-07:00<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/KZUrO9aXGh0?feature=player_embedded' frameborder='0'></iframe></div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/QwhtaCBHS-U?feature=player_embedded' frameborder='0'></iframe></div>
<br />Anonymoushttp://www.blogger.com/profile/00983453198366823036noreply@blogger.com0tag:blogger.com,1999:blog-7322899604445874923.post-46537535561370789392014-04-29T04:57:00.002-07:002014-04-29T04:57:26.507-07:00Este blog tem por objetivo apresentar experimentos da disciplina de Física com o auxilio da plataforma Arduino.<br />
Primeira proposta se refere a Movimentos unidimensionais.<br />
Dois móveis se movimentam em uma trajetória retilínea, um ao encontro do outro. Suas velocidades devem ser controladas pelo sistema, as posições devem ser identificadas por um sensor ultrassônico, de 10 em 10 cm e tabeladas associadas ao tempo em cada uma das posições até a distância máxima de 1,0 m.<br />
O programa deve possibilitar o controle da velocidade de cada um dos móveis e determinar a posição de encontro dos mesmos. Também deve ser apresentado gráficos para cada um dos móveis ( gráficos da posição em função do tempo e da velocidade em função do tempo).<br />
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Link para material sobre Arduino.<br />
http://www.4shared.com/folder/T45HGYjx/arduino.htmlAnonymoushttp://www.blogger.com/profile/00983453198366823036noreply@blogger.com0