ml4863 ETC-unknow, ml4863 Datasheet - Page 6

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ml4863

Manufacturer Part Number
ml4863
Description
High Efficiency Flyback Controller
Manufacturer
ETC-unknow
Datasheet

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Company
Part Number
Manufacturer
Quantity
Price
Part Number:
ml4863CS
Manufacturer:
MICROLINEAR
Quantity:
20 000
ML4863
FUNCTIONAL DESCRIPTION
SYNCHRONOUS RECTIFIER CONTROL
The control circuitry for the synchronous rectifier does not
influence the operation of the main controller. The
synchronous rectifier is turned on during the minimum off
time, or whenever the SENSE pin is less than –18mV.
During transitions where the primary switch is turned on
before the voltage on the SENSE pin goes above –18mV,
the gate of the synchronous rectifier is discharged softly to
avoid accidently triggering the current-mode comparator
with the gate discharge spike on the sense resistor.
The part will also operate with a Schottky diode in place
of the synchronous rectifier, but the conversion efficiency
will suffer.
CURRENT LIMIT AND MODES OF OPERATION
The normal operating range and current limit point are
determined by the current programming comparator. They
are dependent on the value of the synchronous rectifier
current sense resistor (R
primary inductance (L
R
6
SENSE
R
SENSE
can be calculated by:
=
V
OUT
V
IN MIN
+
V
IN
´
P
I
OUT MAX
), and the input voltage.
150
SENSE
mV
), the nominal transformer
+
20
´
V
IN MAX
V
IN MIN
´
I
OUT MAX
(Continued)
´
h
(1)
where
Once R
Three operational modes are defined by the voltage at the
SENSE pin at the end of the off-time: discontinuous mode,
continuous mode, and current limit. The following values
can be used to determine the current levels of each mode:
Inserting the maximum value of V
operational mode into the following equation will
determine the maximum current levels for each
operational mode:
V
0V < V
160mV < V
L
I
SENSE
OUT
P
SENSE
= converter efficiency.
(
25 10
SENSE
< 0V: discontinuous mode
V
OUT
has been determined, L
SENSE
V
< 160mV: continuous mode
IN
6
)
V
< 235mV: current limit
IN
V
IN MAX

 
R
V
SENSE
SENSE
R
SENSE
SENSE
t
ON
2
P
can be found:
for each
L
V
P
IN

 
(2)
(3)

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