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Lesson 23

Circulating Current Penalty vs. ZVS Range Trade-off

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Hello! Welcome back to our final lesson on the Phase-Shifted Full-Bridge (PSFB) converter.

In our last session, we established a critical trade-off: using a larger series inductance () helps achieve Zero Voltage Switching (ZVS) at light loads but introduces "duty cycle loss," which can compromise the converter's ability to regulate its output voltage.

Today, we'll explore the other major penalty associated with the PSFB topology. Our learning outcome is to describe the circulating current penalty and its trade-off with the ZVS range. Understanding this concept is crucial for your goal of reviewing PCBs, as it directly explains why a design that seems optimized for ZVS might still have poor light-load efficiency.

The Freewheeling Phase and Circulating Current

The PSFB's phase-shifting control method creates three main operational states within each half-cycle:

  1. Power Transfer: A diagonal pair of switches is on, applying voltage across the transformer and sending power to the output.
  2. ZVS Transition (Dead-Time): All switches are off, and stored inductive energy resonates with switch capacitances.
  3. Freewheeling / Idling: Either the top two or bottom two switches are on, shorting the primary side of the transformer.

It is this third "freewheeling" state that is the source of the circulating current penalty. During this interval, the voltage across the transformer primary () is zero, and no power is transferred to the load. However, the primary-side circuit still forms a closed loop, allowing current to flow. This current, which circulates in the primary without doing useful work, is what we call circulating current.

The following video provides an excellent intuitive explanation of this "idling stage."

An intuitive introduction to Phase Shift Full Bridge (PSFB) converters

In this clip from 'An intuitive introduction to Phase Shift Full Bridge (PSFB) converters,' Dr. Sam Ben-Yaakov explains the freewheeling interval and correctly identifies it as the main 'downside' of the PSFB topology.

Watch from 09:17 to 10:58. Focus on the description of the 'idling stage' where the transformer voltage is zero, but current continues to circulate in the primary, causing losses.

This circulating current causes conduction losses () in the MOSFETs and transformer windings. Since this happens while no power is being delivered, it is a pure loss, directly harming the converter's efficiency. The longer the freewheeling period and the larger the current, the greater the penalty.

The image below shows key waveforms in a PSFB converter. The shaded area clearly highlights the energy that is circulating in the primary during the freewheeling phase.

Waveforms of a Phase-Shifted Full-Bridge Converter Illustrating Circulating Current and ZVS
Waveforms for a PSFB converter. The top plots show gate drive signals. The third plot is key, showing the primary current (I_Pri). Notice the shaded region labeled 'Circulating energy', which occurs during the freewheeling period where power is not being transferred. This period is also labeled 'Duty cycle loss', connecting it to the concept from our last lesson.

The Trade-off: ZVS Range vs. Circulating Losses

We now have two seemingly separate issues: the struggle to get ZVS at light load and the efficiency penalty from circulating current. In reality, they are two sides of the same coin.

As we learned, achieving ZVS, especially on the leading leg at light load, requires a minimum amount of primary current. If the reflected load current isn't enough, designers have a common trick: increase the transformer's magnetizing current. The magnetizing current is independent of the load, so it provides a "base" level of current that is always present to help with the ZVS transition. This is often done by adding a small air gap to the transformer core.

This solution, however, comes with a direct penalty. The magnetizing current flows in the primary at all times, including during the freewheeling phase. Therefore, increasing the magnetizing current to extend the ZVS range directly increases the magnitude of the circulating current.

This leads to the central trade-off of the PSFB converter:

  • To improve light-load ZVS and reduce switching losses, you might increase the magnetizing current.
  • But this increases the circulating current, which in turn increases conduction losses, especially at light load where the freewheeling period is longest.

Let's read a concise summary of this from a PhD thesis on the topic.

AN IMPROVED ZVS FULL-BRIDGE DC/DC CONVERTER

This text, 'AN IMPROVED ZVS FULL-BRIDGE DC/DC CONVERTER,' clearly states the trade-off. We'll read a short excerpt that gets right to the point.

Please read the final paragraph of the section, starting with 'A drawback to this approach...' and ending with 'circulating energy in the converter.' This paragraph perfectly encapsulates the problem.

The reading confirms the dilemma: you can extend the ZVS range by gapping the transformer (increasing magnetizing current), but you do so "at the expense of increasing the circulating energy in the converter."


Quantifying the Penalty: When the Cure is Worse Than the Disease

Whether this trade-off is worthwhile depends on the specific operating conditions. You are trying to balance a reduction in switching loss against an increase in conduction loss. At high switching frequencies, switching losses can be dominant, so paying a conduction loss penalty might be acceptable. At lower frequencies, the reverse might be true.

The same thesis provides a fantastic real-world example of this trade-off in action. The authors designed a system and measured the power savings from achieving ZVS versus the extra losses introduced by the components used to achieve it.

AN IMPROVED ZVS FULL-BRIDGE DC/DC CONVERTER

Let's examine the experimental results from the same thesis. This will provide a tangible example of the circulating current penalty.

Please navigate to the section '2.5 Experimental Results' and focus on 'Table 2.1 Loss comparison - S3/S4 ZVS vs. magamp losses.' This table compares the power saved by achieving ZVS with the power lost in the components that enable it. Pay close attention to the row for '200 kHz' switching frequency at '450 V' input.

As you can see from Table 2.1, at 200 kHz and 450V input, the design saved 10.4 W in switching losses by achieving ZVS. However, the additional core losses introduced to make this happen were 18.4 W. The net result is an 8 W increase in total power dissipation. In this case, the cure was worse than the disease!

This is a powerful illustration of the circulating current penalty. A designer must carefully balance the desire for a wide ZVS range against the inevitable increase in conduction and core losses that come with it.

Test your understanding!

You are reviewing a PCB for a 500W PSFB power supply. You notice in the documentation that it maintains ZVS down to no-load, but its light-load efficiency (e.g., at 50W output) is significantly lower than competing designs. What is the most likely reason for this?

Show answer

The most likely reason is that the designers have used a large magnetizing current to ensure ZVS is maintained even when the reflected load current is near zero. This large magnetizing current becomes a high circulating current during the long freewheeling intervals that occur at light load, leading to substantial conduction losses () that dominate the efficiency measurement. They have traded better ZVS performance for worse light-load efficiency.


Conclusion

This lesson completes our analysis of the PSFB converter's core operational trade-offs. You are now equipped to look at a PSFB design and understand not just how it works, but also its inherent limitations.

Key Takeaways:

  • The PSFB's "freewheeling" or "idling" phase causes a circulating current that flows in the primary without transferring power, creating conduction losses.
  • The duration of this freewheeling phase is the source of the duty cycle loss we discussed previously.
  • To extend the ZVS range to lighter loads, designers often increase the transformer's magnetizing current.
  • This creates a fundamental trade-off: a wider ZVS range (lower switching loss) comes at the cost of higher circulating current (higher conduction loss).
  • The optimal design requires a careful balance of these competing loss mechanisms, which is dependent on factors like switching frequency and input voltage range.

In our next module, we will begin exploring the LLC Resonant Converter. You will see how its topology is fundamentally different and specifically designed to overcome some of the PSFB's main drawbacks, such as the circulating current penalty and the limited ZVS range on the leading leg. This will provide a great point of comparison and deepen your understanding of modern power converter design.