Commit ef28cf4a authored by Anders Wallin's avatar Anders Wallin

initial commit of fda2017.03 design

parent e1e22122
<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="TableId">
<div class="Header"><a href="measured <-162 dBc/Hz phase-noise at 10 MHz"><h1>Anders' Frequency Distribution Amplifier 2017.03 BOM <br>Rev 2017.03</h1></a> <div id="logo"></div></div>
<div id="BOMInfoID">
<strong>Date<h1> 2017-01-28</h1></strong>
<strong>Company<h1> Anders Wallin (anders.e.e.wallin "at" gmail.com)</h1></strong>
<strong>Comment 1<h1> 2017.01 design, 4pcs prototype-boards Jan 2017</h1></strong>
<strong>Comment 2<h1> measured <-162 dBc/Hz phase-noise at 10 MHz</h1></strong>
<strong>Comment 3<h1> reverse isolation 120 dB, channel-to-channel isolation 80dB</h1></strong>
<strong>Comment 4<h1> 1dB compression @ 14.8 dBm, IP3 @ 31 dBm (10 MHz)</h1></strong>
<strong>Total Parts<h1> 222 (Unique 37)</h1></strong>
</div>
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<div class='Head HeadQtyTag'>Qty</div>
<div class='Head HeadValueTag'>Value</div>
<div class='Head HeadFootprintTag'>Footprint</div>
<div class='Head HeadDatasheetTag'>Datasheet</div>
<div class='Head '>Digikey</div>
<div class='Head '>Farnell</div>
<div class='Head '>PN</div>
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[C] -
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[D] -
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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 Sat 21 Oct 2017 19:01:16 EEST)</h1></div>
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%ADD25O,3.500120X7.000240*%
%ADD26O,1.600200X2.499360*%
%ADD27C,2.740000*%
%ADD28C,2.240000*%
%ADD29R,1.200000X1.200000*%
%ADD30C,1.400000*%
%ADD31C,6.000000*%
%ADD32C,0.600000*%
%ADD33R,13.000000X3.000000*%
G04 APERTURE END LIST*
D10*
D11*
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X100100000Y-123050000D03*
X86400000Y-127350000D03*
X86400000Y-123050000D03*
D12*
X92250000Y-120150000D03*
D13*
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D14*
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D15*
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X183000000Y-95550000D03*
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D16*
X78550000Y-121000000D03*
X80450000Y-121000000D03*
X78550000Y-119000000D03*
X80450000Y-119000000D03*
D14*
X71000000Y-81500000D03*
X71000000Y-79500000D03*
X67000000Y-83000000D03*
X67000000Y-85000000D03*
X67000000Y-97000000D03*
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D15*
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X137000000Y-83050000D03*
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X135000000Y-84950000D03*
D17*
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X71635000Y-87800000D03*
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X69095000Y-93200000D03*
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X72905000Y-93200000D03*
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X86365000Y-93200000D03*
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X87635000Y-87800000D03*
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X135635000Y-87800000D03*
X134365000Y-87800000D03*
X133095000Y-87800000D03*
D14*
X83000000Y-83000000D03*
X83000000Y-85000000D03*
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X91000000Y-97500000D03*
X83000000Y-87000000D03*
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X115000000Y-87000000D03*
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X187000000Y-120000000D03*
X83000000Y-128000000D03*
X83000000Y-130000000D03*
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X189500000Y-120000000D03*
D18*
X124000000Y-122300000D03*
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D15*
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D19*
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D17*
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D14*
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D20*
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D18*
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D11*
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D12*
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D13*
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D21*
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D22*
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D16*
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D19*
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D20*
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D14*
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D15*
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D17*
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D23*
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D24*
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D23*
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D23*
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D20*
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D25*
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D26*
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D27*
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D28*
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D28*
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D25*
