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Commit 30ff9522 authored by Alisson Claudino's avatar Alisson Claudino
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ADD: Current Source full PCB design

parent fc56434d
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Circuits/I_SOURCE/I_SOURCE-cache.lib
View file @ 30ff9522
......@@ -29,28 +29,6 @@ P 6 0 1 0 0 0 0 50 30 50 0 100 -30 50 0 50 F
ENDDRAW
ENDDEF
#
# C
#
DEF C C 0 10 N Y 1 F N
F0 "C" 25 100 50 H V L CNN
F1 "C" 25 -100 50 H V L CNN
F2 "" 38 -150 50 H V C CNN
F3 "" 0 0 50 H V C CNN
$FPLIST
C?
C_????_*
C_????
SMD*_c
Capacitor*
$ENDFPLIST
DRAW
P 2 0 1 20 -80 -30 80 -30 N
P 2 0 1 20 -80 30 80 30 N
X ~ 1 0 150 110 D 40 40 1 1 P
X ~ 2 0 -150 110 U 40 40 1 1 P
ENDDRAW
ENDDEF
#
# CA3130
#
DEF CA3130 U 0 40 Y N 1 F N
......@@ -78,26 +56,6 @@ X COMP 8 300 100 100 L 50 50 1 1 P
ENDDRAW
ENDDEF
#
# CONN_01X01
#
DEF CONN_01X01 P 0 40 Y N 1 F N
F0 "P" 0 100 50 H V C CNN
F1 "CONN_01X01" 100 0 50 V V C CNN
F2 "" 0 0 50 H V C CNN
F3 "" 0 0 50 H V C CNN
$FPLIST
Pin_Header_Straight_1X01
Pin_Header_Angled_1X01
Socket_Strip_Straight_1X01
Socket_Strip_Angled_1X01
$ENDFPLIST
DRAW
S -50 5 10 -5 0 1 0 N
S -50 50 50 -50 0 1 0 N
X P1 1 -200 0 150 R 50 50 1 1 P
ENDDRAW
ENDDEF
#
# CONN_01X02
#
DEF CONN_01X02 P 0 40 Y N 1 F N
......@@ -144,6 +102,34 @@ X P3 3 -200 -100 150 R 50 50 1 1 P
ENDDRAW
ENDDEF
#
# CP
#
DEF CP C 0 10 N Y 1 F N
F0 "C" 25 100 50 H V L CNN
F1 "CP" 25 -100 50 H V L CNN
F2 "" 38 -150 50 H V C CNN
F3 "" 0 0 50 H V C CNN
$FPLIST
CP*
Elko*
TantalC*
C*elec
c_elec*
SMD*_Pol
$ENDFPLIST
DRAW
S -90 20 -90 40 0 1 0 N
S -90 20 90 20 0 1 0 N
S 90 -20 -90 -40 0 1 0 F
S 90 40 -90 40 0 1 0 N
S 90 40 90 20 0 1 0 N
P 2 0 1 0 -70 90 -30 90 N
P 2 0 1 0 -50 110 -50 70 N
X ~ 1 0 150 110 D 40 40 1 1 P
X ~ 2 0 -150 110 U 40 40 1 1 P
ENDDRAW
ENDDEF
#
# CP_Small
#
DEF CP_Small C 0 10 N N 1 F N
......
