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)
MC74HC4051A, MC74HC4052A, MC74HC4053A
www.onsemi.com
17
PACKAGE DIMENSIONS
CASE 485AW
ISSUE O
DIM MIN MAX
MILLIMETERS
A
A1 0.00 0.05
A3
b0.20 0.30
D2.50 BSC
D2 0.85 1.15
E3.50 BSC
E2
e0.50 BSC
K0.20 ---
NOTES:
1. DIMENSIONING AND TOLERANCING PER
ASME Y14.5M, 1994.
2. CONTROLLING DIMENSION: MILLIMETERS.
3. DIMENSIONS b APPLIES TO PLATED
TERMINAL AND IS MEASURED BETWEEN
0.15 AND 0.30 MM FROM TERMINAL.
4. COPLANARITY APPLIES TO THE EXPOSED
PAD AS WELL AS THE TERMINALS.
0.20 REF
b
D2
L
PIN ONE
E2
1
8
15
10
D
E
B
A
C0.15
C0.15
2X
2X
e
2
16X
16X
0.10 C
0.05 C
A B
NOTE 3
A
16X
K
A1
(A3)
SEATING
PLANE
C0.08
C0.10
0.80 1.00
L0.35 0.45
1.85 2.15
L1
DETAIL A
L
ALTERNATE TERMINAL
CONSTRUCTIONS
L
DETAIL B
MOLD CMPDEXPOSED Cu
ALTERNATE
CONSTRUCTIONS
DETAIL B
*For additional information on our Pb−Free strategy and solderin
details, please download the ON Semiconductor Soldering and
Mounting Techniques Reference Manual, SOLDERRM/D.
SOLDERING FOOTPRINT*
2.80
3.80
1.10
0.50
0.60
16X 0.30
16X
DIMENSIONS: MILLIMETERS
1
REFERENCE
TOP VIEW
SIDE VIEW
NOTE 4
C
0.15 C A B
0.15 C A B
DET AIL A
BOTTOM VIEW
e/2
L1 --- 0.15
2.10
PITCH
PACKAGE
OUTLINE
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