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APPLIED
POWER
SYSTEMS,
INC.
IAP900D120H - SixPac™
900A / 1200V Half-Bridge IGBT Inverter
IAP900D120H - Half-Bridge SixPac™
IGBT Integrated Assembly
IAPL900D120H
IAP900D120H
Air Cooled
Liquid Cooled
Description:
The SixPacTM from Applied Power Systems is
a configurable IGBT based power stage that is
configured as a half-bridge for many high
power applications. The IAP900D120 and
IAPL900D120H can be used as a chopper for
motor braking or two can be used in a full-
bridge inverter application. Three
IAP900D120s or IAPL900D120s can be used
as a three-phase inverter.
The semiconductor modules are mounted on
a forced air-cooled or water cooled heat sink.
The switching devices interface with a
capacitor bank via a low inductance laminated
bus. The gate drive board provides a simple
user interface along with protection features
including: overvoltage, overcurrent,
undervoltage lockout, overtemperature, shoot-
through, and short circuit protection.
Depending on application characteristics, the
SixPacTM is suitable for operation with DC bus
voltages up to 800 VDC and switching
frequencies above 10 KHz.
Features:
• High performance IGBT inverter bridge
• Integrated gate drive board with fault
monitoring and protection
• System status / troubleshooting LEDs
to verify or monitor proper operation
• Isolated, low level (50:1), analog
feedback of DC bus voltage
• Isolated gate drive power supplies
• Low inductance laminated bus
• Output current measurement and
feedback
• Superior short circuit protection and
shoot through prevention
124 Charlotte Avenue • Hicksville, NY 1180 1 • Ph: 516.935.2230 • Fax: 516.935.2603 •Website: www.appliedp s.com
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