Very wide input voltage range 6 W SMPS for metering
Introduction
This document presents the design of a universal input power supply for metering
applications. The design is mainly based on the following ST parts: an L6565 PWM driver
and STC04IE170HP as the main switch. It is linked with the release of the STEVA LIP001Vxx demo board (see Figure 1 below). The design is a complete solution for a 5 W
single output SMPS, which is widely used as a power supply in metering applications.
However the design method can be applied to an SMPS suitable for other applications
working on a three-phase mains and it can easily be upgraded for higher ou tput power.
The ESBT base driving circuit as well as guidelines for the optimization of the power
dissipation are given.
The influence of parasitic capacitances of the transformer on the ESBT is also explained in
detail.
Finally, the most important waveforms and thermal results are given in Section 5 and
Section 6. They demonstrate the benefits of using a QR flyback with ESBT.
Refer to AN1889 and AN2254 for the overall design of an auxiliary power supply using
ESBT in flyback QR with L6565, while refer to AN2454 fo r the small signal power switch
model with all parasitic components.
The table below lists the converter specification data and the main parameters fixed for the
demo board.
Table 1.Converter specification and p r eliminary choices
SymbolDescriptionValues
V
inmin
V
in
V
out
P
out
ηConverter efficiency @ max load> 80%
FMinimum switching frequency≅
V
fl
V
spike
Rectified minimum input voltage150
Rectified maximum input voltage850
Output voltage 14 V/430 mA
Maximum output power6 W
30 kHz
Reflected flyback voltage250 V
Max over voltage limited by clamping circuit150 V
A schematic diagram of the SMPS is given in Figure 2. The most relevant components are:
1.HV ESBT main switch and simple driving circuit
2. L6565 QR PWM driver to get the best efficiency
3. Special transformer construction with very low parasitic capacitance
4/21
AN2528Design specifications and schematic diagram
Figure 2.Complete schematic diagram
J2
Phoenix 2 pin12
R14
14V @ 0.43A
C1
330uF/25V
+
D7
C5
.0022uF
AC
Y1 cap
13
LL4148
R11
ISO1
H11A817
Q1
R12
R24
D3
STPS3L60U
AC
35T
7
6
7
6
T1
1
CSM 2010-104
1
48T
2
2
334
27T
R6
1/ 1/8W
D6
LL4148
9T
4
R8
47k/ 1/ 8W
AC
11K/ 1/ 8W
R21
2.4K/ 1/8W
10nF
C7
R17
R15
1.2K/ 1/8W
1.5K/ 1/8W
12
43
STC04IE170HP
4
2
C6
10/ 1206
R13
2.2K/ 1206
22/ 1206
10nF
4.7K/ 1/8W
U2
TL431_ARC
R
AC
R23
4.7/ 1/4W
C11
22uF/25V
+
R2
R1
AC
STTH112U
STTH112U
D1
D2
D4 STTH112U
AC
M600X
L1
F1
TR5FU S E
12
J1
100K/ 1206
100K /1206
+
C2
33uF/450V
AC
D5
STTH112U
AC
123
Phoenix 3 pin
R7
R3
100K/ 1206
100K/ 1206
+
C3
33uF/450V
R5
1M
R4
1M
100K/1206
R10
R9
100K/ 1206
+
C4
33uF/450V
8
6
7
5
GD
Vcc
U1
INV
L6565
1
ZCD
GND
Vff
COMP
CS
3
2
4
R18
22K
C10
47uF/25V
+
R22 330
4.7nF
C9
3.3nF
C8
5/21
Flyback stage designAN2528
2 Flyback stage design
Well known to all SMPS designers, the voltage stress on the device (power switch) is given
by:
Equation 1
V
V
off
inmaxVflVspike
where V
= flyback voltage = (V
fl
out
+ V
F, diode
collector due caused by leakage inductance. This over-voltage is not limited by any
clamping network in order to minimize as much as possible the solution cost using also the
very large margin available which has been fixed to 200 V. N
primary side while Ns is the number of turns on the main output secondary winding.
Now, taking into account a 300 V margin, the maximum flyback voltage that can be chosen
is:
Equation 2
V
BV V
fl
–V
inmax
–V
spike
minarg
After the calculation of the flyback voltage, we can proceed with the next step in the
converter design. The turns ratio between primary and secondary side is calculated with the
following formula:
––=
) * Np/Ns and V
1700 850–200–300350V=–=–=
is the over-voltage on the
spike
is the number of turns on the
p
Equation 3
N
------ -
N
p
s
V
+
outVF diode,
fl
---------------------------------------- -
V
350
--------------- -
141+
23.3===
As a first approximation, since t he turn-on of the device occurs immediately after the energy
stored on the primary side, inductance is completely transferred to the secondary side:
Equation 4
V
•VflT
dcminTonmax
•=
reset
and
Equation 5
Where T
is the maximum on time, T
onmax
transformer inductance and T
T
results in:
onmax
T
is the switching time. Combining the two previous formulas
S
–TS=
onmaxTreset
is the time needed to demagnetize the
reset
Equation 6
VflT
•
T
onmax
------------------------------ -
V
S
+
dcminVfl
14µs≅=
The next step is to calculate the peak current. The output power is set to 6 W and the
desired transformer efficiency must be set by the designer (at least 80% in this case).
Excluding the energy losses on the input diode bridge, on the power switch and on the
secondary side rectifier, the following approximate formula can be used:
From here we can now calculate the peak current on primary.
Equation 9
V
•
dcminTonmax
-------------------------------------------
I
P
L
P
143mA≈=
To keep the transformer size v ery small and to get a very effe ctiv e cost solution , we pref er to
slightly increase the minimum working frequency in order to decrease the primary
inductance.
In order to hav e a 15 mH indu ctance and to k e ep an EF20 co re, a lo t of turns are needed on
the primary side. This can generate either not enough space on the EF20 core to
accomodate such a high number of windings or the remaining space is not large enough to
ensure good design. These considerations might induce designing a smaller primary
inductance value accepting a higher switching frequency.
There is no contraindication in using a smaller primary inductance which leads to a higher
minimum switching frequency and theoretically also to a higher maximum frequency.
Howev er the maxim um switching frequency is then limited not only by the inductance value,
but also by the L6565 PWM driver. When using an L6565, the internal blanking time limits
the minimum off-time and, in turn, the maximum switching frequency. To better understand
this phenomenon, please refer to the L6565 datasheet and to the next paragraphs.
After bench tests and fine tuning we used a transformer with the following specs:
Equation 10
L
7.5mH=
P
Equation 11
------ -
N
p
23.8=
s
N
------------
N
aux
p
18.87=
The part number of the transformer is CSM 2010-104 from Cramer.
In the next Section 3, we see from bench verification that the real minimum working
frequency is 50 kHz even if the inductance is 7.5 mH but with a peak current of about
250 mA.
7/21
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