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TECHNICAL DATA SHEET
6 Lake Street, Lawrence, MA 01841
1-800-446-1158 / (978) 620-2600 / Fax: ( 978) 689-0803
Website: http://www.microsemi.com
HIGH RELIABILITY POWER RECTIFIER
T4-LDS-0136 Rev. 1 (091679) Page 3 of 3
PACKAGE DIMENSIONS
Dimensions
Ltr Inches Millimeters Notes
Min Max Min Max
CH .405 10.29
CD .424 10.77
HF .424 .437 10.77 11.10
HT .075 .175 1.90 4.44
OAH .800 20.32
C .250 6.35 9
φT .060 1.52
SL .422 .453 10.72 11.51
K 3,5,7
NOTES:
1. Dimensions are in inches.
2. Millimeters are given for general information only.
3. Units must not be damaged by torque of 15 inch-pounds
applied to 10-32NF-2B nut assembled on thread
4. Diameter of unthreaded portion .189 inch (4.80 mm) max and
.163 inch (4.14 mm) min.
5. Complete threads to extend to within 2.5 thread s of seating
plane.
6. Angular orientation of this terminal is undefined.
7. Max pitch diameter of plat ed threa ds shal l b e basic pit c h
diameter .169 inch (4.31 mm) reference FED-STD-H28
(Screw Thread Standards for Federal Services.)
8. The A.S.A. thread reference is 10-32UNF2A.
9. Terminal shape is unrestricted.
10. Reversed (anode to stud) units shall be marked with an R
following the last digit in the type number
11. In accordance with ASME Y14.5M, diameters are equivalent to
φx symbology.
Physical dimensions (DO-203AA, formerly DO-4)
1N1202A, 1N1204A, 1N1206A, 1N3671A, 1N3673A and AR versions, and 1N1124A,
1N1126A, 1N1128A, and RA versions 1N3649, 1N3650, and R versions.