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Rev.02.23.10_64
EXB50 Series
3 of 4
Embedded Power for
Business-Critical Continuity
313
process
yellow
3405
1797
1375
116
2607
652
242
2985
375
240
Notes
1 Measured as per recommended set-up. 150 mV pk-pk for EXB50-48S12J.
2 di/dt = 0.1 A/µs, Vin = 48 Vdc, Tc = 25 °C, load change = 0.5 lo max. to 0.75 lo
max. and 0.75 lo max. to 0.5 lo max.
3 The EXB50 meets level A and level B conducted emissions only with external
components connected before the input pins to the converter.
4 Recommended input fusing is 3.15 A HRC 200 V rated fuse on the 48 V.
5 This product is only for inclusion by professional installers within other
equipment and must not be operated as a stand alone product.
6 Simulated source impedance of 12 µH. 12 µH inductor in series with +Vin.
7 Start-up into resistive load.
8 Maximum output deviation is 10% inclusive of trim.
9 Contact factory for operation at higher altitude.
10 See Application Note 113 for derating curves.
11 Input transient (48 V) ETS300 132-2 ETR283.
CAUTION: Hazardous internal voltages and high temperatures.
Ensure that unit is not user accessible.
12 100 V, 100 ms transient applies to the EXB50-48S3V3J models. Please add
the sufx ‘R03’ to the model number e.g. EXB50-48S3V3R03J. This is also
active low remote ON/OFF.
13 Active low remote ON/OFF available. Please add sufx ‘-R’ to model number
e.g. EXB50-48S3V3-RJ.
14 The ‘J’ sufx indicates that these parts are Pb-free (RoHS 6/6) compliant.
TSE RoHS 5/6 (non Pb-free) compliant versions may be available on special
request, please contact your local sales representative for details.
15 NOTICE: Some models do not support all options. Please contact your local
Emerson Network Power representative or use the on-line model number
search tool at http://www.PowerConversion.com to nd a suitable alternative.
Output can be externally trimmed by using the method shown below.
TRIM
UP
+ Sense
Trim
- Sense
TRIM
DOWN
RT1
or
RT2
External Output Trimming
Protection
Short-circuit Continuous
Overvoltage Non-latching clamp
Thermal 120 °C hot spot temperature with automatic recovery
Telecom Specication
Central ofce Interface A ETS300-132-2, Input voltage and current requirements
Ordering Information
Output
Power (Max.)
Input
Voltage
OVP Output
Voltage
Output Currents Efficiency
(Typ)
Regulation Model Numbers (16,17)
(Min) (Max) Line Load
18 W 36 - 75 Vdc 2.15 Vdc 1.8 V 0 A 10 A 85.7% ± 0.1% ± 0.2% EXB50-48S1V8J (15)
20 W 36 - 75 Vdc 2.45 Vdc 2 V 0 A 10 A 87.5% ± 0.1% ± 0.2% EXB50-48S2V0J (15)
25 W 36 - 75 Vdc 2.95 Vdc 2.5 V 0 A 10 A 87.5% ± 0.1% ± 0.2% EXB50-48S2V5J (15)
33 W 36 - 75 Vdc 4 Vdc 3.3 V 0 A 10 A 90.0% ± 0.1% ± 0.2% EXB50-48S3V3J (14, 15)
50 W 36 - 75 Vdc 6.15 Vdc 5 V 0 A 10 A 91.0% ± 0.1% ± 0.2% EXB50-48S05J (15)
50 W 36 - 75 Vdc 14.2 Vdc 12 V 0 A 4.2 A 90.0% ± 0.1% ± 0.2% EXB50-48S12J (15)