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BC517 — NPN Darlington Transistor
Publication Order Number:
BC517-D74Z/D
© 2005 Semiconductor Components Industries, LLC.
September-2017, Rev. 2
BC517
NPN Darlington Transistor
Features
• This device is designed for applications requiring extremely
high current gain at currents to 1.0 A.
• Sourced from process 05.
Ordering Information
Absolute Maximum Ratings
(1), (2)
Stresses exceeding the absolute maximum ratings may damage the device. The device may not function or be opera-
ble above the re co mmen ded operating co nd iti ons an d s tres si ng the parts to these levels i s n ot re co mme nde d. In addi-
tion, extended exposure to stresses above the recommended operating conditions may affect device reliability. The
absolute maximum ratings are stress ratings only. Values are at T
A
= 25°C unless otherwise noted.
Notes:
1. These ratings are based on a maximum junction temperature of 150°C.
2. These are steady-state limits. ON Semiconductor should be consulted on applications involving pulsed or low-
duty-cycle operations.
Part Number Top Mark Package Packing Method
BC517-D74Z BC517 TO-92 3L (Bent Lead) Ammo
Symbol Parameter Value Unit
V
CEO
Collector-Emitter Voltage 30 V
V
CBO
Collector-Base Voltage 40 V
V
EBO
Emitter-B ase Voltage 10 V
I
C
Collector Current - Continuous 1.2 A
T
J
, T
STG
Operating and Storage Junction Temperature Range -55 to +150 °C
1. Collector
1
2
3
1
2
3
Straight Lead Bent Lead
TO-92
Bulk Packing Tape & Reel
Ammo Packing
2. Base
3. Emitter