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SADAPMAP
Commit 269a1bff authored by Alisson Claudino's avatar Alisson Claudino
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Added full schematics and power supply

parent cbd23cbe
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Circuits/I_AMP-cache.lib 100644 → 100755
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Circuits/I_AMP.html 0 → 100644
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<html>
<head>
<style>
body{
background-color: #ededed;
min-width: 842px;
}
#BOMInfoID {
padding: 15px;
display: inline-block;
}
#BOMInfoID strong {
float: left;
width: 250px;
padding: 5px;
padding-bottom: 15px;
min-height: 80px;
text-transform: uppercase;
}
#BOMInfoID h1 {
font-size: 16px;
color: #444;
padding-left: 10px;
text-transform: initial;
}
hr{
padding: 0;
margin: 0;
}
.group, .Header, .group_head{
width:100%;
}
.column, .Head{
float: left;
width: 135px;
height: auto;
text-align: center;
margin: 10px;
}
.HeadQtyTag{
width: 20px;
}
.partRow{
display: table;
font-size: 14px;
width: 100%;
}
.group .partRow:hover{
background-color: #ededed;
}
#TableId{
background-color: white;
width: 1300px;
margin: 0 auto;
border-radius: 5px;
box-shadow: 0 10px 50px rgba(0,0,0,0.2);
}
.footer, .Header{
padding:5px;
text-align: center;
}
.footer,
.Header a,
.group_title,
.Head{
color: #444;
display: block;
font-size: 0.5em;
text-decoration: none;
}
.Header a{
font-size: 1.4em;
text-transform: uppercase;
float: left;
width: 50%;
margin: 15px;
}
.Head{
font-size: 20px;
}
.group_title{
text-align: center;
font-size: 1.5em;
}
.group_C:after{
content:"Capacitors";
}
.group_D:after{
content:"Diodes";
}
.group_F:after{
content:"Fuse";
}
.group_L:after{
content:"Inductors";
}
.group_P:after{
content:"Connectors";
}
.group_CN:after{
content:"Connectors";
}
.group_Q:after{
content:"Transistors";
}
.group_R:after{
content:"Resistors";
}
.group_U:after{
content:"Semiconductors";
}
.group_IC:after{
content:"Integrated Circuit";
}
.group_V:after{
content:"Varistors";
}
.group_X:after{
content:"Crystals";
}
.group .group_title{
color: #444;
}
/*image what convert to css uri at http://www.askapache.com/online-tools/base64-image-converter/*/
#logo {
background-image: 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");
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<div class="Header"><a href="There's a saturation indicator for output higher than 5V"><h1>Current Sensor for Materials Analysis BOM <br>Rev 1</h1></a> <div id="logo"></div></div>
<div id="BOMInfoID">
<strong>Date<h1> 2017-12-15</h1></strong>
<strong>Company<h1> LAPMA - UFRGS</h1></strong>
<strong>Comment 1<h1> All resistors are 1/8W, except R1 and R2</h1></strong>
<strong>Comment 2<h1> There's a saturation indicator for output higher than 5V</h1></strong>
<strong>Comment 3<h1> The gain adjust must be set for a range in 0 to 5V output voltage</h1></strong>
<strong>Comment 4<h1> Designed by Alisson Claudino</h1></strong>
<strong>Total Parts<h1> 44 (Unique 29)</h1></strong>
</div>
<div class="group_head"><div class="partRow"><div class='Head HeadRefTag'>Ref</div><div class='Head HeadQtyTag'>Qty</div><div class='Head HeadValueTag'>Value</div><div class='Head HeadFootprintTag'>Footprint</div></div></div>
<hr>
<div class="group group_title group_C">
[C] -
</div>
<hr>
<div class="group">
<div class="partRow RowOddTag">
<div class="column HeadRefTag">C8 C9 </div>
<div class="column HeadQtyTag">2</div>
<div class="column HeadValueTag">220n</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">C5 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">10u</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowOddTag">
<div class="column HeadRefTag">C2 C3 C6 C7 </div>
<div class="column HeadQtyTag">4</div>
<div class="column HeadValueTag">100n</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">C1 C4 </div>
<div class="column HeadQtyTag">2</div>
<div class="column HeadValueTag">22u</div>
<div class="column HeadFootprintTag"></div>
</div>
</div>
<hr>
<div class="group group_title group_D">
[D] -
</div>
