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C DCN 47600 06/18 STW
CHECKED:
APPROVED:
DRAWN:
DAL 05/18/16
DAL 05/18/16
BNK 05/18/16
ROHS COMPLIANT
IMPEDANCE: 50 OHMS
MATERIAL:
SHROUDS: STAINLESS STEEL
CONTACTS: BERYLLIUM COPPER
BLOCK: BRASS
INSULATORS: PTFE
FINISH:
SHROUDS, CONTACTS,
& BLOCK: GOLD OVER NICKEL
PERFORMANCE:
PRODUCT DATA DRAWING
.250 6.35
34.291.350
2.79±0.05.110±.002
1.150 29.21
INTERPRET DIMENSIONS AND TOLERANCES
APPROVEDDATE
REVISION HISTORY
DESCRIPTION
REV
UNLESS OTHERWISE SPECIFIED
SIZE
SEE NOTES
SEE NOTES
SCALE: 6:1
SURFACE AREA:
DWG. NO.
B
MATERIAL:
FINISH:
PER ASME Y14.5M - 1994
7) REMOVE ALL BURRS
N/A
9311-60112
95077
CAGE CODE
WITHIN .005 T.I.R.
West Palm Beach, FL 33409
TITLE:
PROPRIETARY
2400 Centrepark West Drive, Suite 100
6) DIA.’S ON COMMON CENTERS TO BE CONCENTRIC
MIL-STD-10.
SV MICROWAVE, INC IS PROHIBITED.
THIRD ANGLE PROJECTION
SHEET 1 OF 1
WITHOUT THE WRITTEN PERMISSION OF
5) SURFACE ROUGHNESS 63
ANY REPRODUCTION IN PART OR AS A WHOLE
3) BREAK CORNERS & EDGES .005 R. MAX.
IS THE SOLE PROPERTY OF SV MICROWAVE, INC.
1) ALL DIMENSIONS ARE IN INCHES [MILLIMETERS]
THE INFORMATION CONTAINED IN THIS DRAWING
2) ALL DIMENSIONS ARE AFTER PLATING.
e
4) CHAM. 1ST & LAST THREADS.
DIMENSIONS ARE IN INCHES TOLERANCES:
FRACTIONAL: 1/64 ANGULAR: X 1 0'
X X' 15'
DECIMAL: .X .030
.XX .010
.XXX .005
8 PORT Mini-D RF BOARD
LAUNCH
.150 3.81
.050 1.27
RP
1.200 30.48
7.62.300
0.81±0.03.032±.001
.119 3.02
.980 24.89