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CD4148WT
Crownpo Technology
www.crownpo.com
01-Dec-03
Document No. 32002
Electrical Characteristics
Tamb = 25
-
C, unless otherwise specified
Typical Characteristics
(T
amb
= 25 °C unless otherwise specified)
Max
Forward voltage IF = 10 mA VF1.0 V
Leakage current
VR = 20 V 25 nA
VR = 75 V IR5.0 eA
VR = 20 V, TJ = 150 -C50eA
Capacitance VF = VR = 0 V 4 pF
Reverse recovery time IF = 10 mA to IR = 1 mA,
VR = 6 V, RL = 100 qtrr 4ns
Rectification efficiency f = 100 MHz, VRF = 2 V 0.45
Unit
Parameter Symbol Min
Figure 1. Forward Characteristics Figure 2. Dynamic Forward Resistance
vs. Forward Current
Voltage rise when switching ON tested with 50 mA pulses,
t
p = 0.1 es, rise time < 30 ns,
fp = (5 to 100) kHz
Vfr 2.5 ns
Ctot
Rectification Efficiency Measurement Circuit