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)
IGBT Module 7MBR15SC120
0 5 10 15 20 25
50
100
500
1000
ton
tr
toff
tf
[ Inverter ]
Switching time vs. Collector current (typ.)
Vcc=600V, VGE=±15V, Rg=82Ω, Tj= 25°C
Switching time : ton, tr, toff, tf [ nsec ]
Collect o r current : Ic [ A ]
0 5 10 15 20 25
50
100
500
1000
tf
tr
ton
toff
[ Inverter ]
Switching time vs. Collector current (typ.)
Vcc=600V, VGE=±15V, Rg= 82Ω, Tj= 125°C
Collect o r current : Ic [ A ]
Switching time : ton, tr, toff, tf [ nsec ]
30 100 1000
50
100
500
1000
5000
toff
ton
tr
tf
[ Inverter ]
Switching time vs. Gate resistance (typ.)
Vcc=600V, Ic=15A, VGE=±15V, Tj= 25°C
Ga te re sistance : Rg [ Ω ]
Switching time : ton, tr, toff, tf [ nsec ]
0 5 10 15 20 25 30
0
1
2
3
4
5
Err(25°C)
Eoff(25°C)
Eon(25°C)
Err(125°C)
Eoff(125°C)
Eon(125°C)
[ Inverter ]
Switching loss vs. Collector current (typ.)
Vcc=600V, VGE=±15V, Rg=82Ω
Switchin g loss : Eon, Eoff, Err [ mJ/pulse ]
Collect o r current : Ic [ A ]
30 100 1000
0
2
4
6
8
10
12
[ Inverter ]
Switching loss vs. Gate resistance (typ.)
Vcc=600V, Ic=15A, VGE=±15V, Tj= 125°C
Switchin g loss : Eon, Eoff, Err [ mJ/pulse ]
Ga te re sistance : Rg [ Ω ]
Eon
Err
Eoff
0 200 400 600 800 1000 1200 1400
0
50
100
150
200
SCSOA
(non-repetit ive pulse)
RBSOA
(Repet itive pu l s e)
[ Inverter ]
Reverse bias safe operating area
+VGE=15V, -VGE<=15V, Rg>=82Ω, Tj<=125°C
Collector - Emitter voltage : VCE [ V ]
Collector cur rent : Ic [ A ]
保守移行機種
Not recommend for new design.
http://store.iiic.cc/