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XI’AN VAW F Series
ELECTRONICS CO。LTD Variable HighVolttge Power Supplies
2
1型外壳: Type 1 shell,
红色线 Red wire 黑色线 Black wire 白色线 White wire 绿色线 Green wire
3. Service requirement
(1) The ambient temperature should not be higher than the maximum working temperature of the module
for a long time. The module is able to work reliably for a long time within the rated working
temperature range without thermal damage. The maximum test working time lasts 200 hours. But if
the ambient temperature is higher than its rated working temperature, the damage and aging to
components and material will be accelerated.
(2) If you want to lessen the high voltage output ripple during its service, please make use of resistance
and high voltage capacitance we provide to constitute a RC filter, which generally can lessen the
ripple lower than 1mVp-p. See attached diagram for connection.
(3) When using voltage to control negative high voltage power, please connect a resistance in green
control wire (the resistance value should be the value of high voltage output varies from zero V), then
the high voltage output will be in line with the curve of control diagram.
(4) Module shell should be connected to input ground in service.
4. Attention for test
(1) The test connection diagram is as shown below. The high voltage lead wire should be the wire
resistance to high voltage and temperature.