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FOD2741BSDV Datasheet(PDF) 3 Page - Fairchild Semiconductor

Part # FOD2741BSDV
Description  OPTICALLY ISOLATED ERROR AMPLIFIER
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Manufacturer  FAIRCHILD [Fairchild Semiconductor]
Direct Link  http://www.fairchildsemi.com
Logo FAIRCHILD - Fairchild Semiconductor

FOD2741BSDV Datasheet(HTML) 3 Page - Fairchild Semiconductor

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12/9/04
Page 3 of 15
© 2003 Fairchild Semiconductor Corporation
OPTICALLY ISOLATED
ERROR AMPLIFIER
FOD2741A
FOD2741B
FOD2741C
1. The deviation parameters VREF(DEV) and IREF(DEV) are defined as the differences between the maximum and minimum values
obtained over the rated temperature range. The average full-range temperature coefficient of the reference input voltage,
∆VREF,
is defined as:
where
∆TA is the rated operating free-air temperature range of the device.
2. The dynamic impedance is defined as |ZOUT| = ∆VCOMP/∆ILED. When the device is operating with two external resistors (see
Figure 2), the total dynamic impedance of the circuit is given by:
ELECTRICAL CHARACTERISTICS (TA = 25°C Unless otherwise specified.)
INPUT CHARACTERISTICS
Parameter
Test Conditions
Symbol
Device
Min.
Typ.
Max.
Unit
LED Forward Voltage
(ILED = 10 mA, VCOMP = VFB) (fig.1)
VF
ALL
1.5
V
Reference Voltage
ILED = 10 mA, VCOMP = VFB
VREF
A
2.482
2.495
2.508
V
B
2.470
2.495
2.520
V
C
2.450
2.500
2.550
V
Deviation of VREF over
temperature
TA = -25°C to +85°CVREF (DEV)
ALL
4.5
17
mV
Ratio of VREF variation to the
output of the error amplifier
ILED = 10 mA
∆VCOMP = 10V to VREF
∆VREF/
∆VCOMP
ALL
-1.0
-2.7
mV/
V
∆VCOMP = 36V to 10V
-0.5
-2.0
Feedback Input Current
ILED = 10mA, R1 = 10kΩ (fig 3)
IREF
ALL
1.5
4
µA
Deviation of IREF over
temperature
TA = -25°C to +85°CIREF (DEV)
ALL
0.4
1.2
µA
Minimum Drive Current
VCOMP = VFB (fig.1)
ILED (MIN)
ALL
0.45
1.0
mA
Off-state error amplifier current
VLED = 37V, VFB = 0 (fig 4.)
I(OFF)
ALL
0.05
1.0
µA
Error amplifier output impedance
(see note 2)
VCOMP = VREF, ILED = 1mA to 20mA,
f
≥ 1.0 kHz
|ZOUT|
ALL
0.15
0.5
∆V
REF ppm/°C
()
V
REF DEV
()/VREF TA
25°C
=
()
{} 10
6
×
∆T
A
-----------------------------------------------------------------------------------------------------
=
Z
OUT, TOT =
∆V
∆I
--------Z
OUT
1
R1
R2
--------
+
×


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