DC-DC · Isolated Converter · Virtual Lab

Full-Bridge (Isolated) DC-DC Converter Simulator

An advanced, physics-accurate simulator of the full-bridge (H-bridge) converterfour switches driving the transformer primary with the full ±Vs to deliver the highest power of the isolated topologies. Sweep the duty D (per diagonal, ≤0.5), turns ratio n = Ns/Np, DC-block cap, filter and load, add a real device model, and watch every waveform update on a real-time oscilloscope — validated live against Vo = 2·n·Vs·D, with a four-switch diagonal-gating map, a DC-blocking-capacitor flux-balance analyzer, a dead-time shoot-through guard, only-Vs switch stress, CCM/DCM detection, efficiency and a ripple-spectrum FFT.

Full-bridge (H-bridge) isolated DC-DC converter circuit diagram: DC input voltage Vs, four MOSFET switches in an H-bridge driving the transformer primary with plus/minus Vs, full-wave secondary rectifier and an output inductor-capacitor LC filter feeding a load resistor R with output voltage Vo = 2·n·Vs·D
Full-bridge converter — diagonal switch pairs apply ±Vs to the primary; the full-wave secondary and LC filter give Vo = 2·n·Vs·D at the highest power level. Switches block only Vs.

Parameters

Each diagonal ≤ 50%. Dead-time between the two prevents shoot-through.
V
Series cap blocks DC → prevents flux staircase.

Transformer & output filter

Two pulses/period → output ripple at 2·fsw. Lc = (1−2D)·R/(4·fsw).

Device & parasitics model

Ideal (all 0) gives Vo = 2·n·Vs·D exactly; add parasitics to see the real drooped output and losses.

Sampling & display

Points plotted per switching period

Presets

Waveforms to display

Waveforms — one steady-state switching period

rectified node Vo output i_Lo output inductor i_mag magnetizing
LIVE

Diagonal gating & DC-block (full-bridge-specific)

Q1 (top-L)
Q3 (top-R)
Q2 (bot-L)
Q4 (bot-R)
Diagonal Q1+Q4 applies +Vs; then, after a dead-time, diagonal Q2+Q3 applies −Vs. The two switches in each leg must never overlap.
DC-block cap voltage (should stay ≈ 0)
Dead-time / shoot-through margin
Switch voltage stress ≈ Vs

Efficiency & conduction-loss breakdown

Estimated efficiency (conduction losses)
Power lost in each component, computed from the true integrated currents: MOSFETs Rds(on), diodes Vf, inductor DCR and capacitor ESR.

Ripple spectrum analysis

Output-voltage ripple / distortion (relative to |DC|)
FFT of the output voltage — dominant ripple at the 2nd harmonic (twice f_sw). Toggle to the inductor-current spectrum above.

Measurements

Live accuracy check — simulation vs closed-form theory

Output voltage  
Inductor ripple  

What is a full-bridge converter?

A full-bridge converter (also called an H-bridge DC-DC converter) uses four switches to apply the full input voltage ±Vs across the transformer primary. Diagonal pair Q1-Q4 drives +Vs; diagonal pair Q2-Q3 drives −Vs. The full-wave-rectified secondary feeds a buck-like LC filter. Because it applies twice the primary voltage of a half-bridge at the same switch stress (Vs), the full-bridge delivers the highest power of the isolated topologies — the standard choice above roughly 500 W.

How it works

  • Q1 + Q4 ON (0 → D·T): the primary sees +Vs; the secondary applies n·Vs to the LC filter — first power pulse.
  • Dead-time: all switches off; the rectifier freewheels (node = 0).
  • Q2 + Q3 ON (T/2 → T/2+D·T): the primary sees −Vs; the full-wave rectifier again applies n·Vs — second power pulse.
  • Dead-time to the end of the period.