<hr>
<div class="group">
<div class="partRow RowOddTag">
<div class="column HeadRefTag">D1 D2 D3 </div>
<div class="column HeadQtyTag">3</div>
<div class="column HeadValueTag">1n4148</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">D5 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">5V1</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowOddTag">
<div class="column HeadRefTag">D4 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">SATURATION_LED</div>
<div class="column HeadFootprintTag"></div>
</div>
</div>
<hr>
<div class="group group_title group_P">
[P] -
</div>
<hr>
<div class="group">
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">P1 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">INPUT</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowOddTag">
<div class="column HeadRefTag">P6 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">OUTPUT (0-5V)</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">P2 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">+8</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowOddTag">
<div class="column HeadRefTag">P3 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">-8</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">P4 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">GND</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowOddTag">
<div class="column HeadRefTag">P5 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">GAIN_ADJ.</div>
<div class="column HeadFootprintTag"></div>
</div>
</div>
<hr>
<div class="group group_title group_R">
[R] -
</div>
<hr>
<div class="group">
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">R1 R2 </div>
<div class="column HeadQtyTag">2</div>
<div class="column HeadValueTag">2R2</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowOddTag">
<div class="column HeadRefTag">R5 R6 R7 </div>
<div class="column HeadQtyTag">3</div>
<div class="column HeadValueTag">20k</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">R14 R8 </div>
<div class="column HeadQtyTag">2</div>
<div class="column HeadValueTag">10k</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowOddTag">
<div class="column HeadRefTag">R15 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">RX</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">R12 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">18k</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowOddTag">
<div class="column HeadRefTag">R18 R13 </div>
<div class="column HeadQtyTag">2</div>
<div class="column HeadValueTag">27k</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">R19 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">100</div>
<div class="column HeadFootprintTag"></div>
</div>
<div class="partRow RowOddTag">
<div class="column HeadRefTag">R11 R17 R16 </div>
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<div class="group footer"><h1>BOM made with <a href="https://github.com/HashDefineElectronics/KiCad_BOM_Wizard">KICAD_BOM_WIZARD</a><br>(Generated Qua 27 Dez 2017 14:42:41 -02)</h1></div>
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</body>
</html>
Circuits/I_AMP.kicad_pcb 100644 → 100755
View file @ 269a1bff
File mode changed from 100644 to 100755
Circuits/I_AMP.pro 100644 → 100755
View file @ 269a1bff
update=Seg 11 Dez 2017 20:17:52 BRST
update=Ter 02 Jan 2018 10:15:45 -02
version=1
last_client=kicad
[pcbnew]
......@@ -117,3 +117,13 @@ LibName87=xilinx
LibName88=Zilog
[general]
version=1
[schematic_editor]
version=1
PageLayoutDescrFile=
PlotDirectoryName=
SubpartIdSeparator=0
SubpartFirstId=65
NetFmtName=
SpiceForceRefPrefix=0
SpiceUseNetNumbers=0
LabSize=60
Circuits/I_AMP.sch
View file @ 269a1bff
......@@ -90,7 +90,7 @@ LIBS:Zilog
LIBS:I_AMP-cache
EELAYER 25 0
EELAYER END
$Descr A4 11693 8268
$Descr User 8908 6299
encoding utf-8
Sheet 1 1
Title "Current Sensor for Materials Analysis"
......@@ -103,1132 +103,1132 @@ Comment3 "The gain adjust must be set for a range in 0 to 5V output voltage"
Comment4 "Designed by Alisson Claudino"
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