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Quality Assurance Dept.
DC/DC CONVERTER MPU01 Series
MANUFACTURER P-DUKE TECHNOLOGY CO., LTD.
ENVIRONMENTAL TEST
Vibration test MIL-STD-810 test method
Mechanical shock test MIL-STD-810 test method
Altitude test MIL-STD-810 test method
These items are commissioned to Reliability LAB for testing.