Circuits/I_SOURCE/I_SOURCE.html 0 → 100644
View file @ 30ff9522
<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 id="main">
<div id="TableId">
<div class="Header"><a href="300mA and 500mA Selectable DC Current Source"><h1>SADAMAP Current Source BOM <br>Rev 1</h1></a> <div id="logo"></div></div>
<div id="BOMInfoID">
<strong>Date<h1> 2018-01-31</h1></strong>
<strong>Company<h1> LAPMA/CTA - IF/UFRGS</h1></strong>
<strong>Comment 1<h1> All resistors are 1/4W, 1% precision, except R3, R4, R8 and R13. </h1></strong>
<strong>Comment 2<h1> 300mA and 500mA Selectable DC Current Source</h1></strong>
<strong>Comment 3<h1> There's a saturation indicator for output higher than 7V</h1></strong>
<strong>Comment 4<h1> Designed by Alisson Claudino</h1></strong>
<strong>Total Parts<h1> 27 (Unique 20)</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">C6 C3 C2 </div>
<div class="column HeadQtyTag">3</div>
<div class="column HeadValueTag">100n</div>
<div class="column HeadFootprintTag">Capacitors_THT:C_Rect_L7.0mm_W2.5mm_P5.00mm</div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">C7 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">100n</div>
<div class="column HeadFootprintTag">Capacitors_THT:CP_Radial_D5.0mm_P2.50mm</div>
</div>
<div class="partRow RowOddTag">
<div class="column HeadRefTag">C1 C4 </div>
<div class="column HeadQtyTag">2</div>
<div class="column HeadValueTag">22u</div>
<div class="column HeadFootprintTag">Capacitors_THT:CP_Radial_D5.0mm_P2.50mm</div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">C5 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">100u</div>
<div class="column HeadFootprintTag">Capacitors_THT:CP_Radial_D6.3mm_P2.50mm</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 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">SATURATION_LED</div>
<div class="column HeadFootprintTag">LEDs:LED_D5.0mm</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">P3 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">OUTPUT</div>
<div class="column HeadFootprintTag">Connectors:bnc-ci</div>
</div>
<div class="partRow RowOddTag">
<div class="column HeadRefTag">P2 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">I_SELECT</div>
<div class="column HeadFootprintTag">Pin_Headers:Pin_Header_Straight_1x03_Pitch2.00mm</div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">P1 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">POWER</div>
<div class="column HeadFootprintTag">Connectors:bornier3</div>
</div>
</div>
<hr>
<div class="group group_title group_Q">
[Q] -
</div>
<hr>
<div class="group">
<div class="partRow RowOddTag">
<div class="column HeadRefTag">Q1 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">TIP127</div>
<div class="column HeadFootprintTag">Power_Integrations:TO-220</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">R5 R11 R8 R13 </div>
<div class="column HeadQtyTag">4</div>
<div class="column HeadValueTag">2k7</div>
<div class="column HeadFootprintTag">w_pth_resistors:RC03</div>
</div>
<div class="partRow RowOddTag">
<div class="column HeadRefTag">R10 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">3R3</div>
<div class="column HeadFootprintTag">Resistors_THT:R_Axial_DIN0309_L9.0mm_D3.2mm_P12.70mm_Horizontal</div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">R6 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">10</div>
<div class="column HeadFootprintTag">w_pth_resistors:RC03</div>
</div>
<div class="partRow RowOddTag">
<div class="column HeadRefTag">R7 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">27k</div>
<div class="column HeadFootprintTag">w_pth_resistors:RC03</div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">R9 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">18k</div>
<div class="column HeadFootprintTag">w_pth_resistors:RC03</div>
</div>
<div class="partRow RowOddTag">
<div class="column HeadRefTag">R3 R4 </div>
<div class="column HeadQtyTag">2</div>
<div class="column HeadValueTag">0,1</div>
<div class="column HeadFootprintTag">Resistors_THT:R_Axial_DIN0309_L9.0mm_D3.2mm_P12.70mm_Horizontal</div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">R1 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">1k</div>
<div class="column HeadFootprintTag">w_pth_resistors:RC03</div>
</div>
<div class="partRow RowOddTag">
<div class="column HeadRefTag">R2 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">6k8</div>