Key equations

Vo = 2 · n · Vs · D (ideal, CCM, n = Ns/Np, D ≤ 0.5 per diagonal)
Vswitch(off) ≈ Vs · primary voltage = ±Vs · ripple frequency = 2·fsw
Δi_Lo = (n·Vs − Vo)·D/(Lo·fsw) · Lc = (1 − 2D)·R/(4·fsw)

This simulator numerically integrates the real full-bridge circuit — the ±Vs diagonal drive, the DC-blocking capacitor, the magnetizing current and the output LC — to steady state, then compares the measured Vo and ripple to the equations above in the accuracy panel.

Diagonal gating & the DC-blocking capacitor (topic-specific)

The four switches operate as two diagonal pairs. Getting the gating right — and inserting a dead-time so the two switches in a leg never conduct together — is central to a reliable full-bridge; overlap causes a destructive shoot-through straight across the bus. Like the push-pull, a full-bridge can suffer flux imbalance if the diagonals apply unequal volt-seconds, so a small DC-blocking capacitor in series with the primary is used to block DC current and keep the flux centred. This simulator shows the live diagonal-gating map, the DC-block cap voltage (which self-centres near zero) and the dead-time margin.

Why the full-bridge handles the most power

The full ±Vs primary drive gives twice the output of a half-bridge for the same Vs switch stress, and the four switches share the current — so for a given device rating the full-bridge processes the most power. The cost is four switches and four gate drives instead of two. It dominates high-power isolated conversion: EV chargers, welding supplies, telecom rectifiers and industrial DC-DC.

Advanced options in this simulator

  • Diagonal-gating map: watch which of the four switches conduct (Q1-Q4 / Q2-Q3) each half-cycle.
  • DC-block capacitor: see it self-centre near zero and keep the flux balanced.
  • Dead-time / shoot-through guard: live margin as duty approaches 0.5.
  • Vs switch-stress meter: the best switch-utilisation of the isolated topologies.
  • Device model: MOSFET Rds(on), diode Vf, inductor DCR and capacitor ESR; the accuracy check stays locked to the ideal Vo.
  • Ripple spectrum & export: FFT at twice fsw, plus CSV/report/PNG.

The six isolated DC-DC converters

ConverterSwitchesIdeal VoSwitch stress
Flyback1n·Vs·D/(1−D)Vs + Vo/n
Forward1n·Vs·DVs·(1+Np/Nr)
Push-Pull2 (center-tap)2·n·Vs·D2·Vs
Half-Bridge2 + split capsn·Vs·DVs
Full-Bridge42·n·Vs·DVs
Phase-Shifted FB4 (ZVS)2·n·Vs·DeffVs

Explore the others: Flyback, Forward, Push-Pull, Half-Bridge and Phase-Shifted Full-Bridge simulators. For the full theory see the Full-Bridge converter tutorial.

Applications

High-power isolated DC-DC: EV and battery chargers, welding and plating supplies, telecom and server rectifiers, solar and industrial power, and the front-end for phase-shifted ZVS full-bridge designs.

Frequently asked questions

What is the output voltage of a full-bridge converter?

In CCM the ideal output is Vo = 2·n·Vs·D, where D is the duty of each diagonal pair (≤0.5). The ±Vs primary drive doubles the output of a half-bridge.

How do the four switches operate?

As two diagonal pairs: Q1-Q4 for +Vs, then Q2-Q3 for −Vs, with a dead-time between so a leg never shorts.

Why a DC-blocking capacitor?

It blocks DC primary current from unequal switch timing, preventing flux-staircase saturation. Its voltage self-centres near zero.

Full-bridge vs half-bridge?

The full-bridge applies ±Vs with four switches (Vo = 2·n·Vs·D), double the half-bridge's ±Vs/2 output — for the same Vs switch stress and more power.

What is the switch voltage stress?

Only Vs — the same as a half-bridge and half a push-pull — giving the best switch utilisation of the isolated topologies.

Power4All · Full-Bridge Converter interactive simulator. All waveforms are produced by numerical integration of the actual switching circuit and validated against closed-form theory.