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)
http://www.smi-xtal.com/
STANDARD CRYSTALS
86SMX STANDARD FREQUENCIES
FREQUENCY
MHz FREQUENCY
DESIGNATOR
MAXIMUM
EQUIVALENT SERIES
RESISTANCE OHMS
FREQUENCY
MHz FREQUENCY
DESIGNATOR
MAXIMUM
EQUIVALENT SERIES
RESISTANCE OHMS
+20
ppm
0
-20
-40
-60
∆f / f
-80
-100
-120
-60 -40 -20 0 +20 +40 +60 +80+100˚C
-140
-160
-180
-200
BT
-
CUT
SOLDERING PATTERN
for 86SMX(MC) & 86SMX(SC)
SOLDERING PATTERN
for 86SMX(MM) & 86SMX
9.4
1.8 7.6 1.8
1.81.71.8
3.5
SOLDERING PATTERN
for 86SMX(LPN)
XTAL
3.579545 035 200 16.044000 1604 50
3.648000 0364 200 16.128000 1612 50
3.686400 0368 200 16.147200 1614 50
3.802000 038 200 16.257000 162 50
3.840000 0384 200 16.384000 163 50
3.932160 039 200 16.667000 166 50
4.000000 040 150 16.934400 169 50
4.032000 0403 150 17.000000 170 50
4.096000 0409 150 17.100000 171 50
4.194304 041 150 17.700000 177 50
4.200000 042 150 17.734475 1773 50
4.433619 044 150 18.000000 180 50
4.500000 045 150 18.432000 184 50
4.608000 046 150 18.867000 188 50
4.800000 048 150 18.869000 1886 50
4.883300 0488 150 18.870000 1887 50
4.915200 049 150 19.200000 192 50
5.120000 051 120 19.660800 196 50
5.699623 056 120 20.000000 200 40
6.000000 060 100 20.480000 204 40
6.144000 061 100 20.736000 207 40
6.500000 065 100 22.118400 221 40
7.250000 072 80 24.000000 240 40
7.372800 073 80 24.000140 240001 40
7.680000 076 80 24.576000 245 40
7.864320 078 80 25.000000 250 40
8.000000 080 80 25.175000 251 40
9.090500 0909 60 25.312000 253 40
9.216000 092 60 27.000000 270 40
9.600000 096 60 28.000000 280 40
9.756000 097 60 28.224000 282 40
9.830400 098 60 28.636363 286 40
10.000000 100 60 28.800000 288 40
10.240000 1024 60 29.491200 294 40
10.752000 1075 60 30.000000 300 100
11.000000 110 60 32.000000 320 100
11.059200 1105 60 32.215909 322 100
11.673600 116 60 33.333000 333 100
11.700000 117 60 33.868800 338 100
12.000000 120 60 35.251200 352 100 30T
12.096000 1209 60 35.468950 354 100 30T
12.288000 122 60 36.000000 360 100 30T
12.296000 1229 60 40.000000 400 100 30T
13.500000 135 50 40.320000 403 100 30T
14.318180 143 50 44.236800 442 100 30T
14.400000 144 50 48.000000 480 100 30T
14.484000 1448 50 49.920000 499 100 30T
14.644000 146 50 50.000000 500 100 30T
14.745600 147 50 50.680000 506 100 30T
15.000000 150 50 52.416000 524 100 30T
15.360000 153 50 56.448000 564 100 30T
15.500000 155 50 59.800000 598 100 30T
15.728640 157 50 64.000000 640 100 30T
16.000000 160 50 80.000000 800 100 30T
16.000312 160003 50
86SMX (MC)
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#4 #3
#1 #2
#4 #3
<Top View>
#2#1
#1
#4 #3
224.3
(#2 & #3 : NC)
#2
13
9.41.8 1.8
4.74.2
1.2
0.15
+ 0
- 0.1
+ 0
- 0.1
+ 0
- 0.2
86SMX FAMILY
Quartz Crystal Units
STANDARD SPECIFICATIONS
PART NUMBERING GUIDE
HOW TO ORDER STANDARD SMI CRYSTALS
PACKAGE DATA
86SMX (MC)
86SMX (SC)
86SMX
86SMX (LPN)
86SMX (MM)
1. Package type
2. Frequency range
3. Calibration tolerance
4. Temperature stability (referred to +25˚C)
5. Load capacitance
6. Shunt capacitance (Co)
7. Drive level (P)
8. Aging
9. Cut
10. Reflow soldering condition
86SMX(MC),86SMX(MM),86SMX(SC),86SMX & 86SMX(LPN)
3.579545 MHz to 70.000 MHz
±50 ppm at +25˚C ±3˚C
±50 ppm over
-
20˚C to +70˚C(AT
-
Cut)
±100 ppm over
-
10˚C to +60˚C(BT
-
Cut)
18 pF
7 pF max.