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D26*
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D27*
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D28*
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D25*
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D26*
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D27*
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D26*
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D27*
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D28*
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D25*
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D27*
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D27*
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D28*
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D25*
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D26*
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D27*
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D28*
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D15*
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D29*
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D30*
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D14*
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D31*
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D32*
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D31*
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D32*
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D31*
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D32*
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D31*
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D32*
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X213409010Y-129590990D03*
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This source diff could not be displayed because it is too large. You can view the blob instead.
Drill report for fda_2017.03.kicad_pcb
Created on Sat 21 Oct 2017 19:06:43 EEST
Copper Layer Stackup:
=============================================================
L1 : F.Cu front
L2 : B.Cu back
Drill file 'fda_2017.03.drl' contains
plated through holes:
=============================================================
T1 0.40mm 0.016" (232 holes)
T2 0.50mm 0.020" (32 holes)
T3 0.81mm 0.032" (4 holes)
T4 1.00mm 0.039" (18 holes)
T5 1.40mm 0.055" (9 holes)
T6 1.52mm 0.060" (3 holes)
T7 1.70mm 0.067" (36 holes)
T8 2.20mm 0.087" (18 holes)
T9 3.00mm 0.118" (4 holes)
Total plated holes count 356
Drill file 'fda_2017.03-NPTH.drl' contains
unplated through holes:
=============================================================
Total unplated holes count 0
M48
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M30
This source diff could not be displayed because it is too large. You can view the blob instead.
update=Sat 21 Oct 2017 19:00:59 EEST
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L Conn_01x01 P115
U 1 1 56588BF2
P 3150 6550
F 0 "P115" H 3150 6650 50 0000 C CNN
F 1 "CONN_01X01" V 3250 6550 50 0000 C CNN
F 2 "Mounting_Holes:MountingHole_3mm_Pad_Via" H 3150 6550 60 0001 C CNN
F 3 "" H 3150 6550 60 0000 C CNN
1 3150 6550
0 1 1 0
$EndComp
Text Notes 1600 6250 0 60 ~ 0
Mounting-holes in corners of board\n3mm diameter\n5mm x 5mm in from board edge
Text Notes 8750 2400 0 60 ~ 0
8x OUTPUT
$Comp
L R R102
U 1 1 565DF9A3
P 3150 2350
F 0 "R102" V 3230 2350 50 0000 C CNN
F 1 "10R" V 3150 2350 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" V 3080 2350 30 0001 C CNN
F 3 "" H 3150 2350 30 0000 C CNN
1 3150 2350
-1 0 0 -1
$EndComp
Text Notes 650 3150 0 60 ~ 0
+20 dBm input is 6.324Vpp or 100mW\n0805-sized resistor should be OK to 125 mW
Wire Wire Line
3150 2550 3900 2550
Wire Wire Line
3900 2750 3650 2750
Wire Wire Line
5000 2650 5650 2650
NoConn ~ 4450 2250
$Comp
L GND #PWR04
U 1 1 567D8EDF
P 3900 2600
F 0 "#PWR04" H 3900 2350 50 0001 C CNN
F 1 "GND" H 3900 2450 50 0000 C CNN
F 2 "" H 3900 2600 60 0000 C CNN
F 3 "" H 3900 2600 60 0000 C CNN
1 3900 2600
1 0 0 -1
$EndComp
Wire Wire Line
4000 2650 4000 2600
Wire Wire Line
4000 2600 3900 2600
Wire Wire Line
3650 3550 5000 3550
$Comp
L ADA4899-1 U101
U 1 1 567DBA7F
P 4450 2650
F 0 "U101" H 4650 2950 70 0000 C CNN
F 1 "LMH6702" H 4850 2850 70 0000 C CNN
F 2 "Housings_SOIC:SOIC-8_3.9x4.9mm_Pitch1.27mm" H 4450 2650 60 0001 C CNN
F 3 "" H 4450 2650 60 0000 C CNN
F 4 "LMH6702MA/NOPB-ND" H 5150 3100 60 0000 C CNN "Digikey"
1 4450 2650
1 0 0 -1
$EndComp
Wire Wire Line
1850 2100 2400 2100
$Comp
L GND #PWR05
U 1 1 567DDAC3
P 1700 2350
F 0 "#PWR05" H 1700 2100 50 0001 C CNN
F 1 "GND" H 1700 2200 50 0000 C CNN
F 2 "" H 1700 2350 60 0000 C CNN
F 3 "" H 1700 2350 60 0000 C CNN
1 1700 2350
1 0 0 -1
$EndComp
NoConn ~ 4450 3050
Wire Wire Line
5000 3300 5000 3600
Connection ~ 5000 3550
Wire Wire Line
5000 3000 5000 2850
Wire Wire Line
5000 2850 5150 2850
Wire Wire Line
5150 2850 5150 2650
Connection ~ 5150 2650
NoConn ~ 3900 2850
$Comp
L R R103
U 1 1 569E3471
P 3150 2750
F 0 "R103" V 3230 2750 50 0000 C CNN
F 1 "2k" V 3150 2750 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" V 3080 2750 30 0001 C CNN
F 3 "" H 3150 2750 30 0000 C CNN
1 3150 2750
-1 0 0 -1
$EndComp
Wire Wire Line
3150 2500 3150 2600
Connection ~ 3150 2550
Wire Wire Line
3150 2200 3150 2100
Wire Wire Line
