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Test Voltage Normal Single-fault
132 VAC 60 Hz 25 uA 45 uA
264 VAC 50 Hz 45 uA 90 uA
MSM40 series
40 Watt Medical Grade Power Supply
Electrical Specifications
Input
Voltage................................ 90 - 264 VAC
Current................................ 0.72 Amp @ 100 VAC
Frequency........................... 47 - 63 Hz
Max. Earth leakage current:
Output
Line regulation.................... TYP +/- 0.5%
Load regulation................... TYP +/- 2%
Hold up time........................ 20 ms min at full load, 115 VAC
Transient response............. 2 ms for 50% load change typical
Over voltage protection....... Built-in
Over current protection....... 150% of max load
Short circuit protection........ Pulsing mode, auto recovery
Efficiency............................. 80% min at full load and 115 VAC
Ripple/noise (Vp-p)............... +/- 0.5% (20 MHz bandwidth)
Model No. Voltage Power Current
MSM4012 12V 40W 3.3A
MSM4015 15V 40W 2.6A
MSM4018 18V 40W 2.2A
MSM4024 24V 40W 1.67A
Polarity 1 2 3 4 5 6
Input AC - AC - - -
P1 Line Neutral
Output +V1 +V1 +V1 Com Com Com
P2
Input P1 GND 0.25" FASTON TAB
Features
Wide range AC input
Fully regulated output
High efficiency
Medical grade approval
5 year warranty
Environmental
Operating temperature.......... 0 C to 50 C
Storage temperature............. -55 C to 85 C
Weight = 0.40 lbs
EMI/EMC
Meets FCC class B, CISPR 11 class B
EMC per EN60601-1-2
Safety
UR/cUR UL2601-1
CE Marked EN60601-1-2:2001
Input and Output Connections
Input connector (P1) = AMP p/n 640445-3
Input mating connector = AMP p/n 640250-3
Output connector (P2) = AMP p/n 640445-6
Output mating connector = AMP p/n 640250-6
Mating connector contacts = AMP p/n 770476-1
Elpac Power Supplies 1562 Reynolds Ave. Irvine, CA 92614 USA TEL +1 949-476-6070 www.elpac.com info@elpac.com
Rev 0804
1
6
1
3
P1
P2
GND