100 µW max.
±5 ppm max. at +25˚C ±3˚C per year
AT
-
Cut or BT
-
Cut
10 seconds max. at +235˚C ±5˚C
CIRCUIT CALIBRATION CONDITION
Parallel Resonance = M
CL = 18 pF
Series Resonance = S
(Optional)
Parallel Resonance = M
CL = 30 pF
PACKAGE
(MC)=86SMX(MC)
86SMX
(MM)=86SMX(MM)
FREQUENCY
160 = 16.000 MHz
160 = 16.000 MHz
035 = 3.579545 MHz
SMI PART NO.
86M160
-
18(MC)
86S160
86M035
-
30(MM)
Order by SMI Part No.
Package
Item
86SMX (SC)
86SMX (MC)86SMX(MM)
OUTER PACKAGE
SEALING
TERMINAL PLATING
Plastic
Press
-
fit
(3x9mmbuilt
-
in)
Solder
Plastic
Press
-
fit
(3x9mm built
-
in)
Solder
Plastic
Press
-
fit
(3x9mm built
-
in)
Solder
86SMX (MM)
XTAL
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#4 #3
#1 #2
#4 #3
<Top View>
#2#1
#1
#4 #3
1.6 34.3
(#2 & #3 : NC)
#2
13
9.41.6 2.0
4.2
1.2
0.15
4.7
+ 0
- 0.1
+ 0
- 0.2
+ 0
- 0.1
86 M 160
–
18 (MC)
Package Type
Circuit Calibration Condition Package Type
Load Capacitance (CL)
Frequency Designator
86SMX
Plastic
Press
-
fit
(3x9mm built
-
in)
Solder
86SMX (LPN)
Plastic
Press
-
fit
(3x9mm built
-
in)
Solder
86SMX
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#4 #3
<Top View>
#2#1
#4 #3
#2#1
#1 #2
#3#4
13.1 max.
9.4
1.6 3.0
5.0 max.
1.21.2
5.0 max.
(#2 & #3 : NC)
86SMX (LPN)
(1.0)
(#2 & #3 : NC)
#4 #3
#1 #2
13.0 max.
(12.5 max.)#1 #2
#4 #3
0.8 0.8
9.4
4.7 max.
(4.6 max.)
4.2 max.
(3.7 max.)
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86SMX (SC)
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#4 #3
#1 #2
#4 #3
<Top View>
#2#1
#1
#4 #3
224.3
#2
9.41.8 1.8
1.2
0.15
4.7
+ 0
- 0.1
13
+ 0
- 0.1
4.2
+ 0
- 0.2
EXAMPLE
0.4 ± 0.05 4 2.0 ± 0.1
4.3 ± 0.1
Max. 3˚
1.5 +0.1
- 0
2.2 ± 0.1
24.0 ± 0.3
11.5 ± 0.1 1.75 ± 0.1
5.3 ± 0.1
12.0 ± 0.1
13.1 ± 0.1
#1 #2
#4 #3
TAPE SPECIFICATIONS
QTY/REEL REEL DIA
86SMX(MC):1000 pcs 330 mm
86SMX(MM):1000 pcs 330 mm
86SMX(SC):1000 pcs 330 mm
86SMX(LPN):1000 pcs 330 mm
5.5 ± 0.2
0.4 ± 0.1
5.3 ± 0.3 8.0 ± 0.2
Max.R 0.8
Max.R 1.0
2.0 ± 0.1 4.0 ± 0.2
24.0 ± 0.3 1.75 ± 0.2
11.5 ± 0.1
(10.75)
1.5 +0.2
- 0.1
2.2 ± 0.2
Max. 8˚
#1 #2
#4 #3
13.4 ± 0.3
TAPE SPECIFICATIONS for 86SMX
1000pcs. per reel (300mm dia.)
+80
ppm
+60
+40
+20
0
∆f / f
-20
-40
-60
-60 -40 -20 0 +20 +40 +60 +80+100˚C
-80
-100
AT
-
CUT
TYPICAL TEMPERATURE CHARACTERISTICS
TYPICAL TEMPERATURE CHARACTERISTICS
Actual Size
Actual Size
Actual Size
Actual Size
Actual Size