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V
=12 kV
I
=60 kA
V
=7,32 V
r
=0.48 mΩ
V
=10 kV
Doc. No. 5SYA 04PP-01 Oct. 01
Features
Multichip Design with 6 Wafers in Series
For Single Pulse Applications
Voltage Sharing possibility
Compact Design
Glazed Ceramic Presspack Housing
High Reliability
VRRM Repetitive reverse blocking voltage 12 kV Tvj = 0 … 125°C
VDC Permanent DC voltage for 100
FIT failure rate 8kV At Tj ≤ 50 °C. Ambient cosmic radiation
at sea level in open air.
VDC Max. DC voltage 10 kV For ≤ 60 sec at Tj ≤ 50°C
IPULSE Max. Pulse Current 60 kA Half sine wave, Tj ≤ 50°C, tp ≤ 500 µs
di/dt Max. current rate of rise 500 A/µsSingle Pulse
I2tLimiting load integral 0,9 x106A2sTp = 10 ms, Tj = 25 °C
VFForward voltage drop ≤ 7.32 VIF = 4000 A, Tj = 50 °C
VF0 Threshold voltage 5.40 VTj = 50 °C
rTSlope resistance 0.48 mΩTj = 50 °C
The same diode is also available with sharing resistors direct mounted on the housing. See 5SDA 27Z1202
High Voltage High Current Diode
for Pulsed Power Applications
5SDA 27Z1201