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SN74LS257B, SN74LS258B
http://onsemi.com
8
PACKAGE DIMENSIONS
HE
A1
DIM MIN MAX MIN MAX
INCHES
−−− 2.05 −−− 0.081
MILLIMETERS
0.05 0.20 0.002 0.008
0.35 0.50 0.014 0.020
0.18 0.27 0.007 0.011
9.90 10.50 0.390 0.413
5.10 5.45 0.201 0.215
1.27 BSC 0.050 BSC
7.40 8.20 0.291 0.323
0.50 0.85 0.020 0.033
1.10 1.50 0.043 0.059
0
0.70 0.90 0.028 0.035
−−− 0.78 −−− 0.031
A1
HE
Q1
LE
_10 _0
_10 _
LE
Q1
_
NOTES:
1. DIMENSIONING AND TOLERANCING PER ANSI
Y14.5M, 1982.
2. CONTROLLING DIMENSION: MILLIMETER.
3. DIMENSIONS D AND E DO NOT INCLUDE MOLD
FLASH OR PROTRUSIONS AND ARE MEASURED
AT THE PARTING LINE. MOLD FLASH OR
PROTRUSIONS SHALL NOT EXCEED 0.15 (0.006)
PER SIDE.
4. TERMINAL NUMBERS ARE SHOWN FOR
REFERENCE ONLY.
5. THE LEAD WIDTH DIMENSION (b) DOES NOT
INCLUDE DAMBAR PROTRUSION. ALLOWABLE
DAMBAR PROTRUSION SHALL BE 0.08 (0.003)
TOTAL IN EXCESS OF THE LEAD WIDTH
DIMENSION AT MAXIMUM MATERIAL CONDITION.
DAMBAR CANNOT BE LOCATED ON THE LOWER
RADIUS OR THE FOOT. MINIMUM SPACE
BETWEEN PROTRUSIONS AND ADJACENT LEAD
TO BE 0.46 ( 0.018).
M
L
DETAIL P
VIEW P
c
A
b
e
M
0.13 (0.005) 0.10 (0.004)
1
16 9
8
D
Z
E
A
b
c
D
E
e
L
M
Z
M SUFFIX
SOEIAJ PACKAGE
CASE 966−01
ISSUE O
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