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Plastic package Underwriters LaboratoryPlastic package Underwriters Laboratory
Flammability Classification 94V-0Flammability Classification 94V-0
Dual rectifier construction, positive center tapDual rectifier construction, positive center tap
Metal silicon junctionMetal silicon junction
Majority carrier conductionMajority carrier conduction
Low power loss,hIgh efficiencyLow power loss,hIgh efficiency
Case : JEDEC TO-220AB molded plasticCase : JEDEC TO-220AB molded plastic
Terminals : Leads solderable per MIL-STD-750Terminals : Leads solderable per MIL-STD-750
Method 2026 Method 2026
Polarity : As marked
Polarity : As marked
Mounting Position : Any
Mounting Position : Any
Mounting Torque 5 in - lbs.max.Mounting Torque 5 in - lbs.max.
Weight : 0.08 ounce,2.24 grams Weight : 0.08 ounce,2.24 grams
High current capability, low forward voltage dropHigh current capability, low forward voltage drop
High temperature soldering guaranteed:
250 /10 seconds, 0.25"(6.35mm) from case
High temperature soldering guaranteed:
250 /10 seconds, 0.25"(6.35mm) from case
Typical thermal resistance
Operating temperature range
Storage temperature range
Characteristic
Maximum recurrent peak reverse voltage
Maximum RMS voltage
Maximum DC blocking voltage
Maximum average forward rectified current
at TC=100
Peak forward surge current 8.3ms single half
sine-wave superimposed on rated load
(JEDEC Method)
Maximum instantaneous forward voltage
T
J
Symbol
V
DC
V
RRM
V
RMS
I
FSM
V
F
I
R
T
Stg
R
-JC
120
85
120
SR20120CT
20
150
0.90
1.5
50
4.0
-65to+150
-65to+125
/W
Amps
Amps
Units
Volts
Volts
Volts
Volts
Tc=25
Tc=125
(NOTE 2)
(NOTE 1)
(NOTE 2)
Maximum instantaneous reverse
current at rated DC blocking
voltage
(Per leg)
(Per leg)
(Per leg)
(Per leg)
I(AV)
(Per Pak)
IF=10A
NOTES:
(1)Thermal resistance from junction to case
(2)Pulse test : 300 us pulse width, 1% duty cycle
ABAB
11
33
0.205(5.20)0.205(5.20)
0.195(4.95)0.195(4.95)
0.105(2.67)0.105(2.67)
0.037(0.94)0.037(0.94)
0.140(3.55)0.140(3.55)
0.027(0.68)0.027(0.68)
0.095(2.41)0.095(2.41)
0.160(4.05)0.160(4.05)
0.410(10.41)0.410(10.41)
0.390(9.91)0.390(9.91)
0.635(16.13)0.635(16.13)
0.625(15.87)0.625(15.87)
0.103(2.82)0.103(2.82)
0.415(10.54)0.415(10.54)
MaxMax
0.113(2.87)0.113(2.87)
0.148(3.74)0.148(3.74)
0.154(3.91)0.154(3.91)
DIADIA
DIADIA
0.175(4.44)0.175(4.44)
0.185(4.70)0.185(4.70)
0.135(3.43)0.135(3.43)
0.145(3.68)0.145(3.68)
0.055(1.39)0.055(1.39)
0.045(1.14)0.045(1.14)
0.590(14.98)0.590(14.98)
0.560(14.22)0.560(14.22)
0.380(8.89)0.380(8.89)
0.330(8.38))0.330(8.38))
0.110(2.79)0.110(2.79)
0.100(2.54)0.100(2.54)
1.148(29.16)1.148(29.16)
1.118(28.40)1.118(28.40)
0.590(14.22)0.590(14.22)
0.530(13.48)0.530(13.48)
0.022(0.58)0.022(0.58)
0.014(0.35)0.014(0.35)
0.105(2.67)0.105(2.67)
0.095(2.41)0.095(2.41)
22
(3)Marking : SR20120CT = S 20120 (Without Marking "CT")
Symbol Marking
R
Feb. 2020
1
DACO SEMICONDUCTOR CO., LTD.
®
SCHOTTKY BARRIER RECTIFIER
SR20120CT