APT150GN60JDQ4 Microsemi Power Products Group, APT150GN60JDQ4 Datasheet - Page 5

IGBT 600V 220A 536W SOT227

APT150GN60JDQ4

Manufacturer Part Number
APT150GN60JDQ4
Description
IGBT 600V 220A 536W SOT227
Manufacturer
Microsemi Power Products Group
Datasheet

Specifications of APT150GN60JDQ4

Igbt Type
Field Stop and Trench
Configuration
Single
Voltage - Collector Emitter Breakdown (max)
600V
Vce(on) (max) @ Vge, Ic
1.85V @ 15V, 150A
Current - Collector (ic) (max)
220A
Current - Collector Cutoff (max)
50µA
Input Capacitance (cies) @ Vce
9.2nF @ 25V
Power - Max
536W
Input
Standard
Ntc Thermistor
No
Mounting Type
Chassis Mount
Package / Case
ISOTOP
Lead Free Status / RoHS Status
Lead free / RoHS Compliant
Other names
APT150GN60JDQ4MI
APT150GN60JDQ4MI

Available stocks

Company
Part Number
Manufacturer
Quantity
Price
Part Number:
APT150GN60JDQ4
Manufacturer:
Microsemi Power Products Group
Quantity:
135
Part Number:
APT150GN60JDQ4
Manufacturer:
APT
Quantity:
1 000
Part Number:
APT150GN60JDQ4
Quantity:
107
TYPICAL PERFORMANCE CURVES
Case temperature. (°C)
FIGURE 19b, TRANSIENT THERMAL IMPEDANCE MODEL
20,000
10,000
Figure 17, Capacitance vs Collector-To-Emitter Voltage
0.30
0.25
0.20
0.15
0.10
0.05
500
100
Junction
temp. (°C)
V
50
10
CE
0
10
0
(watts)
, COLLECTOR-TO-EMITTER VOLTAGE (VOLTS)
Power
-5
D = 0.9
10
0.05
0.7
0.5
0.3
0.1
Figure 19a, Maximum Effective Transient Thermal Impedance, Junction-To-Case vs Pulse Duration
20
RC MODEL
0.0964
0.184
10
30
-4
40
RECTANGULAR PULSE DURATION (SECONDS)
C
C
C
ies
oes
res
0.00770
0.300
SINGLE PULSE
50
10
-3
Figure 20, Operating Frequency vs Collector Current
50
10
5
1
30
T
T
D = 50 %
V
R
J
C
CE
G
10
= 125
= 75
= 1.0Ω
500
400
300
200
100
50
= 400V
Figure 18,Minimim Switching Safe Operating Area
-2
0
°
I
°
C
C
0
C
V
, COLLECTOR CURRENT (A)
70
CE
100
, COLLECTOR TO EMITTER VOLTAGE
90
200
110 130 150 170 190
Note:
Peak T J = P DM x Z θJC + T C
300
10
Duty Factor D =
-1
400
t 1
t 2
500
APT150GN60JDQ4
t 1
/
t 2
600
F
f
f
P
max1
max2
max
diss
1.0
700
= min (f
=
=
=
t
T
d(on)
P
E
R
J
diss
on2
θJC
- T
max
+ t
- P
+ E
C
0.05
r
cond
, f
+ t
off
max2
d(off)
)
+ t
f

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