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)
Electrical Safety Analyzer
Performing Electrical Safety Tests
45
CONDUCTIVE PART
DUT_PE
PE
L2
DUT_L2
DUT_L1
MAINS
L1
EARTH
OPEN
L2
OPEN
TEST
LEAD
MAINS
ON
REV
POL
FE
DEVICE UNDER TEST
APPLIED
PART
MD
faw32.eps
Figure 28. Differential Leakage Current Test Schematic