3150 2100 2700 2100
Wire Wire Line
3150 3050 3150 2900
Connection ~ 2250 2100
Wire Wire Line
2250 2600 2250 2500
Wire Wire Line
2250 2200 2250 2100
$Comp
L R R109
U 1 1 569E4709
P 5800 2650
F 0 "R109" V 5900 2650 50 0000 C CNN
F 1 "10R" V 5800 2650 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" V 5730 2650 30 0001 C CNN
F 3 "" H 5800 2650 30 0000 C CNN
1 5800 2650
0 -1 1 0
$EndComp
Wire Wire Line
5950 2650 6300 2650
Wire Wire Line
6300 2650 6300 2750
Wire Wire Line
6300 2750 6750 2750
Wire Wire Line
6750 850 6750 3950
Text GLabel 2700 750 0 60 Input ~ 0
+6V
Text GLabel 2700 1450 0 60 Input ~ 0
-6V
$Comp
L R R108
U 1 1 56A03BE5
P 5450 2900
F 0 "R108" V 5550 2900 50 0000 C CNN
F 1 "DNI" V 5450 2900 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" V 5380 2900 30 0001 C CNN
F 3 "" H 5450 2900 30 0000 C CNN
1 5450 2900
-1 0 0 -1
$EndComp
$Comp
L GND #PWR06
U 1 1 56A03C89
P 5450 3200
F 0 "#PWR06" H 5450 2950 50 0001 C CNN
F 1 "GND" H 5450 3050 50 0000 C CNN
F 2 "" H 5450 3200 60 0000 C CNN
F 3 "" H 5450 3200 60 0000 C CNN
1 5450 3200
1 0 0 -1
$EndComp
Wire Wire Line
5450 3200 5450 3050
Wire Wire Line
5450 2750 5450 2650
Connection ~ 5450 2650
Text Notes 5600 3450 1 60 ~ 0
load required?
$Comp
L C C102
U 1 1 56CE39AA
P 3500 950
F 0 "C102" H 3525 1050 50 0000 L CNN
F 1 "100n" H 3525 850 50 0000 L CNN
F 2 "Capacitors_SMD:C_0805" H 3538 800 30 0001 C CNN
F 3 "" H 3500 950 60 0000 C CNN
1 3500 950
-1 0 0 1
$EndComp
$Comp
L R R104
U 1 1 56CE3A5C
P 3750 750
F 0 "R104" V 3830 750 50 0000 C CNN
F 1 "10R" V 3750 750 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" V 3680 750 30 0001 C CNN
F 3 "" H 3750 750 30 0000 C CNN
1 3750 750
0 1 -1 0
$EndComp
$Comp
L C C104
U 1 1 56CE3B84
P 4050 900
F 0 "C104" H 4075 1000 50 0000 L CNN
F 1 "10u" H 4075 800 50 0000 L CNN
F 2 "Capacitors_SMD:C_0805" H 4088 750 30 0001 C CNN
F 3 "" H 4050 900 60 0000 C CNN
1 4050 900
-1 0 0 1
$EndComp
Wire Wire Line
3900 750 4300 750
Connection ~ 4050 750
Wire Wire Line
3200 750 3600 750
Wire Wire Line
3500 800 3500 750
Connection ~ 3500 750
Wire Wire Line
2700 750 2900 750
$Comp
L GND #PWR07
U 1 1 56CE3F81
P 3500 1200
F 0 "#PWR07" H 3500 950 50 0001 C CNN
F 1 "GND" H 3500 1050 50 0000 C CNN
F 2 "" H 3500 1200 60 0000 C CNN
F 3 "" H 3500 1200 60 0000 C CNN
1 3500 1200
1 0 0 -1
$EndComp
Wire Wire Line
3500 1200 3500 1100
$Comp
L GND #PWR08
U 1 1 56CE408B
P 4050 1100
F 0 "#PWR08" H 4050 850 50 0001 C CNN
F 1 "GND" H 4050 950 50 0000 C CNN
F 2 "" H 4050 1100 60 0000 C CNN
F 3 "" H 4050 1100 60 0000 C CNN
1 4050 1100
1 0 0 -1
$EndComp
Wire Wire Line
4050 1100 4050 1050
$Comp
L C C103
U 1 1 56CE4BB3
P 3500 1700
F 0 "C103" H 3525 1800 50 0000 L CNN
F 1 "100n" H 3525 1600 50 0000 L CNN
F 2 "Capacitors_SMD:C_0805" H 3538 1550 30 0001 C CNN
F 3 "" H 3500 1700 60 0000 C CNN
1 3500 1700
-1 0 0 1
$EndComp
$Comp
L R R105
U 1 1 56CE4F20
P 3750 1450
F 0 "R105" V 3830 1450 50 0000 C CNN
F 1 "10R" V 3750 1450 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" V 3680 1450 30 0001 C CNN
F 3 "" H 3750 1450 30 0000 C CNN
1 3750 1450
0 1 -1 0
$EndComp
$Comp
L C C105
U 1 1 56CE4FE1
P 4050 1700
F 0 "C105" H 4075 1800 50 0000 L CNN
F 1 "10u" H 4075 1600 50 0000 L CNN
F 2 "Capacitors_SMD:C_0805" H 4088 1550 30 0001 C CNN
F 3 "" H 4050 1700 60 0000 C CNN
1 4050 1700
-1 0 0 1
$EndComp
$Comp
L GND #PWR09
U 1 1 56CE508B
P 3500 1950
F 0 "#PWR09" H 3500 1700 50 0001 C CNN
F 1 "GND" H 3500 1800 50 0000 C CNN
F 2 "" H 3500 1950 60 0000 C CNN
F 3 "" H 3500 1950 60 0000 C CNN
1 3500 1950
1 0 0 -1
$EndComp
$Comp
L GND #PWR010
U 1 1 56CE5114
P 4050 1950
F 0 "#PWR010" H 4050 1700 50 0001 C CNN
F 1 "GND" H 4050 1800 50 0000 C CNN
F 2 "" H 4050 1950 60 0000 C CNN
F 3 "" H 4050 1950 60 0000 C CNN
1 4050 1950
1 0 0 -1
$EndComp
Wire Wire Line
4050 1950 4050 1850
Wire Wire Line
3500 1950 3500 1850
Wire Wire Line
3200 1450 3600 1450
Wire Wire Line
3500 1550 3500 1450
Connection ~ 3500 1450
Wire Wire Line
3900 1450 4300 1450
Wire Wire Line
4050 1450 4050 1550
Wire Wire Line
2700 1450 2900 1450
Text Label 4300 750 0 60 ~ 0
amp_v+
Text Label 4300 1450 0 60 ~ 0
amp_v-
Connection ~ 4050 1450
Text Label 4350 3250 0 60 ~ 0
amp_v-
Wire Wire Line
4350 3250 4350 3100
Text Label 4350 2100 0 60 ~ 0
amp_v+
Wire Wire Line
4350 2100 4350 2200
Text Notes 1250 4800 0 60 ~ 0
Power supply filtering &\nVoltage regulation
$Sheet
S 1200 4950 1350 550
U 56CEB2D3
F0 "Sheet56CEB2D2" 60
F1 "FDA_PSU.sch" 60
F2 "+VREG" I R 2550 5100 60
F3 "-VREG" I R 2550 5300 60
$EndSheet
$Comp
L GND #PWR011
U 1 1 574D6908
P 1700 1650
F 0 "#PWR011" H 1700 1400 50 0001 C CNN
F 1 "GND" H 1700 1500 50 0000 C CNN
F 2 "" H 1700 1650 60 0000 C CNN
F 3 "" H 1700 1650 60 0000 C CNN
1 1700 1650
1 0 0 -1
$EndComp
Wire Wire Line
1850 1400 2000 1400
Wire Wire Line
2000 1400 2000 2100
Connection ~ 2000 2100
Wire Wire Line
5000 4050 5000 3900
Wire Wire Line
7300 2750 7000 2750
Wire Wire Line
7000 2750 7000 2650
Wire Wire Line
7000 2650 6750 2650
Connection ~ 6750 2650
Text GLabel 2750 5100 2 60 Input ~ 0
+6V
Text GLabel 2750 5300 2 60 Input ~ 0
-6V
Wire Wire Line
2550 5300 2750 5300
Wire Wire Line
2550 5100 2750 5100
Text Notes 2150 3750 0 60 ~ 0
input-stage: LMH6702, \noutput-stage: LMH6609,
$Sheet
S 7300 3850 1050 200
U 57DA795D
F0 "out8" 60
F1 "output_stage.sch" 60
F2 "Input" I L 7300 3950 60
