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IW3614 Datasheet(PDF) 11 Page - Dialog Semiconductor

Part # IW3614
Description  AC/DC Digital Power Controller
PDF  18 Pages
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Manufacturer  DIALOG [Dialog Semiconductor]
Direct Link  http://www.dialog-semiconductor.com/
Logo DIALOG - Dialog Semiconductor

IW3614 Datasheet(HTML) 11 Page - Dialog Semiconductor

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Rev. 0.7
iW3614
Page 11
PReliminaRy
iW3614
AC/DC Digital Power Controller for
High Power Factor Dimmable LED Drivers
9.6 Understanding Primary Feedback
Figure 9.8 illustrates a simplified flyback converter. When the
switch Q
1 conducts during tON(t), the current ig(t) is directly
drawn from rectified sinusoid v
g(t). The energy Eg(t) is stored
in the magnetizing inductance L
M. The rectifying diode D1
is reverse biased and the load current I
O is supplied by the
secondary capacitor C
O. When Q1 turns off, D1 conducts and
the stored energy E
g(t) is delivered to the output.
+
vin(t)
TS(t)
IO
VO
VAUX
N:1
D1
Q1
VAUX
CO
vg(t)
ig(t)
+
–
iin(t)
id(t)
Figure 9.8 : Simplified Flyback Converter
In order to tightly regulate the output voltage, the information
about the output voltage and load current needs to be
accurately sensed. In the DCM flyback converter, this
information can be read via the auxiliary winding or the
primary magnetizing inductance (L
M). During the Q1 on-time,
the load current is supplied from the output filter capacitor C
O.
The voltage across L
M is vg(t), assuming the voltage dropped
across Q
1 is zero. The current in Q1 ramps up linearly at a
rate of:
()
()
g
g
M
di t
v t
dt
L
=
(9.6)
At the end of on-time, the current has ramped up to:
_
()
()
g
ON
g peak
M
vt t
i
t
L
×
=
(9.7)
This current represents a stored energy of:
2
_
()
2
M
g
g peak
L
E
i
t
=
×
(9.8)
When Q
1 turns off, ig(t) in LM forces a reversal of polarities on
all windings. Ignoring the communication-time caused by the
leakage inductance L
K at the instant of turn-off, the primary
current transfers to the secondary at a peak amplitude of:
_
()
()
P
d
g peak
S
N
i t
i
t
N
=
×
(9.9)
Assuming the secondary winding is master and the auxiliary
winding is slave.
VAUX
0V
VAUX = -VIN x
NAUX
NP
VAUX = VO x
NAUX
NS
Figure 9.9 : Auxiliary Voltage Waveforms
The auxiliary voltage is given by:
()
AUX
AUX
O
S
N
V
VV
N
=
+∆
(9.10)
and reflects the output voltage as shown in Figure 9.9.
The voltage at the load differs from the secondary voltage by
a diode drop and IR losses. The diode drop is a function of
current, as are IR losses. Thus, if the secondary voltage is
always read at a constant secondary current, the difference
between the output voltage and the secondary voltage will
be a fixed ΔV. Furthermore, if the voltage can be read when
the secondary current is small; for example, at the knee of
the auxiliary waveform (see Figure 9.9), then ΔV will also be
small. With the iW3614, ΔV can be ignored.
The real-time waveform analyzer in the iW3614 reads the
auxiliary waveform information cycle by cycle. The part then
generates a feedback voltage V
FB. The VFB signal precisely
represents the output voltage and is used to regulate the
output voltage.
9.7 Valley Mode Switching
In order to reduce switching losses in the MOSFET and EMI,
the iW3614 employs valley mode switching during constant
output current operation. In valley mode switching, the
MOSFET switch is turned on at the point where the resonant
voltage across the drain and source of the MOSFET is at its
lowest point (see Figure 9.10). By switching at the lowest
V
DS, the switching loss will be minimized.



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