<div class="column HeadFootprintTag">w_pth_resistors:RC03</div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">R12 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">2R</div>
<div class="column HeadFootprintTag">Resistors_THT:R_Axial_DIN0309_L9.0mm_D3.2mm_P12.70mm_Horizontal</div>
</div>
</div>
<hr>
<div class="group group_title group_U">
[U] -
</div>
<hr>
<div class="group">
<div class="partRow RowOddTag">
<div class="column HeadRefTag">U1 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">CA3140</div>
<div class="column HeadFootprintTag">Housings_DIP:DIP-8_W7.62mm_LongPads</div>
</div>
<div class="partRow RowEvenTag">
<div class="column HeadRefTag">U2 </div>
<div class="column HeadQtyTag">1</div>
<div class="column HeadValueTag">LM393</div>
<div class="column HeadFootprintTag">Housings_DIP:DIP-8_W7.62mm_LongPads</div>
</div>
</div>
<hr>
<div class="group footer"><h1>BOM made with <a href="https://github.com/HashDefineElectronics/KiCad_BOM_Wizard">KICAD_BOM_WIZARD</a><br>(Generated Qua 31 Jan 2018 20:33:06 -02)</h1></div>
</div>
</div>
</body>
</html>
Circuits/I_SOURCE/I_SOURCE.kicad_pcb
View file @ 30ff9522
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Circuits/I_SOURCE/I_SOURCE.net 0 → 100644
View file @ 30ff9522
(export (version D)
(design
(source /home/alissomc/SADAMAP/Circuits/I_SOURCE/I_SOURCE.sch)
(date "Qua 31 Jan 2018 17:59:47 -02")
(tool "Eeschema 4.0.7-e2-6376~58~ubuntu14.04.1")
(sheet (number 1) (name /) (tstamps /)
(title_block
(title "SADAMAP Current Source ")
(company "LAPMA/CTA - IF/UFRGS")
(rev 1)
(date 2018-01-31)
(source I_SOURCE.sch)
(comment (number 1) (value "All resistors are 1/4W, 1% precision, except R3, R4, R8 and R13. "))
(comment (number 2) (value "300mA and 500mA Selectable DC Current Source"))
(comment (number 3) (value "There's a saturation indicator for output higher than 7V"))
(comment (number 4) (value "Designed by Alisson Claudino")))))
(components
(comp (ref U1)
(value CA3140)
(footprint Housings_DIP:DIP-8_W7.62mm_LongPads)
(libsource (lib linear) (part CA3140))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F3E95))
(comp (ref R5)
(value 2k7)
(footprint w_pth_resistors:RC03)
(libsource (lib device) (part R))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F40CA))
(comp (ref R10)
(value 3R3)
(footprint Resistors_THT:R_Axial_DIN0309_L9.0mm_D3.2mm_P12.70mm_Horizontal)
(libsource (lib device) (part R))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F411C))
(comp (ref Q1)
(value TIP127)
(footprint Power_Integrations:TO-220)
(libsource (lib transistors) (part TIP126))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F416A))
(comp (ref R6)
(value 10)
(footprint w_pth_resistors:RC03)
(libsource (lib device) (part R))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F421F))
(comp (ref R7)
(value 27k)
(footprint w_pth_resistors:RC03)
(libsource (lib device) (part R))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F4330))
(comp (ref U2)
(value LM393)
(footprint Housings_DIP:DIP-8_W7.62mm_LongPads)
(libsource (lib linear) (part LM393))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F4B6B))
(comp (ref R11)
(value 2k7)
(footprint w_pth_resistors:RC03)
(libsource (lib device) (part R))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F4B6D))
(comp (ref C6)
(value 100n)
(footprint Capacitors_THT:C_Rect_L7.0mm_W2.5mm_P5.00mm)
(libsource (lib device) (part C_Small))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F4B6E))
(comp (ref R8)
(value 2k7)
(footprint w_pth_resistors:RC03)
(libsource (lib device) (part R))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F4B71))
(comp (ref R9)
(value 18k)
(footprint w_pth_resistors:RC03)
(libsource (lib device) (part R))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F4B72))
(comp (ref C7)
(value 100n)
(footprint Capacitors_THT:CP_Radial_D5.0mm_P2.50mm)
(libsource (lib device) (part C_Small))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F4B74))
(comp (ref D1)
(value SATURATION_LED)
(footprint LEDs:LED_D5.0mm)
(libsource (lib device) (part LED))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F4B7A))
(comp (ref R13)
(value 2k7)
(footprint w_pth_resistors:RC03)
(libsource (lib device) (part R))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F4B7B))
(comp (ref R3)
(value 0,1)
(footprint Resistors_THT:R_Axial_DIN0309_L9.0mm_D3.2mm_P12.70mm_Horizontal)
(libsource (lib device) (part R))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F4B81))