$EndSheet
Wire Wire Line
6750 3950 7300 3950
Connection ~ 6750 3550
$Comp
L GND #PWR012
U 1 1 57DA8056
P 1150 6400
F 0 "#PWR012" H 1150 6150 50 0001 C CNN
F 1 "GND" H 1150 6250 50 0000 C CNN
F 2 "" H 1150 6400 50 0000 C CNN
F 3 "" H 1150 6400 50 0000 C CNN
1 1150 6400
1 0 0 -1
$EndComp
Wire Wire Line
1150 6400 1150 6300
Wire Wire Line
1150 6300 3150 6300
Wire Wire Line
1650 6300 1650 6350
Wire Wire Line
2150 6300 2150 6350
Connection ~ 1650 6300
Wire Wire Line
2650 6300 2650 6350
Connection ~ 2150 6300
Wire Wire Line
3150 6300 3150 6350
Connection ~ 2650 6300
$Comp
L C C106
U 1 1 588C80AF
P 6250 3100
F 0 "C106" H 6275 3200 50 0000 L CNN
F 1 "100p" H 6275 3000 50 0000 L CNN
F 2 "Capacitors_SMD:C_0805" H 6288 2950 30 0001 C CNN
F 3 "" H 6250 3100 60 0000 C CNN
1 6250 3100
-1 0 0 1
$EndComp
$Comp
L GND #PWR013
U 1 1 588C8238
P 6250 3400
F 0 "#PWR013" H 6250 3150 50 0001 C CNN
F 1 "GND" H 6250 3250 50 0000 C CNN
F 2 "" H 6250 3400 60 0000 C CNN
F 3 "" H 6250 3400 60 0000 C CNN
1 6250 3400
1 0 0 -1
$EndComp
Wire Wire Line
6250 3400 6250 3250
Wire Wire Line
6250 2650 6250 2950
Text Notes 5750 3800 0 60 ~ 0
100pF added to\nreduce gain-peaking
Text Notes 5350 5950 0 60 ~ 0
Suggestions for next version:\n- the long transmission line from U101 to output "rings". solved with 100pF cap, but is there a better way?\n- move voltage regulators far away from op-amps\n- provide LEDs indicating +/-6V rails are ok\n- matched-pair resistors where applicable?
Connection ~ 6250 2650
$Comp
L Conn_Coaxial J102
U 1 1 58B911F5
P 1700 2100
F 0 "J102" H 1710 2220 50 0000 C CNN
F 1 "CONN_COAXIAL" H 2150 2100 50 0000 C CNN
F 2 "Connect:SMB_Straight" H 1700 2100 50 0001 C CNN
F 3 "" H 1700 2100 50 0001 C CNN
1 1700 2100
-1 0 0 -1
$EndComp
$Comp
L Conn_Coaxial J101
U 1 1 58B912B1
P 1700 1400
F 0 "J101" H 1710 1520 50 0000 C CNN
F 1 "CONN_COAXIAL" H 2150 1400 50 0000 C CNN
F 2 "awallinKiCadFootprints:BNC_2PIN" H 1700 1400 50 0001 C CNN
F 3 "" H 1700 1400 50 0001 C CNN
1 1700 1400
-1 0 0 -1
$EndComp
Wire Wire Line
1700 1600 1700 1650
Wire Wire Line
1700 2350 1700 2300
Text Notes 700 1100 0 60 ~ 0
PCB for SMA or BNC R/A thru-hole connectors
$Comp
L L L101
U 1 1 58B9329F
P 3050 750
F 0 "L101" V 3000 750 50 0000 C CNN
F 1 "L" V 3125 750 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" H 3050 750 50 0001 C CNN
F 3 "" H 3050 750 50 0001 C CNN
1 3050 750
0 1 1 0
$EndComp
$Comp
L L L102
U 1 1 58B93361
P 3050 1450
F 0 "L102" V 3000 1450 50 0000 C CNN
F 1 "L" V 3125 1450 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" H 3050 1450 50 0001 C CNN
F 3 "" H 3050 1450 50 0001 C CNN
1 3050 1450
0 1 1 0
$EndComp
$EndSCHEMATC
EESchema Schematic File Version 2
LIBS:fda_2017.03-rescue
LIBS:power
LIBS:device
LIBS:transistors
LIBS:conn
LIBS:linear
LIBS:regul
LIBS:74xx
LIBS:cmos4000
LIBS:adc-dac
LIBS:memory
LIBS:xilinx
LIBS:microcontrollers
LIBS:dsp
LIBS:microchip
LIBS:analog_switches
LIBS:motorola
LIBS:texas
LIBS:intel
LIBS:audio
LIBS:interface
LIBS:digital-audio
LIBS:philips
LIBS:display
LIBS:cypress
LIBS:siliconi
LIBS:opto
LIBS:atmel
LIBS:contrib
LIBS:valves
LIBS:aw
EELAYER 25 0
EELAYER END
$Descr A4 11693 8268
encoding utf-8
Sheet 10 10
Title "Anders' Frequency Distribution Amplifier 2017.03"
Date "2017-01-28"
Rev "2017.01"
Comp "Anders Wallin (anders.e.e.wallin \"at\" gmail.com)"
Comment1 "gain-peaking inceases from ch1 -> ch8"
Comment2 ""
Comment3 ""
Comment4 ""
$EndDescr
Text HLabel 2950 3400 0 60 Input ~ 0
Input
$Comp
L C C201
U 1 1 5654CDB5
P 7300 3600
AR Path="/5654C338/5654CDB5" Ref="C201" Part="1"
AR Path="/5654D6F1/5654CDB5" Ref="C301" Part="1"
AR Path="/565879F0/5654CDB5" Ref="C401" Part="1"
AR Path="/56587A55/5654CDB5" Ref="C501" Part="1"
AR Path="/56587A74/5654CDB5" Ref="C601" Part="1"
AR Path="/56587A93/5654CDB5" Ref="C701" Part="1"
AR Path="/56587AB2/5654CDB5" Ref="C801" Part="1"
AR Path="/57DA795D/5654CDB5" Ref="C1001" Part="1"
F 0 "C1001" H 7325 3700 50 0000 L CNN
F 1 "DNI" H 7325 3500 50 0000 L CNN
F 2 "Capacitors_SMD:C_0805" H 7338 3450 30 0001 C CNN
F 3 "" H 7300 3600 60 0000 C CNN
1 7300 3600
-1 0 0 1
$EndComp
$Comp
L R R206
U 1 1 5654CEA7
P 6150 3300
AR Path="/5654C338/5654CEA7" Ref="R206" Part="1"
AR Path="/5654D6F1/5654CEA7" Ref="R306" Part="1"
AR Path="/565879F0/5654CEA7" Ref="R406" Part="1"
AR Path="/56587A55/5654CEA7" Ref="R506" Part="1"
AR Path="/56587A74/5654CEA7" Ref="R606" Part="1"
AR Path="/56587A93/5654CEA7" Ref="R706" Part="1"
AR Path="/56587AB2/5654CEA7" Ref="R806" Part="1"
AR Path="/57DA795D/5654CEA7" Ref="R1006" Part="1"
F 0 "R1006" V 6230 3300 50 0000 C CNN
F 1 "51R" V 6150 3300 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" V 6080 3300 30 0001 C CNN
F 3 "" H 6150 3300 30 0000 C CNN
1 6150 3300
0 1 1 0
$EndComp
$Comp
L R R201
U 1 1 5654D14A
P 3350 3400
AR Path="/5654C338/5654D14A" Ref="R201" Part="1"
AR Path="/5654D6F1/5654D14A" Ref="R301" Part="1"
AR Path="/565879F0/5654D14A" Ref="R401" Part="1"
AR Path="/56587A55/5654D14A" Ref="R501" Part="1"
AR Path="/56587A74/5654D14A" Ref="R601" Part="1"
AR Path="/56587A93/5654D14A" Ref="R701" Part="1"
AR Path="/56587AB2/5654D14A" Ref="R801" Part="1"
AR Path="/57DA795D/5654D14A" Ref="R1001" Part="1"
F 0 "R1001" V 3430 3400 50 0000 C CNN
F 1 "1k" V 3350 3400 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" V 3280 3400 30 0001 C CNN
