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)
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6
Microwave MLC’s
Automatic Insertion Packaging
TAPE & REEL: All tape and reel specifications are in compliance with EIA RS481 (equivalent to IEC 286 part 3).
Sizes SQCA through SQCB, CDR11/12 through 13/14.
—8mm carrier
—7" reel: ≤0.040" thickness = 2000 pcs
≤0.075" thickness = 2000 pcs
—13" reel: ≤0.075" thickness = 10,000 pcs
REEL DIMENSIONS:millimeters (inches)
“U” Series - 402/0603/0805/1210 Size Chips
—8mm carrier
—7" reel: 0402 = 10,000 pcs
0603 & 0805 ≤0.40" thickness = 4000 pcs
0805 . 0.040" thickness & 1210 = 2000 pcs
—13" reel: ≤0.075" thickness = 10,000 pcs
Tape A B* C D* N W1W2W3
Size(1) Max. Min. Min. Min. Max.
7.9 Min.
+1.0
8mm 8.4
-0.0
14.4 (.311)
+.060
(.331
-0.0
) (.567) 10.9 Max.
330 1.5 13.0±0.20 20.2 50 (.429)
(12.992) (.059) (.512±.008) (.795) (1.969)
11.9 Min.
+2.0
12mm 12.4
-0.0
18.4 (.469)
(.488
+.076
) (.724) 15.4 Max.
-0.0
(.607)
EMBOSSED CARRIER CONFIGURATION
8 & 12 MM TAPE ONLY
CONSTANT DIMENSIONS
Tape D0EP0P2TT1G1G2
Size Max.
+0.10
8mm 8.4
-0.0
1.75 ± 0.10 4.0 ± 0.10 2.0 ± 0.05 0.600 0.10 0.75 0.75
+.004
and (.059
-0.0
) (.069 ± .004) (.157 ± .004) (.079 ± .002) (.024) (.004) (.030) (.030)
12mm Max. Min. Min.
See See
Note 3 Note 4
Metric dimensions will govern.
English measurements rounded and for reference only.
(1) For tape sizes 16mm and 24mm (used with chip size 3640) consult EIA RS-481 latest revision.
VARIABLE DIMENSIONS
Tape Size B1D1FP1RT2WA0B0K0
Max. Min. Min.
See Note 6 See Note 5 See Note 2
+0.3
8mm 4.55 1.0 3.5 ± 0.05 4.0 ± 0.10 25 2.5 Max 8.0
-0.1
See Note 1
+.012
(.179) (.039) (.138 ± .002) (.157 ± .004) (.984) (.098) (.315
-.004
8.2 1.5 5.5 ± 0.05 4.0 ± 0.10 30 6.5 Max 12.0 ± .30
12mm (.323) (.059) (.217 ± .002) (.157 ± .004) (1.181) (.256) (.472 ± .012) See Note 1
NOTES:
1. A0, B0, and K0are determined by the max. dimensions to the ends of the
terminals extending from the component body and/or the body dimensions of
the component. The clearance between the end of the terminals or body of the
component to the sides and depth of the cavity (A0, B0, and K0) must be within
0.05 mm (.002) min. and 0.50 mm (.020) max. The clearance allowed must also
prevent rotation of the component within the cavity of not more than 20 degrees
(see sketches C & D).
2. Tape with components shall pass around radius “R” without damage. The
minimum trailer length (Note 2 Fig. 3) may require additional length to provide R
min. for 12mm embossed tape for reels with hub diameters approaching N min.
(Table 4).
3. G1dimension is the flat area from the edge of the sprocket hole to either the
outward deformation of the carrier tape between the embossed cavities or to
the edge of the cavity whichever is less.
4. G2dimension is the flat area from the edge of the carrier tape opposite the
sprocket holes to either the outward deformation of the carrier tape between the
embossed cavity or to the edge of the cavity whichever is less.
5. The embossment hole location shall be measured from the sprocket hole
controlling the location of the embossment. Dimensions of embossment
location and hole location shall be applied independent of each other.
6. B1dimension is a reference dimension for tape feeder clearance only.
)