SWITCHING BRIDGE FOR WIDE GAIN CONVERTER

Abstract

A switching bridge for the DC-DC stage of a power converter, the switching bridge having one or more sets of upper and lower series-connected switches (S1, S2) connected across a DC bus and arranged to be switched to provide an output AC voltage, the switching bridge further comprising a voltage divider (C1) arranged to vary the output AC voltage level according to the switching state of the switches.

Claims

1. A switching bridge for the DC-DC stage of a power converter, the switching bridge having one or more sets of upper and lower series-connected switches connected across a DC bus and arranged to be switched to provide an output AC voltage, the switching bridge further comprising a voltage divider arranged to vary the output AC voltage level according to the switching state of the switches.

2. The switching bridge as claimed in claim 1, wherein the voltage divider comprises a flying capacitor (C1) connected across each set of upper and lower switches.

3. The switching bridge as claimed in claim 2, comprising a first set of upper and lower switches and a corresponding first flying capacitor.

4. The switching bridge as claimed in claim 3, further comprising a second set of upper and lower switches and a corresponding second flying capacitor.

5. The switching bridge as claimed in claim 4, further comprising a third set of upper and lower switches and a corresponding third flying capacitor.

6. The switching bridge as claimed in claim 5, further comprising a fourth set of upper and lower switches and a corresponding fourth flying capacitor.

7. The switching bridge as claimed in claim 1, configured to change between different switching modes based on switching different combinations of switches ON and OFF to provide a corresponding output AC voltage level.

8. A power converter comprising a power source, a switching bridge as claimed in claim 1 arranged to receive a DC voltage based on the power source, a resonant tank arranged to convert the output AC voltage of the switching bridge to a sinusoidal signal, a transformer to receive the sinusoidal signal and provide a stepped-down output; a rectifier arranged to rectify the output of the transformer, and an output stage to filter the rectified signal to a DC load voltage.

9. The power converter as claimed in claim 8, wherein the resonant tank (20) has a resonant tank capacitance Cr and a resonant tank inductance Lr and a resonant frequency: $f_r=\frac{1}{2\pi \surd \mathrm{LrCr}}.$

10. The power converter as claimed in claim 8, wherein the rectifier (40) is a synchronous rectifier comprising a plurality of semiconductor switches.

11. The power converter as claimed in claim 8, wherein the output stage (50) is a DC output stage with load capacitance C.sub.L and load resistance R.sub.L.

12. A device charger including a power converter as claimed in claim 8.

13. The device charger as claimed in claim 12, being a USB charger.

14. The device charger as claimed in claim 13, being a USB-C charger.

Description

BRIEF DESCRIPTION

[0011] Examples of the power conversion circuitry of this disclosure will now be described purely by way of example. The examples are described in the context of a charger for portable or mobile devices e.g. a USB-C charger, but it should be understood that the principles of the disclosure may also apply to other fields and uses where a relatively high step-down ratio and wide voltage range is desired.

[0012] The description of the examples is with reference to the drawings, wherein:

[0013] FIG. 1 is a simple schematic circuit diagram of a conventional half-bridge LLC converter.

[0014] FIG. 2A is another view of a conventional half-bridge converter

[0015] FIG. 2B shows the modification to the switching bridge according to this disclosure.

[0016] FIG. 2C shows a simple circuit diagram of the switching bridge according to one example.

[0017] FIG. 2D shows a simple circuit diagram of the switching bridge according to another example.

[0018] FIG. 2D shows a simple circuit diagram of the switching bridge according to another example.

[0019] FIGS. 3A to 3E show the voltage divider operation in more detail.

DETAILED DESCRIPTION

[0020] A conventional LLC resonant converter for the DC/DC stage of a power converter is shown in FIG. 1 and includes a switching bridge 10, a resonant tank 20, a transformer 30, a rectifier 40 and a DC load output stage 50. The switching bridge comprises a number of series-connected semiconductor, e.g. MOSFET, switches S1, S2 connected across a DC Voltage bus V.sub.bus. In use, the voltage bus will be connected to an AC power supply (not shown), with the AC supply power e.g. from a mains or grid supply, converted to the DC voltage V.sub.bus. Typical values of V.sub.bus include 200V but other voltages may also be used. In the example shown, the switching bridge is a half bridge rectifier, but other forms of bridge with more switching stages, e.g. a full-bridge rectifier, may also be used. The switching bridge, by switching the switches S1, S2 at a selected frequency by operation of a gate driver (not shown) will generate a square wave to excite the resonant tank 20.

[0021] In this example, the resonant tank is represented as a series connected resonant capacitor Cr and leakage inductance Lr. The resonant frequency of the tank is f.sub.r, where:

[00001]$f_r=\frac{1}{2\pi \surd \mathrm{LrCr}}$

[0022] The resonant tank 20 outputs a sinusoidal current from the input square wave.

[0023] The transformer 30 receives the sinusoidal current from the resonant tank 20 and scales the current and voltage according to the ratio n of turns of the transformer coils. The stepped-down current is then rectified by the synchronous rectifier 40 which also includes semiconductor switches SR.sub.1, SR.sub.2. The DC output stage 50, represented here as a load capacitor C.sub.L and load resistor R.sub.L, filters the rectified ac current to provide a DC output voltage.

[0024] The overall gain of the converter is equal to the product of the switching bridge gain, the resonant tank gain and the transformer ratio n.

[0025] In one example, by way of illustration only, a charger may be required to provide four nominal outputs e.g. 5V/3 A, 9V/3 A, 15V/3 A and 20V/5 A from an input voltage V.sub.bus of 200V. This requires a step-down or gain of between 10 and 40.