F 3 "" H 3350 3400 30 0000 C CNN
1 3350 3400
0 1 1 0
$EndComp
$Comp
L GND #PWR014
U 1 1 56645652
P 7300 3850
AR Path="/5654C338/56645652" Ref="#PWR014" Part="1"
AR Path="/5654D6F1/56645652" Ref="#PWR025" Part="1"
AR Path="/565879F0/56645652" Ref="#PWR036" Part="1"
AR Path="/56587A55/56645652" Ref="#PWR047" Part="1"
AR Path="/56587A74/56645652" Ref="#PWR058" Part="1"
AR Path="/56587A93/56645652" Ref="#PWR069" Part="1"
AR Path="/56587AB2/56645652" Ref="#PWR080" Part="1"
AR Path="/57DA795D/56645652" Ref="#PWR0108" Part="1"
F 0 "#PWR0108" H 7300 3600 50 0001 C CNN
F 1 "GND" H 7300 3700 50 0000 C CNN
F 2 "" H 7300 3850 60 0000 C CNN
F 3 "" H 7300 3850 60 0000 C CNN
1 7300 3850
1 0 0 -1
$EndComp
$Comp
L ADA4899-1 U201
U 1 1 567DA714
P 4950 3300
AR Path="/5654C338/567DA714" Ref="U201" Part="1"
AR Path="/5654D6F1/567DA714" Ref="U301" Part="1"
AR Path="/565879F0/567DA714" Ref="U401" Part="1"
AR Path="/56587A55/567DA714" Ref="U501" Part="1"
AR Path="/56587A74/567DA714" Ref="U601" Part="1"
AR Path="/56587A93/567DA714" Ref="U701" Part="1"
AR Path="/56587AB2/567DA714" Ref="U801" Part="1"
AR Path="/57DA795D/567DA714" Ref="U1001" Part="1"
F 0 "U1001" H 5150 3600 70 0000 C CNN
F 1 "LMH6609" H 5350 3500 70 0000 C CNN
F 2 "Housings_SOIC:SOIC-8_3.9x4.9mm_Pitch1.27mm" H 4950 3300 60 0001 C CNN
F 3 "" H 4950 3300 60 0000 C CNN
F 4 "LMH6609MA/NOPB-ND" H 5850 3650 60 0000 C CNN "Digikey"
1 4950 3300
1 0 0 -1
$EndComp
$Comp
L GND #PWR015
U 1 1 567DA9CA
P 4150 3300
AR Path="/5654C338/567DA9CA" Ref="#PWR015" Part="1"
AR Path="/5654D6F1/567DA9CA" Ref="#PWR026" Part="1"
AR Path="/565879F0/567DA9CA" Ref="#PWR037" Part="1"
AR Path="/56587A55/567DA9CA" Ref="#PWR048" Part="1"
AR Path="/56587A74/567DA9CA" Ref="#PWR059" Part="1"
AR Path="/56587A93/567DA9CA" Ref="#PWR070" Part="1"
AR Path="/56587AB2/567DA9CA" Ref="#PWR081" Part="1"
AR Path="/57DA795D/567DA9CA" Ref="#PWR0109" Part="1"
F 0 "#PWR0109" H 4150 3050 50 0001 C CNN
F 1 "GND" H 4150 3150 50 0000 C CNN
F 2 "" H 4150 3300 60 0000 C CNN
F 3 "" H 4150 3300 60 0000 C CNN
1 4150 3300
1 0 0 -1
$EndComp
NoConn ~ 4950 2900
$Comp
L GND #PWR016
U 1 1 567DEB89
P 7950 3550
AR Path="/5654C338/567DEB89" Ref="#PWR016" Part="1"
AR Path="/5654D6F1/567DEB89" Ref="#PWR027" Part="1"
AR Path="/565879F0/567DEB89" Ref="#PWR038" Part="1"
AR Path="/56587A55/567DEB89" Ref="#PWR049" Part="1"
AR Path="/56587A74/567DEB89" Ref="#PWR060" Part="1"
AR Path="/56587A93/567DEB89" Ref="#PWR071" Part="1"
AR Path="/56587AB2/567DEB89" Ref="#PWR082" Part="1"
AR Path="/57DA795D/567DEB89" Ref="#PWR0110" Part="1"
F 0 "#PWR0110" H 7950 3300 50 0001 C CNN
F 1 "GND" H 7950 3400 50 0000 C CNN
F 2 "" H 7950 3550 60 0000 C CNN
F 3 "" H 7950 3550 60 0000 C CNN
1 7950 3550
1 0 0 -1
$EndComp
$Comp
L R R202
U 1 1 569E8DFC
P 3600 3700
AR Path="/5654C338/569E8DFC" Ref="R202" Part="1"
AR Path="/5654D6F1/569E8DFC" Ref="R302" Part="1"
AR Path="/565879F0/569E8DFC" Ref="R402" Part="1"
AR Path="/56587A55/569E8DFC" Ref="R502" Part="1"
AR Path="/56587A74/569E8DFC" Ref="R602" Part="1"
AR Path="/56587A93/569E8DFC" Ref="R702" Part="1"
AR Path="/56587AB2/569E8DFC" Ref="R802" Part="1"
AR Path="/57DA795D/569E8DFC" Ref="R1002" Part="1"
F 0 "R1002" V 3680 3700 50 0000 C CNN
F 1 "1k" V 3600 3700 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" V 3530 3700 30 0001 C CNN
F 3 "" H 3600 3700 30 0000 C CNN
1 3600 3700
-1 0 0 1
$EndComp
$Comp
L GND #PWR017
U 1 1 569E8E3C
P 3600 4000
AR Path="/5654C338/569E8E3C" Ref="#PWR017" Part="1"
AR Path="/5654D6F1/569E8E3C" Ref="#PWR028" Part="1"
AR Path="/565879F0/569E8E3C" Ref="#PWR039" Part="1"
AR Path="/56587A55/569E8E3C" Ref="#PWR050" Part="1"
AR Path="/56587A74/569E8E3C" Ref="#PWR061" Part="1"
AR Path="/56587A93/569E8E3C" Ref="#PWR072" Part="1"
AR Path="/56587AB2/569E8E3C" Ref="#PWR083" Part="1"
AR Path="/57DA795D/569E8E3C" Ref="#PWR0111" Part="1"
F 0 "#PWR0111" H 3600 3750 50 0001 C CNN
F 1 "GND" H 3600 3850 50 0000 C CNN
F 2 "" H 3600 4000 60 0000 C CNN
F 3 "" H 3600 4000 60 0000 C CNN
1 3600 4000
1 0 0 -1
$EndComp
$Comp
L R R203
U 1 1 569E8EE7
P 5650 3600
AR Path="/5654C338/569E8EE7" Ref="R203" Part="1"
AR Path="/5654D6F1/569E8EE7" Ref="R303" Part="1"
AR Path="/565879F0/569E8EE7" Ref="R403" Part="1"
AR Path="/56587A55/569E8EE7" Ref="R503" Part="1"
AR Path="/56587A74/569E8EE7" Ref="R603" Part="1"
AR Path="/56587A93/569E8EE7" Ref="R703" Part="1"
AR Path="/56587AB2/569E8EE7" Ref="R803" Part="1"
AR Path="/57DA795D/569E8EE7" Ref="R1003" Part="1"
F 0 "R1003" V 5730 3600 50 0000 C CNN
F 1 "200R" V 5650 3600 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" V 5580 3600 30 0001 C CNN
F 3 "" H 5650 3600 30 0000 C CNN
1 5650 3600
-1 0 0 1
$EndComp
$Comp
L R R204
U 1 1 569E8F40
P 5650 4150
AR Path="/5654C338/569E8F40" Ref="R204" Part="1"
AR Path="/5654D6F1/569E8F40" Ref="R304" Part="1"
AR Path="/565879F0/569E8F40" Ref="R404" Part="1"
AR Path="/56587A55/569E8F40" Ref="R504" Part="1"
AR Path="/56587A74/569E8F40" Ref="R604" Part="1"
AR Path="/56587A93/569E8F40" Ref="R704" Part="1"
AR Path="/56587AB2/569E8F40" Ref="R804" Part="1"
AR Path="/57DA795D/569E8F40" Ref="R1004" Part="1"
F 0 "R1004" V 5730 4150 50 0000 C CNN
F 1 "200R" V 5650 4150 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" V 5580 4150 30 0001 C CNN
F 3 "" H 5650 4150 30 0000 C CNN
1 5650 4150
-1 0 0 1
$EndComp
$Comp
