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AN1673 Datasheet(PDF) 20 Page - STMicroelectronics

Part # AN1673
Description  L6598 OFF-LINE CONTROLLER FOR RESONANT CONVERTERS
PDF  24 Pages
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Manufacturer  STMICROELECTRONICS [STMicroelectronics]
Direct Link  http://www.st.com
Logo STMICROELECTRONICS - STMicroelectronics

AN1673 Datasheet(HTML) 20 Page - STMicroelectronics

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AN1673 APPLICATION NOTE
20/24
Where: IQpk: peak of current at the primary side #.
Figure 22. I(Q) + I(Cres) characteristics.
# Because the Lm/Ls ratio, a not negligible portion of current managed in the transformer's primary should
not be transferred to the load. For this reason, using the formulas for calculate the primary side current
(21& 22), the results will be significantly lower than the tested one see fig 22.
Bulk capacitor C-Bulk.
The relations for design:
[23]
Where
∆Vo is the accepted voltage ripple
[24]
Where t_Hold is the requested hold-up time and Vo(min) the minimum voltage for correct operating.
The key points for selecting the bulk capacitor are in sequence: the rated voltage, the capacitance related
to the 100Hz ripple and the Holdup time (on request) see also PFC documentation.
Choose C-bulk (6) = 33
µF-450V that involve ±9V voltage ripple without fixing any hold-up time.
Control circuits.
The control of the output voltage and current has been realized with twice loop using the TSM103 (Dual
amplifier and voltage reference). This component, in addition to an Optic Coupler, allows profiling a full
control of the output both of the voltage and the current profile (see fig.23). The control's parameter for the
frequency variation is the current drown from Rfmin (pin4). See also Device Operation page 3.
Since the control of the output could not be longer ensured in case of a heavy load (because of very low
output voltage e.g.< 5V), at the primary side the current is sensed (by the C17, R26, D12+D13) and as the
signal, filtered and feed to the EN2 of the L6598, exceeds the threshold limit the soft start is reactivated.
-1.5
t=5
µs/div
-1.0
-0.5
0
0.5
1.0
(A)
I(QI)
D03IN1457
I(Cres)
CBulk
P
o
2
π 2ƒ
V
o
∆
V
o
⋅⋅
⋅
⋅
-------------------------------------------------
=
CBulk
2P
o
t_Hold
⋅⋅
V
o
2
V
omin
()
2
–
--------------------------------------
≥



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