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> Description
The ATG series is a range of cost effective, medium power single output converters that
comply fully with the latest rail specifications and norms for protection and EMC.
Although simple in construction, the mounting arrangement ensures compliance with
vibration and shock requirements of EN50155.
Special features include:
• Wide choice of input and output voltages
• High efficiency
• Fully compliant with rail standards, including EN50155 & EN50121.3.2
> Input Specifications
The following input voltages versions are available as standard:
110V (66.0 - 137.5V) dc (Suffix A)
72V (43.2 - 90.0V) dc (Suffix D)
52V (31.2 - 65.0V) dc (Suffix C)
36V (21.0 - 50.4V) dc (Suffix F)
24V (16.8 - 33.6V) dc (Suffix B)
Other ranges are available to order
Parameter Detail
Input Ripple To EN50155
Input Protection Reverse polarity protection (some input version require
external fuse or circuit breaker).
Surges and transients EN50155 (direct and indirect)
Inrush Current Limited to typically 6 x nominal current (after 0.1ms)
Efficiency 90% typical
Hold up time (110Vdc input
version only)
10ms to EN50155 Class S2
> Output Specifications
Parameter Detail
Maximum Output Power
300W (except 12V output version which is rated at 240W
continuous, 300W for 5 seconds)
Output Versions
Single output only
Output Voltage
Can be specified from 12V to 110V
Setting Tolerance
±1.0% at 50% load, 15°C to 25°C
Minimum Load
Zero
Line Regulation
±0.5%
Load Regulation
±0.5%
Temperature Coefficient
<0.02% / °C
Output Ripple
<1% Pk-Pk of Output Voltage
Output Noise
<75mV Pk-Pk superimposed (up to 20MHz)
Response Time
0.5ms to within 1% (for a 10% - 100% load change)
Current limit
Operates at approximately 110% of rated output power
Thermal Protection
Shuts down PSU if safe internal temperature is exceeded.
Auto recovery.
Isolation
Input to Output 2.0kV ac (tested at 3.0kV dc)
Input to Case 1.0kV ac (tested at 1.4kV dc)
Output to Case 1.0kV ac (tested at 1.4kV dc)
300W POWERTRON
®
ATG SERIES
DC/DC CONVERTER FOR RAILWAY APPLICATIONS
www.martekpower.com
Option Detail Code
Output status Output fail relay L
Current share Droop current share
plus series diode
S
Current share Droop current share S2
>>> September 2010