L GND #PWR018
U 1 1 569E8FA6
P 5650 4400
AR Path="/5654C338/569E8FA6" Ref="#PWR018" Part="1"
AR Path="/5654D6F1/569E8FA6" Ref="#PWR029" Part="1"
AR Path="/565879F0/569E8FA6" Ref="#PWR040" Part="1"
AR Path="/56587A55/569E8FA6" Ref="#PWR051" Part="1"
AR Path="/56587A74/569E8FA6" Ref="#PWR062" Part="1"
AR Path="/56587A93/569E8FA6" Ref="#PWR073" Part="1"
AR Path="/56587AB2/569E8FA6" Ref="#PWR084" Part="1"
AR Path="/57DA795D/569E8FA6" Ref="#PWR0112" Part="1"
F 0 "#PWR0112" H 5650 4150 50 0001 C CNN
F 1 "GND" H 5650 4250 50 0000 C CNN
F 2 "" H 5650 4400 60 0000 C CNN
F 3 "" H 5650 4400 60 0000 C CNN
1 5650 4400
1 0 0 -1
$EndComp
NoConn ~ 4950 3700
NoConn ~ 4400 3500
Text GLabel 1650 1800 0 60 Input ~ 0
-6V
Text GLabel 1650 1000 0 60 Input ~ 0
+6V
Wire Wire Line
2950 3400 3200 3400
Wire Wire Line
3900 3200 3900 3400
Wire Wire Line
3900 3400 3500 3400
Wire Wire Line
5650 3300 5650 3450
Wire Wire Line
5500 3300 6000 3300
Wire Wire Line
4400 3200 3900 3200
Wire Wire Line
4500 3300 4150 3300
Wire Wire Line
3600 4000 3600 3850
Wire Wire Line
3600 3550 3600 3400
Connection ~ 3600 3400
Wire Wire Line
5650 4400 5650 4300
Wire Wire Line
5650 4000 5650 3750
Wire Wire Line
5650 3950 5300 3950
Wire Wire Line
5300 3950 5300 4250
Wire Wire Line
5300 4250 4300 4250
Wire Wire Line
4300 4250 4300 3400
Wire Wire Line
4300 3400 4400 3400
Connection ~ 5650 3950
Connection ~ 5650 3300
Wire Wire Line
6300 3300 6650 3300
Wire Wire Line
7300 3850 7300 3750
Wire Wire Line
6950 3300 7800 3300
Wire Wire Line
7300 3300 7300 3450
Connection ~ 7300 3300
$Comp
L R R205
U 1 1 56A04C8E
P 5900 3600
AR Path="/5654C338/56A04C8E" Ref="R205" Part="1"
AR Path="/5654D6F1/56A04C8E" Ref="R305" Part="1"
AR Path="/565879F0/56A04C8E" Ref="R405" Part="1"
AR Path="/56587A55/56A04C8E" Ref="R505" Part="1"
AR Path="/56587A74/56A04C8E" Ref="R605" Part="1"
AR Path="/56587A93/56A04C8E" Ref="R705" Part="1"
AR Path="/56587AB2/56A04C8E" Ref="R805" Part="1"
AR Path="/57DA795D/56A04C8E" Ref="R1005" Part="1"
F 0 "R1005" V 5980 3600 50 0000 C CNN
F 1 "DNI" V 5900 3600 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" V 5830 3600 30 0001 C CNN
F 3 "" H 5900 3600 30 0000 C CNN
1 5900 3600
-1 0 0 1
$EndComp
Wire Wire Line
5900 3450 5900 3300
Connection ~ 5900 3300
$Comp
L GND #PWR019
U 1 1 56A04D2A
P 5900 3900
AR Path="/5654C338/56A04D2A" Ref="#PWR019" Part="1"
AR Path="/5654D6F1/56A04D2A" Ref="#PWR030" Part="1"
AR Path="/565879F0/56A04D2A" Ref="#PWR041" Part="1"
AR Path="/56587A55/56A04D2A" Ref="#PWR052" Part="1"
AR Path="/56587A74/56A04D2A" Ref="#PWR063" Part="1"
AR Path="/56587A93/56A04D2A" Ref="#PWR074" Part="1"
AR Path="/56587AB2/56A04D2A" Ref="#PWR085" Part="1"
AR Path="/57DA795D/56A04D2A" Ref="#PWR0113" Part="1"
F 0 "#PWR0113" H 5900 3650 50 0001 C CNN
F 1 "GND" H 5900 3750 50 0000 C CNN
F 2 "" H 5900 3900 60 0000 C CNN
F 3 "" H 5900 3900 60 0000 C CNN
1 5900 3900
1 0 0 -1
$EndComp
Wire Wire Line
5900 3900 5900 3750
$Comp
L C C202
U 1 1 56CE897D
P 2500 1250
AR Path="/5654C338/56CE897D" Ref="C202" Part="1"
AR Path="/5654D6F1/56CE897D" Ref="C302" Part="1"
AR Path="/565879F0/56CE897D" Ref="C402" Part="1"
AR Path="/56587A55/56CE897D" Ref="C502" Part="1"
AR Path="/56587A74/56CE897D" Ref="C602" Part="1"
AR Path="/56587A93/56CE897D" Ref="C702" Part="1"
AR Path="/56587AB2/56CE897D" Ref="C802" Part="1"
AR Path="/57DA795D/56CE897D" Ref="C1002" Part="1"
F 0 "C1002" H 2525 1350 50 0000 L CNN
F 1 "100n" H 2525 1150 50 0000 L CNN
F 2 "Capacitors_SMD:C_0805" H 2538 1100 30 0001 C CNN
F 3 "" H 2500 1250 60 0000 C CNN
1 2500 1250
-1 0 0 1
$EndComp
$Comp
L R R207
U 1 1 56CE89DB
P 2800 1000
AR Path="/5654C338/56CE89DB" Ref="R207" Part="1"
AR Path="/5654D6F1/56CE89DB" Ref="R307" Part="1"
AR Path="/565879F0/56CE89DB" Ref="R407" Part="1"
AR Path="/56587A55/56CE89DB" Ref="R507" Part="1"
AR Path="/56587A74/56CE89DB" Ref="R607" Part="1"
AR Path="/56587A93/56CE89DB" Ref="R707" Part="1"
AR Path="/56587AB2/56CE89DB" Ref="R807" Part="1"
AR Path="/57DA795D/56CE89DB" Ref="R1007" Part="1"
F 0 "R1007" V 2880 1000 50 0000 C CNN
F 1 "10R" V 2800 1000 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" V 2730 1000 30 0001 C CNN
F 3 "" H 2800 1000 30 0000 C CNN
1 2800 1000
0 1 1 0
$EndComp
$Comp
L C C204
U 1 1 56CE8A3C
P 3100 1250
AR Path="/5654C338/56CE8A3C" Ref="C204" Part="1"
AR Path="/5654D6F1/56CE8A3C" Ref="C304" Part="1"
AR Path="/565879F0/56CE8A3C" Ref="C404" Part="1"
AR Path="/56587A55/56CE8A3C" Ref="C504" Part="1"
AR Path="/56587A74/56CE8A3C" Ref="C604" Part="1"
AR Path="/56587A93/56CE8A3C" Ref="C704" Part="1"
AR Path="/56587AB2/56CE8A3C" Ref="C804" Part="1"
AR Path="/57DA795D/56CE8A3C" Ref="C1004" Part="1"
F 0 "C1004" H 3125 1350 50 0000 L CNN
F 1 "10u" H 3125 1150 50 0000 L CNN
F 2 "Capacitors_SMD:C_0805" H 3138 1100 30 0001 C CNN
F 3 "" H 3100 1250 60 0000 C CNN
1 3100 1250
-1 0 0 1
$EndComp
$Comp
L GND #PWR020
U 1 1 56CE8A9C
P 2500 1450
AR Path="/5654C338/56CE8A9C" Ref="#PWR020" Part="1"
AR Path="/5654D6F1/56CE8A9C" Ref="#PWR031" Part="1"
AR Path="/565879F0/56CE8A9C" Ref="#PWR042" Part="1"
AR Path="/56587A55/56CE8A9C" Ref="#PWR053" Part="1"
AR Path="/56587A74/56CE8A9C" Ref="#PWR064" Part="1"
AR Path="/56587A93/56CE8A9C" Ref="#PWR075" Part="1"
AR Path="/56587AB2/56CE8A9C" Ref="#PWR086" Part="1"
AR Path="/57DA795D/56CE8A9C" Ref="#PWR0114" Part="1"
