ST solution for efficiency improvement in PFC applications,
back current circuit (BC
Introduction
The challenges for modern high efficiency switching power supplies are to minimize power
losses and increase their power density without raising the cost. The goal is to reduce both
power conduction and power switching losses.
Minimization of power conduction losses is difficult to achieve without considerably affecting
the cost and power density, since more material is required (bigger active and passive
components). Unlike the conduction losses, it is easier to reduce the power switching losses
without significantly increasing the power supply cost. There are two main ways to achieve
this improvement:
■ working on the dynamic behavior of the semiconductor technologies
■ working on circuit topologies
Novel diodes using technologies such as SiC and GaN materials significantly reduce the
switching losses. However, their high price makes them not so attractive for applications
such as desktop server power supplies, solar inverters and µinverters.
2
)
The patented circuit [see Section 5: References, 1.], described in this Application note is
based on the soft switching method and meets market expectations since its
efficiency/cost/power, and density/EMI trade-offs are better than high voltage SiC Schottky
diodes.
This section describes some existing areas for efficiency improvements in PFC applications.
1.1 Diode switch-on losses
Usually, in mass market applications between 200 W and 2 kW, a power factor corrector
(PFC) working in continuous conduction mode (CCM) is mandatory. To improve the power
converter density, the switching frequency should be increased. Nevertheless, when the
switching frequency increases, power dissipation in the power switch/rectifier commutation
cells leads to the major switching losses in the PFC. The main power losses occur during
turn-on of the power switch due to both the voltage and current crossing area of the
MOSFET and the reverse recovery losses [see Section 5: References, 2.] produced by the
PN diode as shown in Figure 1.
Figure 1.Switch-on losses in PN diode behavior
I+I
V
DS
RM 0
I
0
W
ON
t
Losses are due to area
between I +Iand V
0RMDS
To reduce the losses of the PN rectifier, many semiconductor manufacturers have recently
introduced high-voltage Schottky diodes using SiC and GaN technologies. However, it is
impossible to completely remove the voltage and current crossing area during transistor
turn-on by improving component performance only.
Doc ID 17975 Rev 13/22
Existing solutionsAN3276
Figure 2.Switch-on losses in SiC or GaN diode behavior
V
DS
I
0
t
Losses are due to area
between I and V
0DS
Unlike PN diodes, SiC diodes allow the turn-on dI/dt to be increased without increasing the
diode recovery current. Thus, switching time decreases and switch-on losses decrease too,
but they are not removed entirely. Today, in PFC designs, the turn-on dI/dt with the SiC diode
is around 1000 A/µs maximum to respect EMI standards, whereas the PN diode is used with
a dI/dt of 300 A/µs.
1.2 Soft switch-on method
Another way to reduce these losses is to use a soft switching method by adding a small
inductor L to control the dI/dt slope. This solution removes the current/voltage crossing area
and the PN diode recovery current effect during the turn-on of the transistor as shown in
Figure 3.
Figure 3.Switch-on losses in current soft switching behavior
Small losses:
Zero current switching
V
DS
dI/dt fixed by L
I+I
RM 0
I
0
t
4/22Doc ID 17975 Rev 1
AN3276Existing solutions
This soft switching solution is well known, but it requires that several technical criteria be
met:
●Reset the current in the inductor L at each switching period, whatever the variations of
the current, and input and output voltages.
●Recover the saved inductive energy without losses.
●Limit any overvoltage and overcurrent stress in the semiconductor devices.
●Keep cost down when adding any device.
●Maintain a similar power supply density.
There are many circuits that are classified in two families of recovery circuits:
●active
●passive
1.3 Active recovery circuit
In the active recovery circuit family, the zero voltage transition (ZVT) [see Section 5:
References, 3.] shown in Figure 4 is well known by designers. This circuit allows both
switch-on and switch-off power losses to be removed.
Figure 4.Zero voltage transition (ZVT) active recovery circuit
L
B
V
mains
L
T
R
D
1
T
ZVT
D
B
D
2
D
damping
R
damping
V
OUT
A theoretical study indicates that ZVT is an excellent topology for the PFC application, since
all the switch losses are removed. In addition, this circuit can work whatever the input and
output power variations. Nevertheless, in practice, the recovery current from the boost diode
D
significantly affects the ZVT behavior leading to some constraints on both inductance
B
and minimum duty cycle. During the reset current in the small inductor L, the recovery
current from D
involves a high-stress voltage and damping parasitic oscillation. Finally, the
2
dynamic behavior of the PN diode affects the global ZVT efficiency because conduction
times in the transistor should increase and a dissipative snubber is mandatory to reduce the
electrical stress across the semiconductors.
In terms of cost the ZVT circuit requires an additional power MOSFET and a specific PWM
controller. Several derivative circuits of the ZVT circuit have the same technical issue and
their higher price makes these circuits less than ideal for mass market applications.
Therefore, the passive recovery circuit can be more attractive.
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Existing solutionsAN3276
1.4 Passive recovery circuit
In the passive recovery circuit family the electrical schematic shown in Figure 5 is a good
example [see Section 5: References, 4.]; only two extra diodes and one resonant capacitor
are required.
Figure 5.Passive recovery circuit
L
B
L
V
mains
T
R
This circuit works well under unchanging external conditions. However, it is difficult to design
this kind of system in PFC applications since the current reset in the small inductor depends
on both boost diode recovery current and the external electrical conditions.
Although, the non-dissipative passive circuit requires fewer components, it is unfortunately
technically impractical in PFC applications. These examples highlight that the current
snubber method is well known but the technical challenge is to recover the L energy through
the application without affecting the five criteria listed in Section 1.2.
C
R
D
1
D
B
D
2
V
OUT
6/22Doc ID 17975 Rev 1
AN3276The new ST solution - BC2: energy recovery circuit
2 The new ST solution - BC2: energy recovery circuit
The innovative circuit has been designed [see Section 5: References, 1.] to respect the five
soft switching criteria in Section 1.2. Figure 6 shows that two additional diodes D
and two auxiliary windings N
and NS2 wound around the main boost inductor LB are
S1
designed to reset the energy stored in the small inductor L.
and D2
1
Figure 6.Novel energy recovery circuit: BC
L
N
B
p
V
mains
2.1 Concept description
The winding N
boost inductor when the transistor turns on. Since the mains input voltage modulates the L
voltage, it also modulates the reflected voltage across N
modulates the boost diode current I
combined modulations allow the extra current I
the winding N
injected into the output capacitor when the transistor turns off. The reflected voltage across
N
is also a function of the input voltage. This reflected voltage reaches its maximum when
S2
the AC line voltage is low, corresponding to the maximum value of the inductor L current.
These combined variations allow the current flowing in the inductor L to be cancelled in the
bulk capacitor through the diode D
additional windings N
(about 10 A/µs) as in a discontinuous mode switching converter. Their recovery currents do
not affect the behavior of the BC
allows the IRM current from the boost diode DB to be recovered in the main
S1
even in the worst case. The winding NS2 allows the extra current of L to be
S1
and NS2 are to switch off the diodes D1 and D2 with a low dI/dt
S1
2
N
N
S1
D
1
DB
even in the worst case. The benefits of these two
2
2
circuit.
L
T
R
m2=NS2/N
m1=NS1/N
and its associated recovery current IRM. These
flowing in the inductor L to be reset into
RM
D
S2
B
D
2
V
P
P
. This input voltage also
S1
OUT
B
Doc ID 17975 Rev 17/22
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