(comp (ref R4)
(value 0,1)
(footprint Resistors_THT:R_Axial_DIN0309_L9.0mm_D3.2mm_P12.70mm_Horizontal)
(libsource (lib device) (part R))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F4B82))
(comp (ref C1)
(value 22u)
(footprint Capacitors_THT:CP_Radial_D5.0mm_P2.50mm)
(libsource (lib device) (part CP_Small))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F4B83))
(comp (ref C4)
(value 22u)
(footprint Capacitors_THT:CP_Radial_D5.0mm_P2.50mm)
(libsource (lib device) (part CP_Small))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F4B84))
(comp (ref R1)
(value 1k)
(footprint w_pth_resistors:RC03)
(libsource (lib device) (part R))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F5665))
(comp (ref R2)
(value 6k8)
(footprint w_pth_resistors:RC03)
(libsource (lib device) (part R))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F56E2))
(comp (ref C3)
(value 100n)
(footprint Capacitors_THT:C_Rect_L7.0mm_W2.5mm_P5.00mm)
(libsource (lib device) (part C_Small))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F5B0D))
(comp (ref C2)
(value 100n)
(footprint Capacitors_THT:C_Rect_L7.0mm_W2.5mm_P5.00mm)
(libsource (lib device) (part C_Small))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F5C79))
(comp (ref P3)
(value OUTPUT)
(footprint Connectors:bnc-ci)
(libsource (lib conn) (part CONN_01X02))
(sheetpath (names /) (tstamps /))
(tstamp 5A2F6EE0))
(comp (ref R12)
(value 2R)
(footprint Resistors_THT:R_Axial_DIN0309_L9.0mm_D3.2mm_P12.70mm_Horizontal)
(libsource (lib device) (part R))
(sheetpath (names /) (tstamps /))
(tstamp 5A4CC621))
(comp (ref P2)
(value I_SELECT)
(footprint Pin_Headers:Pin_Header_Straight_1x03_Pitch2.00mm)
(libsource (lib conn) (part CONN_01X03))
(sheetpath (names /) (tstamps /))
(tstamp 5A4CD4EF))
(comp (ref C5)
(value 100u)
(footprint Capacitors_THT:CP_Radial_D6.3mm_P2.50mm)
(libsource (lib device) (part CP))
(sheetpath (names /) (tstamps /))
(tstamp 5A724097))
(comp (ref P1)
(value POWER)
(footprint Connectors:bornier3)
(libsource (lib conn) (part CONN_01X03))
(sheetpath (names /) (tstamps /))
(tstamp 5A7244BA)))
(libparts
(libpart (lib linear) (part CA3130)
(aliases
(alias LM101H)
(alias CA3140))
(description "Ampli Op Mos")
(docs AmpliOp.sch)
(fields
(field (name Reference) U)
(field (name Value) CA3130))
(pins
(pin (num 1) (name BAL/COMP) (type passive))
(pin (num 2) (name INVERTING) (type input))
(pin (num 3) (name NON) (type input))
(pin (num 4) (name V-) (type power_in))
(pin (num 5) (name BALANCE) (type passive))
(pin (num 6) (name OUTPUT) (type output))
(pin (num 7) (name V+) (type power_in))
(pin (num 8) (name COMP) (type passive))))
(libpart (lib conn) (part CONN_01X02)
(description "Connector 01x02")
(footprints
(fp Pin_Header_Straight_1X02)
(fp Pin_Header_Angled_1X02)
(fp Socket_Strip_Straight_1X02)
(fp Socket_Strip_Angled_1X02))
(fields
(field (name Reference) P)
(field (name Value) CONN_01X02))
(pins
(pin (num 1) (name P1) (type passive))
(pin (num 2) (name P2) (type passive))))
(libpart (lib conn) (part CONN_01X03)
(description "Connector 01x03")
(footprints
(fp Pin_Header_Straight_1X03)
(fp Pin_Header_Angled_1X03)
(fp Socket_Strip_Straight_1X03)
(fp Socket_Strip_Angled_1X03))
(fields
(field (name Reference) P)
(field (name Value) CONN_01X03))
(pins
(pin (num 1) (name P1) (type passive))
(pin (num 2) (name P2) (type passive))
(pin (num 3) (name P3) (type passive))))
(libpart (lib device) (part CP)
(description "Polarised capacitor")
(footprints
(fp CP*)
(fp Elko*)
(fp TantalC*)
(fp C*elec)
(fp c_elec*)
(fp SMD*_Pol))
(fields
(field (name Reference) C)
(field (name Value) CP))
(pins
(pin (num 1) (name ~) (type passive))
(pin (num 2) (name ~) (type passive))))
(libpart (lib device) (part CP_Small)
(description "Polarised capacitor")
(footprints
(fp CP*)
(fp Elko*)
(fp TantalC*)
(fp C*elec)
(fp c_elec*)
(fp SMD*_Pol))
(fields
(field (name Reference) C)
(field (name Value) CP_Small))
(pins
(pin (num 1) (name ~) (type passive))
(pin (num 2) (name ~) (type passive))))
(libpart (lib device) (part C_Small)
(description "Unpolarized capacitor")
(footprints
(fp C?)
(fp C_????_*)
(fp C_????)
(fp SMD*_c)
(fp Capacitor*))
(fields
(field (name Reference) C)
(field (name Value) C_Small))
(pins
(pin (num 1) (name ~) (type passive))
(pin (num 2) (name ~) (type passive))))
(libpart (lib device) (part LED)
(footprints
(fp LED-3MM)
(fp LED-5MM)
(fp LED-10MM)
(fp LED-0603)
(fp LED-0805)