F 0 "#PWR0114" H 2500 1200 50 0001 C CNN
F 1 "GND" H 2500 1300 50 0000 C CNN
F 2 "" H 2500 1450 60 0000 C CNN
F 3 "" H 2500 1450 60 0000 C CNN
1 2500 1450
1 0 0 -1
$EndComp
$Comp
L GND #PWR021
U 1 1 56CE8AD1
P 3100 1450
AR Path="/5654C338/56CE8AD1" Ref="#PWR021" Part="1"
AR Path="/5654D6F1/56CE8AD1" Ref="#PWR032" Part="1"
AR Path="/565879F0/56CE8AD1" Ref="#PWR043" Part="1"
AR Path="/56587A55/56CE8AD1" Ref="#PWR054" Part="1"
AR Path="/56587A74/56CE8AD1" Ref="#PWR065" Part="1"
AR Path="/56587A93/56CE8AD1" Ref="#PWR076" Part="1"
AR Path="/56587AB2/56CE8AD1" Ref="#PWR087" Part="1"
AR Path="/57DA795D/56CE8AD1" Ref="#PWR0115" Part="1"
F 0 "#PWR0115" H 3100 1200 50 0001 C CNN
F 1 "GND" H 3100 1300 50 0000 C CNN
F 2 "" H 3100 1450 60 0000 C CNN
F 3 "" H 3100 1450 60 0000 C CNN
1 3100 1450
1 0 0 -1
$EndComp
$Comp
L C C203
U 1 1 56CE8C8C
P 2600 2050
AR Path="/5654C338/56CE8C8C" Ref="C203" Part="1"
AR Path="/5654D6F1/56CE8C8C" Ref="C303" Part="1"
AR Path="/565879F0/56CE8C8C" Ref="C403" Part="1"
AR Path="/56587A55/56CE8C8C" Ref="C503" Part="1"
AR Path="/56587A74/56CE8C8C" Ref="C603" Part="1"
AR Path="/56587A93/56CE8C8C" Ref="C703" Part="1"
AR Path="/56587AB2/56CE8C8C" Ref="C803" Part="1"
AR Path="/57DA795D/56CE8C8C" Ref="C1003" Part="1"
F 0 "C1003" H 2625 2150 50 0000 L CNN
F 1 "100n" H 2625 1950 50 0000 L CNN
F 2 "Capacitors_SMD:C_0805" H 2638 1900 30 0001 C CNN
F 3 "" H 2600 2050 60 0000 C CNN
1 2600 2050
-1 0 0 1
$EndComp
$Comp
L R R208
U 1 1 56CE8C92
P 2900 1800
AR Path="/5654C338/56CE8C92" Ref="R208" Part="1"
AR Path="/5654D6F1/56CE8C92" Ref="R308" Part="1"
AR Path="/565879F0/56CE8C92" Ref="R408" Part="1"
AR Path="/56587A55/56CE8C92" Ref="R508" Part="1"
AR Path="/56587A74/56CE8C92" Ref="R608" Part="1"
AR Path="/56587A93/56CE8C92" Ref="R708" Part="1"
AR Path="/56587AB2/56CE8C92" Ref="R808" Part="1"
AR Path="/57DA795D/56CE8C92" Ref="R1008" Part="1"
F 0 "R1008" V 2980 1800 50 0000 C CNN
F 1 "10R" V 2900 1800 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" V 2830 1800 30 0001 C CNN
F 3 "" H 2900 1800 30 0000 C CNN
1 2900 1800
0 1 1 0
$EndComp
$Comp
L C C205
U 1 1 56CE8C98
P 3200 2050
AR Path="/5654C338/56CE8C98" Ref="C205" Part="1"
AR Path="/5654D6F1/56CE8C98" Ref="C305" Part="1"
AR Path="/565879F0/56CE8C98" Ref="C405" Part="1"
AR Path="/56587A55/56CE8C98" Ref="C505" Part="1"
AR Path="/56587A74/56CE8C98" Ref="C605" Part="1"
AR Path="/56587A93/56CE8C98" Ref="C705" Part="1"
AR Path="/56587AB2/56CE8C98" Ref="C805" Part="1"
AR Path="/57DA795D/56CE8C98" Ref="C1005" Part="1"
F 0 "C1005" H 3225 2150 50 0000 L CNN
F 1 "10u" H 3225 1950 50 0000 L CNN
F 2 "Capacitors_SMD:C_0805" H 3238 1900 30 0001 C CNN
F 3 "" H 3200 2050 60 0000 C CNN
1 3200 2050
-1 0 0 1
$EndComp
$Comp
L GND #PWR022
U 1 1 56CE8C9E
P 2600 2250
AR Path="/5654C338/56CE8C9E" Ref="#PWR022" Part="1"
AR Path="/5654D6F1/56CE8C9E" Ref="#PWR033" Part="1"
AR Path="/565879F0/56CE8C9E" Ref="#PWR044" Part="1"
AR Path="/56587A55/56CE8C9E" Ref="#PWR055" Part="1"
AR Path="/56587A74/56CE8C9E" Ref="#PWR066" Part="1"
AR Path="/56587A93/56CE8C9E" Ref="#PWR077" Part="1"
AR Path="/56587AB2/56CE8C9E" Ref="#PWR088" Part="1"
AR Path="/57DA795D/56CE8C9E" Ref="#PWR0116" Part="1"
F 0 "#PWR0116" H 2600 2000 50 0001 C CNN
F 1 "GND" H 2600 2100 50 0000 C CNN
F 2 "" H 2600 2250 60 0000 C CNN
F 3 "" H 2600 2250 60 0000 C CNN
1 2600 2250
1 0 0 -1
$EndComp
$Comp
L GND #PWR023
U 1 1 56CE8CA4
P 3200 2250
AR Path="/5654C338/56CE8CA4" Ref="#PWR023" Part="1"
AR Path="/5654D6F1/56CE8CA4" Ref="#PWR034" Part="1"
AR Path="/565879F0/56CE8CA4" Ref="#PWR045" Part="1"
AR Path="/56587A55/56CE8CA4" Ref="#PWR056" Part="1"
AR Path="/56587A74/56CE8CA4" Ref="#PWR067" Part="1"
AR Path="/56587A93/56CE8CA4" Ref="#PWR078" Part="1"
AR Path="/56587AB2/56CE8CA4" Ref="#PWR089" Part="1"
AR Path="/57DA795D/56CE8CA4" Ref="#PWR0117" Part="1"
F 0 "#PWR0117" H 3200 2000 50 0001 C CNN
F 1 "GND" H 3200 2100 50 0000 C CNN
F 2 "" H 3200 2250 60 0000 C CNN
F 3 "" H 3200 2250 60 0000 C CNN
1 3200 2250
1 0 0 -1
$EndComp
Wire Wire Line
2500 1100 2500 1000
Connection ~ 2500 1000
Wire Wire Line
2500 1450 2500 1400
Wire Wire Line
3100 1450 3100 1400
Wire Wire Line
3100 1100 3100 1000
Wire Wire Line
2950 1000 3300 1000
Wire Wire Line
1850 1800 1650 1800
Wire Wire Line
2150 1800 2750 1800
Wire Wire Line
2600 1900 2600 1800
Connection ~ 2600 1800
Wire Wire Line
2600 2250 2600 2200
Wire Wire Line
3200 2250 3200 2200
Wire Wire Line
3200 1900 3200 1800
Wire Wire Line
3050 1800 3350 1800
Text Label 3300 1000 0 60 ~ 0
amp_v+
Connection ~ 3100 1000
Text Label 3350 1800 0 60 ~ 0
amp_v-
Connection ~ 3200 1800
Text Label 4850 2700 0 60 ~ 0
amp_v+
Wire Wire Line
4850 2700 4850 2850
Text Label 4850 3900 0 60 ~ 0
amp_v-
Wire Wire Line
4850 3900 4850 3750
$Comp
L GND #PWR024
U 1 1 574D7570
P 7950 2900
AR Path="/5654C338/574D7570" Ref="#PWR024" Part="1"
AR Path="/5654D6F1/574D7570" Ref="#PWR035" Part="1"
AR Path="/565879F0/574D7570" Ref="#PWR046" Part="1"
AR Path="/56587A55/574D7570" Ref="#PWR057" Part="1"
AR Path="/56587A74/574D7570" Ref="#PWR068" Part="1"
AR Path="/56587A93/574D7570" Ref="#PWR079" Part="1"
AR Path="/56587AB2/574D7570" Ref="#PWR090" Part="1"
AR Path="/57DA795D/574D7570" Ref="#PWR0118" Part="1"
F 0 "#PWR0118" H 7950 2650 50 0001 C CNN
F 1 "GND" H 7950 2750 50 0000 C CNN
F 2 "" H 7950 2900 60 0000 C CNN
