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)
APTC90H12SCTG
APTC90H12SCTG – Rev 1 September, 2009
www.microsemi.com 6
6
Typical SiC Diode Performance Curve
Maximum Effective Transient Thermal Impedance, Junction to Case vs Pulse Duration
0.9
0.7
0.5
0.3
0.1
0.05 Single Pulse
0
0.4
0.8
1.2
1.6
2
0.00001 0.0001 0.001 0.01 0.1 1 10
Rectangular Pulse Duration (Seconds)
Thermal Impedance (°C/W)
Forward Characteristics
T
J
=25°C
T
J
=75°C
T
J
=125°C
T
J
=175°C
0
5
10
15
20
00.511.522.533.5
V
F
Forward Voltage (V)
I
F
Forward Current (A)
Reverse Characteristics
T
J
=25°C
T
J
=75°C
T
J
=125°C
T
J
=175°C
0
25
50
75
100
400 600 800 1000 1200 1400 1600
V
R
Reverse Vo l t ag e (V )
I
R
Reverse Current (µA)
Capacita n ce vs.Reverse V o ltage
0
100
200
300
400
500
600
700
1 10 100 1000
V
R
Reverse Voltage
C, Capacitance (pF)
“COOLMOS™ comprise a new family of transistors developed by Infineon Technologies AG. “COOLMOS ” is a trademark of Infineon
Technologies AG”.
Microsemi reserves the right to change, without notice, the specifications and information contained herein
Microsemi's products are covered by one or more of U.S patents 4,895,810 5,045,903 5,089,434 5,182,234 5,019,522 5,262,336 6,503,786 5,256,583 4,748,103
5,283,202 5,231,474 5,434,095 5,528,058 6,939,743 7,352,045 5,283,201 5,801,417 5,648,283 7,196,634 6,664,594 7,157,886 6,939,743 7,342,262
and foreign patents. U.S and Foreign patents pending. All Rights Reserved.