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© 2003 IXYS All rights reserved 1 - 2
IXYS reserves the right to change limits, test conditions and dimensions.
VDI 100-06P1 VII 100-06P1
VID 100-06P1 VIO 100-06P1
303
B3
IC25 = 93 A
VCES = 600 V
VCE(sat) typ . = 2.4 V
IGBTs
Symbol Conditions Maximum Ratings
VCES TVJ = 25°C to 150°C 600 V
VGES ± 20 V
IC25 TC = 25°C 93 A
IC80 TC = 80°C 63 A
ICM VGE = ±15 V; RG = 15 Ω; TVJ = 125°C 150 A
VCEK RBSOA, Clamped inductive load; L = 100 µH VCES
tSC VCE = VCES; VGE = ±15 V; RG = 15 Ω; TVJ = 125°C 10 µs
(SCSOA) non-repetitive
Ptot TC = 25°C 294 W
Symbol Conditions Characteristic Values
(TVJ = 25°C, unless otherwise specified)
min. typ. max.
VCE(sat) IC = 100 A; VGE = 15 V; TVJ = 25°C 2.4 2.8 V
TVJ = 125°C 2.8 V
VGE(th) IC = 1.5 mA; VGE = VCE 4.5 6.5 V
ICES VCE = VCES;V
GE = 0 V; TVJ = 25°C 1.4 mA
TVJ = 125°C 6.5 mA
IGES VCE = 0 V; VGE = ± 20 V 150 nA
td(on) 150 ns
tr60 ns
td(off) 450 ns
tf40 ns
Eon 3.2 mJ
Eoff 2.2 mJ
Cies VCE = 25 V; VGE = 0 V; f = 1 MHz 4.2 nF
RthJC (per IGBT) 0.43 K/W
RthJH with heatsink compound (0.42 K/m.K; 50 µm) 0.85 K/W
Inductive load, TVJ = 125°C
VCE = 300 V; IC = 60 A
VGE = 15/0 V; RG = 15 Ω
IGBT Modules in ECO-PAC 2
Short Circuit SOA Capability
Square RBSOA
Preliminary data sheet
Features
• NPT IGBT's
- positive temperature coefficient of
saturation voltage
- fast switching
• FRED diodes
- fast reverse recovery
- low forward voltage
• Industry Standard Package
- solderable pins for PCB mounting
- isolated DCB ceramic base plate
Advantages
• space and weight savings
• reduced protection circuits
• leads with expansion bend for stress relief
Typical Applications
• AC and DC motor control
• AC servo and robot drives
• power supplies
• welding inverters
Pin arangement see outlines
VII
OP9
GH10
VX18
L9
E2
K10
X16
X13
X15
NTC
VDI
X15
X16
NTC
AC1PS18IK10
L9
T16
VID
IK10SV18AC1
L9
F1
X15
X16
NTC
VIO
IJKLMN
A
S