GE Industrial Solutions CAR2012TE series - Manual (Page 5)

GE Data Sheet
CAR2012TE series rectifier
Input: 85Vac to 264Vac; Output: 12 Vdc @ 2000W; 3.3Vdc or 5 Vdc @ 4A
February 9, 2014 ©2013 General Electric Company. All rights reserved. Page 5
Feature Specifications (continued)
Parameter Symbol Min Typ Max Unit
SMBAlert# (Interrupt) (must be pulled up externally to Stndby)
Logic High (No Alert - normal) I
OH
 20 µA
V
OH
0.7V
DD
 12 V
DC
Logic Low (Alert is set) I
OL
  4 mA
V
OL
0  0.4 V
DC
Output current monitor (Imon)
Resolution 18 mV/A
Measurement range I
O
0 167 A
DC
Measurement accuracy, load > 25% of FL, V
O
= 12V
DC
-4 +4 %
Analog output range V
mon
0 3.3 V
DC
Sourced output current I
O
5 mA
DC
Digital Interface Specifications
Parameter Conditions Symbol Min Typ Max Unit
PMBus Signal Interface Characteristics
Input Logic High Voltage (CLK, DATA)
V IH 0.7V
DD
3.6 V
Input Logic Low Voltage (CLK, DATA) V IL 0 0.8 V
Input high sourced current (CLK, DATA) I
IH
0 10 μA
Output Low sink Voltage (CLK, DATA, SMBALERT#) I
O
=5mA V OL 0.4 V
Output Low sink current (CLK, DATA, SMBALERT#) I OL 5 mA
Output High open drain leakage current (CLK,DATA,
SMBALERT#)
V
O
=3.6V I
OH
0 10 μA
PMBus Operating frequency range F PMB 10 400 kHz
Measurement System Characteristics
Clock stretching t STRETCH 25 ms
I
OUT
measurement range Linear mode I
RNG
0 167 A
I
OUT
measurement accuracy 25°C I
ACC
-5 +5 %
V
OUT
measurement range Linear mode V
OUT(rng)
0 14 V
V
OUT
measurement accuracy V
OUT(acc)
-5 +5 %
Temp measurement range Linear mode Temp
(rng)
0 125 C
Temp measurement accuracy 3 Temp
(acc)
-5 +5 %
I
IN
measurement range Linear mode I
IN(rng)
0 18 A
rms
I
IN
measurement accuracy I
IN(acc)
-5 +5 %
V
IN
measurement range Linear mode V
IN(rng)
0 300 V
rms
V
IN
measurement accuracy V
IN(acc)
-5 +5 %
P
IN
measurement range Linear mode P
N(rng)
0 3000 W
P
IN
measurement accuracy P
IN(acc)
-5 +5 %
Fan Speed measurement range Linear mode 0 30k RPM
Fan Speed measurement accuracy -10 10 %
Fan speed control range Linear mode 0 100 %
3 Temperature accuracy reduces non-linearly with decreasing temperature