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This Drawing is the Property of RAF.
It contains confidential, proprietary
information that is RAF property. Do
not disclose to or duplicate for others
except as authorized by RAF.
TOLERANCES
ALL DIMENSIONS ARE INCHES
(UNLESS OTHERWISE SPECIFIED)
METALLIC
LENGTHS </=: 6 INCHES ± 0.005
LENGTH >: 6 INCHES ±0.010
DIAMETERS: ±0.005
NON-METALLIC
LENGTH: ±0.010 DIAMETERS: ± 0.010
INTERNAL THREADS:
MINIMUM THREAD DEPTH
SCALE
SHEET
1 of 1
REV DATE DRN CHK
CHANGE
SJ T
Drawn
9/32
[7.14]
3/16 HEX
[4.76]
3/16 HEX FEMALE STANDOFFS
2053T-440-AL 7.00
95 Silvermine Rd.,Seymour CT 06483
Tel: 203-888-2133,Fax: 203-888-9860
01/31/16
COMPONENT STANDOFFS
NOTES:
1. Material : Aluminium
2. Finish : No Plating
3. ASME Y14.5M - 2009
4. All Drawing Dimensions are in Inches [mm]
5. Unless otherwise specified; Edge Breaks,
Radii or Countersinks 0.005-0.015
THREAD
4-40 UNC 2B
THRU