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1MBI300N-120 IGBT Module
Switching time vs. RG
Vcc=600V, Ic=300A, VGE=±15V, Tj=25°C
Dynamic input characteristics
Tj=25°C
Gate resistance : RG [ohm]
1 3 5 10 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] )
600
400
200
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
0 200 400 600
3000
2500
2000
1500
1000
500
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=2.7 ohm, VGE=±15V Reversed biased safe operating area
+VGE=15V, -VGE = 15V, Tj = 125°C, RG = 2.7 ohm
<< >
0 500 1000 1500 2000 2500 3000 3500 4000
125
100
75
50
25
0 0 100 200 300 400 500 600
1000
800
600
400
200
0
25
20
15
10
5
0
廃型機種
Discontinued product.
http://store.iiic.cc/