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V11
2
Specifications
CFM300S Series De-rating Curve
INPUT SPECIFICATIONS:
AC Input Voltage …....………......…............................................ 90~264Vac
Input current …………………………… 100Vac/4A max., 240Vac/1.8A max.
Frequency ………………………………………….……………..... 47 to 63Hz
Inrush Current ……………….…….… Cold start@25
℃
30A max. @240Vac
Leakage Current ………….………..………….…..… 260uA typ., 3.5mA max.
OUTPUT SPECIFICATIONS:
Isolation ……………..…………………….……. Input to Output = 3000VAC.
Hold-up Time ……………….………………………...… 20ms typ. @115Vac
Over Voltage Protection ……………….………….......................… Latch off
Short Circuit Protection ………………..…….. Hiccup mode(Auto Recovery)
Temperature Coefficient …….……….…………………………… ±0.05%/
℃
GENERAL SPECIFICATIONS:
Operating Temperature ............................... -40~80
℃
(see derating curve)
Storage Temperature .................................................................... -40~85
℃
Over Temperature Protection ………….…..……
PS-On Signal …………………………… Power On: PS-On
≦
2V (note 12)
Power Off: PS-ON=11-16V, Open Circuit
Power Good/Power Fail(PG) ……………………………. 250ms>PG>50ms
The TTL goes high with 50ms to 250ms after power set up
The TTL goes low at least 5ms before Vo below 90% rated value
Humidity ……………….……………….… 93% RH max. non-condensing
Altitude ………..……………………………………………..………..... 5000m
Cooling …….....… Natural convection for 200W~250w(see derating curve)
force d air f l o w convec tion(10CFM) for 300W
Switching Frequency ………………………....... 60~80KHz typ. @ Full load
MTBF ……… MIL-HDBK-217F, GB, 25
℃
/115VAC ……….… 160Khrs. typ.
Dimensions
Open frame versions …………….. 5.000x3.000x1.421 Inches (127.00x76.20x36.1mm)
-C covered ver
sions .……….. 5.355x3.425x1.591 Inches (136.0
0x87.00x40.40mm)
Weight
Open frame versions …………………….….………….. 420g (0.925 Pounds)
-C covered versions .…………………..…………….. 550g (1.21 Pounds)
SAFETY AND EMC:
Emission and Immunity ……………………..... EN55032,EN55024 Class B
EN61000-3-2, EN61000-3-3, FCC CFR 47 Part 15 Subpart B
IEC61000-2, IEC61000-3, IEC61000-4, IEC61000-
IEC61000-6, IEC61000-8, IEC61000-11
Safety ………..…. Class I, IEC60950-1, EN60950-1, UL60950-1 2
nd
edition
NOTE:
1. Add a 0.1uF ceramic capacitor and a 10uF E.L. capacitor to output for
ripple &noise measuring @20MHz BW.
2. Voltage accuracy is set at 100% rated load and 25
℃
.Ta.
3. Line regulation is measured from High Line to Low Line with rated load.
4. Load regulation is measured from Full to 10% load.
5. Typical efficiency at 230 VAC and full load at 25°C.
6. No load power consumption<0.3W by PS on/off remote control.
7. Input connector (CN1) wafer with TAIWAN KING PIN TERMINAL PVHI
series and mate with JST housing VHR series or equivalent.
8. Optional Input connector (CN1) wafer with LONG CHU P3060 se
mate with MOLEX housing 5195 series or equivalent.
9. Output connector CN4 wafer with JST PH series and mate with JST
housing PH series or equivalent.
10. Output connector CN5 wafer with TAIWAN KING PIN TERMINAL P110I
series and mate with JST housing PH series or equivalent.
11. Output connectors (Vo+ & Vo- with M3 screw) mate with round terminal,
and round terminal of the max outer diameter is 6.75mm, max inner
diameter is 3.9mm.
12. PS-ON and GND short, I
PS-ON
=4.5 mA typical.