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CMBT3904E NPN
CMBT3906E PNP
ENHANCED SPECIFICATION
SURFACE MOUNT
COMPLEMENTARY
SILICON TRANSISTORS
DESCRIPTION:
The CENTRAL SEMICONDUCTOR CMBT3904E
(NPN) and CMBT3906E (PNP) are general purpose
transistors with enhanced specifications. These
devices are ideal for applications where ultra small
size and power dissipation are the prime requirements.
Packaged in the FEMTOmini™ SOT-923 package,
these transistors provide performance characteristics
suitable for the most demanding size constrained
applications.
MARKING CODES: CMBT3904E: B
CMBT3906E: G
MAXIMUM RATINGS: (TA=25°C) SYMBOL UNITS
Collector-Base Voltage VCBO 60 V
Collector-Emitter Voltage VCEO 40 V
Emitter-Base Voltage VEBO 6.0 V
Continuous Collector Current IC 200 mA
Power Dissipation PD 100 mW
Operating and Storage Junction Temperature TJ, Tstg -65 to +150 °C
Thermal Resistance ΘJA 1250 °C/W
ELECTRICAL CHARACTERISTICS: (TA=25°C unless otherwise noted)
NPN PNP
SYMBOL TEST CONDITIONS MIN TYP TYP MAX UNITS
ICEV V
CE=30V, VEB=3.0V 50 nA
BVCBO I
C=10µA 60 115 90 V
BVCEO I
C=1.0mA 40 60 55 V
BVEBO I
E=10µA 6.0 7.5 7.9 V
VCE(SAT) I
C=10mA, IB=1.0mA 0.057 0.050 0.100 V
VCE(SAT) I
C=50mA, IB=5.0mA 0.100 0.100 0.200 V
VBE(SAT) I
C=10mA, IB=1.0mA 0.650 0.750 0.750 0.850 V
VBE(SAT) I
C=50mA, IB=5.0mA 0.850 0.850 0.950 V
♦
♦Enhanced specification.
♦
♦
♦
♦
♦
FEATURES
• Very Small Package Size
• 200mA Collector Current
• Low VCE(SAT) (0.1V Typ @ 50mA)
• Miniature 0.8 x 0.6 x 0.4mm
Ultra Low height profile
FEMTOmini™ Surface Mount Package
APPLICATIONS
• DC / DC Converters
• Voltage Clamping
• Protection Circuits
• Battery powered applications including:
Cell Phones, Digital Cameras, Pagers,
PDAs, Laptop Computers, etc.
SOT-923 CASE
R1 (8-January 2010)
www.centralsemi.com