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IGBT Module
Characteristics
1MBH08D-120
Gate resistance : RG (Ω)
Switching time vs. RG
VCC=600V, IC=8A, VGE=±15V, Tj=25°C
Switching time
: tf,toff, tr, ton, trr2 (nsec)
Gate resistance : RG (Ω)
Switching time
: tf,toff, tr, ton, trr2 (nsec)
Switching time vs. RG
VCC=600V, IC=8A, VGE=±15V, Tj=125°C
Dynamic input characteristics
Tj=25°C
Collector-Emitter voltage : VCE (V)
Gate charge : Qg (nc)
Capacitance vs. Collector-Emitter voltage
Tj=25°C
Capacitance : Cies, Coes, Cres (nF)
Collector-Emitter voltage : VCE (V)
Collector current : IC (A)
Collector-Emitter voltage : VCE (V) Gate voltage : VGE (V)
Short circuit current : ISC (A)
Gate-Emitter voltage : VGE (V)
Reverse Biased Safe Operating Area
+VGE=15V, -VGE 15V, Tj 125°C, RG 20Ω
=
<=
<=
>
Typical short circuit capability
VCC=800V, RG=20Ω, Tj=125°C,
Short circuit time : tSC (μs)