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UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACYPqaKKK4pzlzPUo/9k=)
DO NOT
SCALE FROM
THIS PRINT
BCS-1XX-XXX-X-XX-XXX
No OF POSITIONS
-01 THRU -50
BODY SPECIFICATION
-S: SINGLE ROW (SEE TABLE 1)
-D: DOUBLE ROW (SEE TABLE 1)
PLATING SPECIFICATIONS
(SEE TABLE 1)
POLARIZING OPTION
INSERT PK-06-N INTO SPECIFIED
POS AND BREAK OFF TAB
(NOT AVAILABLE FOR -BE OPTION)
ENTRY SPECIFICATION
-DE: DUAL ENTRY (SEE TABLE 1)
-TE: TOP ENTRY (SEE TABLE 1)
-HE: HORIZONTAL ENTRY (SEE TABLE 1)
-PE: PASS-THROUGH ENTRY (SEE TABLE 1)
-DE-BE: (SEE TABLE 1)
-PE-BE: (SEE TABLE 1)
-T: MATTE TIN CONTACT AND TAIL
-L: 10µ" LIGHT SELECTIVE GOLD IN CONTACT AREA,
MATTE TIN ON TAIL
-F: 3µ" FLASH SELECTIVE GOLD CONTACT AREA,
MATTE TIN ON TAIL
-S: 30µ" SELECTIVE GOLD IN CONTACT AREA,
MATTE TIN ON TAIL
-H: 30µ" HEAVY GOLD IN CONTACT AREA,
3µ" GOLD ON TAIL
-SM: 30µ" SELECTIVE GOLD IN CONTACT AREA,
MATTE TIN ON TAIL
-TM: MATTE TIN CONTACT AND TAIL
-LM: 10µ" LIGHT SELECTIVE GOLD IN CONTACT AREA,
MATTE TIN ON TAIL
-FM: 3µ" FLASH SELECTIVE GOLD IN CONTACT AREA,
MATTE TIN ON TAIL
-LTL:
10µ’’ LIGHT SELECTIVE GOLD IN CONTACT AREA,
TIN LEAD (90/10 +/-5%) ON TAIL
.119 3.02
(SEE NOTE 9)
2
MAX SWAY
IN EITHER DIRECTION
C
-DE/-DE-BE
FIG 1
(CUT TO POSITION: ±.008[.20] - SEE NOTE 4)
NO. OF POSITIONS x .100[2.54]
(MOLD TO POSITION: )
.100
REF
2.54
(NO. OF POS x .100[2.54]) - (.100[2.54])
.050
REF
1.27
"B"
"B"
1st POSITION
-01
-02 -50
-49
+.000[0.00]
-.005[0.13]
C
(-DE TAIL ORIENTATION)
(-HE TAIL ORIENTATION)
.200
REF
5.08
.100
REF
2.54
"A"
"A"
-49
-50 -02
-01
.290 7.37
REF
.16 4.1
2
MAX TOE
SECTION "A"-"A"
CONTACT #49
BCS-1XX-X-D-DE
CONTACT #50
C
.06 1.6
2
MAX TOE
SECTION "B"-"B"
C
CONTACT #2
BCS-1XX-X-S-DE
CONTACT #1
C
(-TE TAIL ORIENTATION)
(-PE TAIL ORIENTATION)
SHEET OF
UNLESS OTHERWISE SPECIFIED,
DIMENSIONS ARE IN INCHES.
TOLERANCES ARE:
DECIMALS ANGLES
.XX:
.01 [.3] 2
.XXX:
.005 [.13]
.XXXX:
.0020 [.051]
MATERIAL:
BOX CONNECTOR SOCKET STRIP
BY:
BCS-1XX-XXX-X-XX-XXX
DWG. NO.
DESCRIPTION:
PROPRIETARY NOTE
THIS DOCUMENT CONTAINS INFORMATION
CONFIDENTIAL AND PROPRIETARY TO
SAMTEC, INC. AND SHALL NOT BE REPRODUCED
OR TRANSFERRED TO OTHER DOCUMENTS OR
DISCLOSED TO OTHERS OR USED FOR ANY
PURPOSE OTHER THAN THAT WHICH IT WAS
OBTAINED WITHOUT THE EXPRESSED WRITTEN
CONSENT OF SAMTEC, INC.
DO NOT SCALE DRAWING
KOLB
09/12/1991
3
1
SHEET SCALE: 2:1
INSULATOR: GLASS FILLED LCP UL 94 VO, COLOR: BLACK
CONTACT: PHOS. BRONZE
F:\DWG\MISC\MKTG\BCS-1XX-XXX-X-XX-XXX-MKT.SLDDRW
520 PARK EAST BLVD, NEW ALBANY, IN 47150
PHONE: 812-944-6733 FAX: 812-948-5047
e-Mail info@SAMTEC.com code 55322
NOTES:
1. REPRESENTS CRITICAL DIM. FOR STATISTICAL PROCESS CONTROL.
2. PUSHOUT FORCE TO BE: 1 lb. MIN.
3. [ ] DIMENSIONS ARE IN MILLIMETERS.
4. MIN WALL THICKNESS ON CUT PARTS: .009 [.23].
5. CUT PARTS TO BE SYMMETRICAL ABOUT
C
L
.
6. 1st POSITION WILL ALWAYS POINT UP ON TOP VIEW AS SHOWN.
7. 1 THROUGH 4 POSITIONS ARE TO BE LAYER PACKAGED, 5 THROUGH
50 POSITIONS ARE TO BE TUBED FOR THIS PART NUMBER.
8. DAMAGE TO THE CUT SURFACE CAN NOT EFFECT LEAD-IN OF THE CORES.
9. MAX VARIATION WITHIN A ROW: .006 [.15]
MAX VARIATION FROM ROW TO ROW: .012 [.30]
REVISION BT