[0026] For a conventional LLC resonant converter as described above, the quality factor Q is dependent on the resonant frequency and inductance and the output power P.sub.o as well as the transformer ration and output voltage V.sub.o according to the equation:

[00002]$Q=\frac{{\pi }^3{f}_{r{L}_r{P}_o}}{4n^2{v}_o^2}$

[0027] And so for the example give, the quality factor would be around 0.019 to 0.047.

[0028] For a charger with good efficiency and power density, a power quality Q in the range of, say 0.8 to 1.2 is desirable.

[0029] Furthermore, the high circulating energy leads to a high RMS current and thus increased conduction loss and ripple. It is estimated that losses can be in the region of 10%.

[0030] The solution provided by the present disclosure, to improve the properties of the converter for a wide range of output voltages and for a high step-down ratio is to integrate a voltage divider into the switching bridge part of the circuit whilst retaining the design of the resonant tank, transformer, rectifier and output stage.

[0031] The voltage divider is formed by connecting a flying capacitor C1 across the switches of the switching bridge as will be described further below.

[0032] The concept of the integrated voltage divider can be used with switching bridges having any number of switches. The use of the flying capacitor in the switching bridge increases the number of possible voltage levels. Some example topologies will be described below.

[0033] FIG. 2A shows a conventional half-bridge LLC converter as described above. The input from the switching bridge 10 to the resonant tank 20 is, as described above, a square wave AC voltage V.sub.in, ac obtained by alternately switching the bridge switches S1, S2 on and off according to a duty cycle. The voltage from the switches to the resonant tank can only have one level, namely V.sub.bus.

[0034] FIG. 2B shows the integrated voltage divider solution of this disclosure, in contrast.

[0035] The flying capacitor C1 is connected to divide the switch voltages, effectively creating four switches S.sub.1a, S.sub.2a, S.sub.1b, S.sub.2b. The flying capacitor C1 charges during switching of the switches such that two different voltage levels can be provided at the output of the switching bridge, namely V.sub.bus and V.sub.bus/2. Thus, referring back to the equations above, the minimum number of transformer turns n can be halved and may reduce the maximum switching frequency in modes less than full-bus mode. The equivalent circuit is shown in FIG. 2C.

[0036] For a switching bridge with a three switch set, the solution provides a circuit as shown in FIG. 2D which, with two capacitors, effectively creates six switches S.sub.1a, S.sub.2a, S.sub.3a, S.sub.1b, S.sub.2b, S.sub.3b and providing three different voltage levels, namely V.sub.bus, V.sub.bus/3 and 2V.sub.bus/3. The minimum number of transformer turns is reduced to n/3 and the frequency to f.sub.r/3.

[0037] By the same token, for a switching bridge with a four switch set, the solution provides a circuit as shown in FIG. 2E which, with three capacitors, effectively creates eight switches S.sub.1a, S.sub.2a, S.sub.3a, S.sub.4a, S.sub.1b, S.sub.2b, S.sub.3b, S.sub.4b and providing three different voltage levels, namely V.sub.bus, V.sub.bus/3 and 2V.sub.bus/3. The minimum number of transformer turns is reduced to n/4 and switching losses may be reduced.

[0038] This last example is now taken for purposes of further explanation, but the concepts described apply to all possible switching bridge structures.

[0039] The voltage divider for the four switch example can be better understood with reference to FIGS. 3A to 3E.

[0040] FIG. 3A shows the modified switching bridge 100 with four switch sets S.sub.1a, S.sub.2a, S.sub.3a, S.sub.4a (the top switch of each set is shown) and flying capacitors C1, C2, C3 connected from the switches to ground. The output of the switching bridge is, as before, a square wave V.sub.in, ac that is provided to the resonant tank 200. The voltage across C3 is a quarter of the input voltage V.sub.bus—i.e. V.sub.C1=V.sub.bus/4. The voltage across C2 is a half of the input voltage V.sub.bus—i.e. V.sub.C2=V.sub.bus/2. The voltage across C1 is three quarters of the input voltage V.sub.bus—i.e. V.sub.C3=3V.sub.bus/4. The drive voltage V.sub.ds for each switch is V.sub.bus/4.

[0041] If any one of the top switches is on, or closed, and the others are open, as shown in FIG. 3B, the switch output voltage V.sub.sw is V.sub.bus/4.

[0042] If two top switches are on, as shown in FIG. 3C, the switch output voltage V.sub.sw is V.sub.bus/2.

[0043] If three top switches are on as shown in FIG. 3D, the switch output voltage V.sub.sw is 3V.sub.bus/4.

[0044] If all top switches are on, as shown in FIG. 3E, the switch output voltage V.sub.sw is equal to V.sub.bus i.e. as in the conventional bridge.

[0045] Because the modified switching bridge is able to provide different voltage levels to the rectifier and the transformer, the transformer can have correspondingly fewer turns and the switching frequency can be correspondingly reduced for those modes less than full-bus mode. The arrangement results in an increase in the quality factor Q, reduced ripple and reduced conduction losses.

[0046] Simulation analysis has shown that the four switch set embodiment provides a smaller switch voltage but higher switch frequency, and the three switch set embodiment has higher switch voltage but lower switch frequency. Active component loss performance was found to be similar for all variations. More switches will add to the weight and size of the converter. The choice of the number of switch sets will depend on the converter specifications.

[0047] The modified switching bridge according to this disclosure has been found to reduce converter voltage gain, maximise At-Resonance-Point (ARP) operation, which is the optimal point of the LLC, especially for multiple nominal operations converters; increase the quality factor Q which leads to a reduction in circulating energy, reduce the magnetizing inductance (Lm) current ripple and to reduce device voltage stress and switching frequency.