F 3 "" H 7950 2900 60 0000 C CNN
1 7950 2900
1 0 0 -1
$EndComp
Wire Wire Line
7950 2900 7950 2850
Wire Wire Line
7800 2650 7500 2650
Wire Wire Line
7500 2650 7500 3300
Connection ~ 7500 3300
$Comp
L R R209
U 1 1 58B925F2
P 6800 3300
AR Path="/5654C338/58B925F2" Ref="R209" Part="1"
AR Path="/5654D6F1/58B925F2" Ref="R309" Part="1"
AR Path="/565879F0/58B925F2" Ref="R409" Part="1"
AR Path="/56587A55/58B925F2" Ref="R509" Part="1"
AR Path="/56587A74/58B925F2" Ref="R609" Part="1"
AR Path="/56587A93/58B925F2" Ref="R709" Part="1"
AR Path="/56587AB2/58B925F2" Ref="R809" Part="1"
AR Path="/57DA795D/58B925F2" Ref="R1009" Part="1"
F 0 "R1009" V 6880 3300 50 0000 C CNN
F 1 "DNI" V 6800 3300 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" V 6730 3300 30 0001 C CNN
F 3 "" H 6800 3300 30 0000 C CNN
1 6800 3300
0 -1 -1 0
$EndComp
$Comp
L Conn_Coaxial J201
U 1 1 58B9276A
P 7950 2650
AR Path="/5654C338/58B9276A" Ref="J201" Part="1"
AR Path="/5654D6F1/58B9276A" Ref="J301" Part="1"
AR Path="/565879F0/58B9276A" Ref="J401" Part="1"
AR Path="/56587A55/58B9276A" Ref="J501" Part="1"
AR Path="/56587A74/58B9276A" Ref="J601" Part="1"
AR Path="/56587A93/58B9276A" Ref="J701" Part="1"
AR Path="/56587AB2/58B9276A" Ref="J801" Part="1"
AR Path="/57DA795D/58B9276A" Ref="J1001" Part="1"
F 0 "J1001" H 7960 2770 50 0000 C CNN
F 1 "CONN_COAXIAL_SMA" H 8500 2650 50 0000 C CNN
F 2 "awallinKiCadFootprints:BNC_2PIN" H 7950 2650 50 0001 C CNN
F 3 "" H 7950 2650 50 0001 C CNN
F 4 "2293854" H 8350 2550 60 0000 C CNN "Farnell"
1 7950 2650
1 0 0 -1
$EndComp
$Comp
L Conn_Coaxial J202
U 1 1 58B927ED
P 7950 3300
AR Path="/5654C338/58B927ED" Ref="J202" Part="1"
AR Path="/5654D6F1/58B927ED" Ref="J302" Part="1"
AR Path="/565879F0/58B927ED" Ref="J402" Part="1"
AR Path="/56587A55/58B927ED" Ref="J502" Part="1"
AR Path="/56587A74/58B927ED" Ref="J602" Part="1"
AR Path="/56587A93/58B927ED" Ref="J702" Part="1"
AR Path="/56587AB2/58B927ED" Ref="J802" Part="1"
AR Path="/57DA795D/58B927ED" Ref="J1002" Part="1"
F 0 "J1002" H 7960 3420 50 0000 C CNN
F 1 "CONN_COAXIAL_BNC" H 8400 3300 50 0000 C CNN
F 2 "Connect:SMB_Straight" H 7950 3300 50 0001 C CNN
F 3 "" H 7950 3300 50 0001 C CNN
F 4 "1076295" H 8350 3200 60 0000 C CNN "Farnell"
1 7950 3300
1 0 0 -1
$EndComp
Wire Wire Line
7950 3550 7950 3500
$Comp
L L L202
U 1 1 58B92C8A
P 2100 1000
AR Path="/5654C338/58B92C8A" Ref="L202" Part="1"
AR Path="/5654D6F1/58B92C8A" Ref="L302" Part="1"
AR Path="/565879F0/58B92C8A" Ref="L402" Part="1"
AR Path="/56587A55/58B92C8A" Ref="L502" Part="1"
AR Path="/56587A74/58B92C8A" Ref="L602" Part="1"
AR Path="/56587A93/58B92C8A" Ref="L702" Part="1"
AR Path="/56587AB2/58B92C8A" Ref="L802" Part="1"
AR Path="/57DA795D/58B92C8A" Ref="L1002" Part="1"
F 0 "L1002" V 2050 1000 50 0000 C CNN
F 1 "L" V 2175 1000 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" H 2100 1000 50 0001 C CNN
F 3 "" H 2100 1000 50 0001 C CNN
1 2100 1000
0 1 1 0
$EndComp
Wire Wire Line
2250 1000 2650 1000
Wire Wire Line
1950 1000 1650 1000
$Comp
L L L201
U 1 1 58B92E96
P 2000 1800
AR Path="/5654C338/58B92E96" Ref="L201" Part="1"
AR Path="/5654D6F1/58B92E96" Ref="L301" Part="1"
AR Path="/565879F0/58B92E96" Ref="L401" Part="1"
AR Path="/56587A55/58B92E96" Ref="L501" Part="1"
AR Path="/56587A74/58B92E96" Ref="L601" Part="1"
AR Path="/56587A93/58B92E96" Ref="L701" Part="1"
AR Path="/56587AB2/58B92E96" Ref="L801" Part="1"
AR Path="/57DA795D/58B92E96" Ref="L1001" Part="1"
F 0 "L1001" V 1950 1800 50 0000 C CNN
F 1 "L" V 2075 1800 50 0000 C CNN
F 2 "Resistors_SMD:R_0805" H 2000 1800 50 0001 C CNN
F 3 "" H 2000 1800 50 0001 C CNN
1 2000 1800
0 1 1 0
$EndComp
$Comp
L C C206
U 1 1 58C450AF
P 3800 3700
AR Path="/5654C338/58C450AF" Ref="C206" Part="1"
AR Path="/5654D6F1/58C450AF" Ref="C306" Part="1"
AR Path="/565879F0/58C450AF" Ref="C406" Part="1"
AR Path="/56587A55/58C450AF" Ref="C506" Part="1"
AR Path="/56587A74/58C450AF" Ref="C606" Part="1"
AR Path="/56587A93/58C450AF" Ref="C706" Part="1"
AR Path="/56587AB2/58C450AF" Ref="C806" Part="1"
AR Path="/57DA795D/58C450AF" Ref="C1006" Part="1"
F 0 "C1006" H 3825 3800 50 0000 L CNN
F 1 "DNI" H 3825 3600 50 0000 L CNN
F 2 "Capacitors_SMD:C_0805" H 3838 3550 30 0001 C CNN
F 3 "" H 3800 3700 60 0000 C CNN
1 3800 3700
-1 0 0 1
$EndComp
Wire Wire Line
3800 3850 3800 3900
Wire Wire Line
3800 3900 3600 3900
Connection ~ 3600 3900
Wire Wire Line
3800 3550 3800 3400
Connection ~ 3800 3400
$EndSCHEMATC
This is the README file for the 1:8 pulse/frequency distribution
amplifier project on ohwr.org at
https://www.ohwr.org/projects/pda-8ch-fda-8ch
Anders Wallin, October 2017.
Anders Wallin (anders.e.e.wallin "at" gmail.com), October 2017.
For licensing, see LICENSE.txt
List of Designs:
pda2017.04 1:4 Pulse distribution amplifier using IDT 5PB1108
pda2017.04 1:8 Pulse distribution amplifier using IDT 5PB1108
fda2017.03 1:8 Frequency distribution amplifier using LMH6702/6609
Notes:
1. KiCad produces PDF output that is rotated. To de-rotate use:
$ pdftk SCH_pda2017.04.pdf cat 1-endeast output out.pdf
2. the BOM_Wizard won't work with the node(js) version that
comes with Ubuntu 16.04LTS. Need to manually install a newer version of node:
https://nodejs.org/en/download/package-manager/#debian-and-ubuntu-based-linux-distributions
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