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2MBI200N-120 IGBT Module
Switching time vs. RG
Vcc=600V, Ic=200A, VGE=±15V, Tj=25°C
Dynamic input characteristics
Tj=25°C
Gate resistance : RG [ohm]
10 30 Gate charge : Qg [nC]
100
1000
0
Switching time : ton, tr, toff, tf [n sec.]
Collector-Emitter voltage : VCE [V]
Collector current : -Ic [A]
(Forward current : IF [A] )
500
400
300
200
100
0 0 1 2 3 4 5
Gate-Emitter voltage : VGE [V]
Emitter-Collector voltage VECD [V]
(Forward voltage : VF [V])
Reverse recovery current : Irr [A]
Reverse recovery time : trr [n sec.]
Forward current vs. Forward voltage
VGE=0V
Reverse recovery characteristics
trr, Irr, vs. IF
Forward current : IF [A]
100
0 100 200 300 400
2000
1600
1200
800
400
0 0 200 400 600 800 1000 1200
Collector-Emitter voltage : VCE [V]
Collector current : Ic [A]
Collector current : Ic [A]
Switching loss : Eon, Eoff, Err [mJ/cycle]
Switching loss vs. Collector current
Vcc=600V, RG=4.7 ohm, VGE=±15V Reversed biased safe operating area
+VGE=15V, -VGE = 15V, Tj = 125°C, RG = 4.7 ohm
<< >
0 500 1000 1500 2000 2500
60
50
40
30
20
10
0 0 100 200 300 400
1000
800
600
400
200
0
25
20
15
10
5
0
廃型機種
Discontinued product.
http://store.iiic.cc/