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ELECTRICAL CHARACTERISTICS (Tamb=25 deg C Unless Otherwise Specified)
DESCRIPTION SYMBOL TEST CONDITION MIN TYP MAX UNIT
Reverse Breakdown Voltage V(BR) R
Single Diode IR=100uA 250 - - V
Series Connection 500 - - V
Forward Voltage VF
Single Diode IF=100mA - - 1.0 V
Series Connection --2.0V
Single Diode IF=200mA - - 1.25 V
Series Connection --2.5V
Reverse Current IR VR=VR max - - 100 nA
DYNAMIC CHARACTERISTICS
Diode Capacitance Cd
Single Diode VR=0V,f=1MHz - - 5.0 pF
Series Connection --2.5pF
Reverse Recovery Time When Switched trr IF=30mA to IR=30mA - - 50 ns
From RL=100 ohms,
measured@ IR=3mA
SOT-23 Package Reel Information
Reel specifications for W" Packing (13" reel)
SOT-23 Formed SMD Package
ø329.2±0.5 / 178 ±0.5
14.4
7.9 – 10.9
TRAILER
FIXING
TAPE
LEADER
9.2±0.5
MAX
ø100.0±0.5 / 54.5 ±0.5ø
2.0±0.5
ø20.2 MIN
DETAIL X
ø13.0
+0.5
–0.2
All dimensions in mm
330 / 180 mm – Antistatic Coated Plastic Reel
NOTES:
No. of Devices
8mm Tape
Size of Reel
330 mm (13")
10,000 Pcs
8mm Tape
Size of Reel
180 mm (7")
3,000 Pcs
The bandolier of 330 mm reel contains at least 10,000 devices.
The bandolier of 180 mm reel contains at least 3,000 devices.
No more than 0.5% missing devices / reel. 50 empty compartments for 330 mm reel.
15 empty compartments for 180 mm reel.
Three consecutive empty places might be found provided this gap is followed by 6
consecutive devices.
The carrier tape (leader) starts with at least 75 empty positions (equivalent to 330
mm). In order to fix the carrier tape a self adhesive tape of 20 to 50 mm is applied. At
the end of the bandolier at least 40 empty positions (equivalent to 160 mm) are there.
180
or
330
1.
2.
3.
4.
5.
± 0.02
± 0.02 1.30 0.600.60 7°
0.08
PARTING LINE
RO.08
0.21
6°
7° 5°±3"
±0.05
2.50
±4"
±
.
0.12
0.08
R0.08
±0.02
±0.025
0.95
0.06
±0.04
0.60
± 0.02
2.50
0.60
+0.08
-0.02
1.30
±
.
±0.025 ±0.02
0.40
3° 3
0.60
±0.025
2.90
1.90
±0.05
cL
1
2
3
Continental Device India Limited Data Sheet Page 2 of 3