GB2472701A - Charge pump circuit with dual rail output - Google Patents

Abstract

Disclosed is a dual mode charge-pump circuit for providing a plurality of output voltages Vout+, Vout-, using a single flying capacitor Cf. The circuit comprises a network of switches 410 that is operable in a number of different states and a controller 420 for operating the switches 410 in a sequence of states so as to generate positive and negative output voltages together spanning a voltage approximately equal to the input voltage +Vdd and centred on the voltage at the common terminal. The circuit may also be operated so as to generate positive and negative output voltages each up to substantially the input voltage.

Description

Charge Pump Circuit and Methods of Operation Thereof The present invention relates to charge pump circuits and in particular charge pump circuits which provide a dual rail output.

Charge pump circuits are known in the art. These circuits are a type of DC-DC converter which use capacitors as energy storage device and are able to provide a power source at a higher or lower voltage than that obtained from an input source.

Charge pump circuits are capable of high efficiencies, sometimes as high as 90-95%.

Charge pumps use some form of switching device(s) to control the connection of the capacitors to voitage sources and to one another, to typically obtain voltages other than the input voltage value. The charge pump includes a capacitor, typically known as a "flying capacitor", for transferring charge to one or more output capacitors, which will be referred to as "reservoir capacitors". Such charge pumps can be used to generate dual rail, that is bipolar, supply voltages from a single rail input voltage VDD. A drawback with known dual rail charge pumps is that they may, for example, produce an output voltage having a magnitude twice the input voltage (VDD), that is, one rail is at a voltage VDD, the other at a voltage -VOD, with reference to a common terminal. This can be very inefficient if such a charge pump is used, for example, to power circuitry that amplifies a signal that has a maximum amplitude much smaller than the amplifier circuitry's power supply +1-VDD. In such a case most of the output power (and therefore input power) is wasted in producing heat as opposed to driving the signal. However, of course, it is sometimes advantageous to be able to select this full output range when desired.

It is an aim of the present invention to address the above mentioned drawback.

In a first aspect of the invention there is provided a charge-pump circuit for providing a plurality of output voltages, said circuit comprising: -an input terminal and a common terminal for connection to an input voltage, -first and second output terminals for outputting said plurality of output voltages, said first and second output terminals being, in use, connected to said common terminal via respective first and second loads and also via respective first and second reservoir capacitors, -at least first and second flying capacitor terminals for connection to at least one flying capacitor, -a network of switches that is operable in a plurality of different states for interconnecting said terminals, and -a controller for operating said network of switches in a sequence of said different states, wherein said controller is operable in first and second modes, the first of said modes generating positive and negative output voltages each of a magnitude up to substantially a fraction of said input voltage.

In a main embodiment, said fraction of said input voltage is substantially a half in the first mode and in the second mode the circuit generates positive and negative output voltages each up to substantially said input voltage.

There may be provided a plurality of flying capacitor terminals for connection to n flying capacitors, and wherein said fraction of said input voltage equals 1/(n�1), where n is an integer equal to or greater than one.

The number of flying capacitor terminals may be 2n or may be fewer if some capacitors have common terminals.

In a further aspect of the invention there is provided a method of generating a split-rail voltage supply from a single input supply received across an input terminal and a common terminal, the split-rail supply being output at first and second output terminals connected to said common terminal via respective first and second loads and also via respective first and second reservoir capacitors, the method comprising connecting at least one flying capacitor between different ones of said terminals in a sequence of states, so as to transfer packets of charge repeatedly from said input supply to said reservoir capacitors directly or via said at least one flying capacitor and thereby to generate said split rail supply with positive and negative output voltages either together spanning a voltage each of a magnitude up to substantially a fraction of said input supply, and centred on the voltage at the common terminal, or positive and negative output voltages each up to substantially said input supply, depending on a chosen mode of operation.

Further method steps and features will be apparent from the apparatus claims and

corresponding description.

Further optional features of the invention are as disclosed in the appended claims

BRIEF DESCRIPTION OF THE DRAWINGS

Embodiments of the invention will now be described, by way of example only, by reference to the accompanying drawings, in which: Figure 1 shows a prior art inverting charge pump circuit; Figure 2a shows the same circuit as Figure 1 with detail of the switch array shown; Figures 2b and 2c show equivalent circuits of the circuit of Figure 2a, in two states used in operation; Figure 3 shows a variation on the circuit of Figure 1, operating in a closed loop configuration; Figure 4a shows a Dual Mode Charge Pump circuit according to a first main embodiment of the invention; Figure 4b shows the same circuit as Figure 4a with detail of the switch array shown; Figures 5a and 5b show, respectively, the circuit of Figure 4 operating in Mode 1, state 1 and an equivalent circuit of this state; Figures 6a and 6b show, respectively, the circuit of Figure 4 operating in Mode 1, state 2 and an equivalent circuit of this state; Figures 7a and 7b show, respectively, the circuit of Figure 4 operating in Mode 1, state 3 and an equivalent circuit of this state; Figure 8 is a timing diagram showing three switch control signals for the circuit of Figure 4 operating according to an operative embodiment of the invention in Mode 1; Figures 9a and 9b show, respectively, the circuit of Figure 4 operating in Mode 2, state 6 and an equivalent circuit of this state; Figures lOa and lOb show, respectively, the circuit of Figure 4 operating in Mode 2, state 2 and an equivalent circuit of this state; Figures 11 a and 11 b show, respectively, the circuit of Figure 4 operating in Mode 2, state 7 and an equivalent circuit of this state; Figure 12 is a timing diagram showing three switch control signals for the circuit of Figure 4 operating according to an operative embodiment of the invention in Mode 2; Figure 13 shows a variation on the circuit of Figure 4, operable in a closed loop corifigu ration; Figure 14a shows a Dual Mode Charge Pump circuit according to a second main embodiment of the invention; Figure 1 4b shows the same circuit as Figure 1 4a with detail of the switch array shown; Figures 1 5a and 1 5b show, respectively, the circuit of Figure 14 operating in Mode 1, state 1 and an equivalent circuit of this state; Figures 1 6a and 1 6b show, respectively, the circuit of Figure 14 operating in Mode 1, state 2 and an equivalent circuit of this state; Figures 17a and 17b show, respectively, the circuit of Figure 14 operating in Mode 1, state 3 and an equivalent circuit of this state; Figure 18 is a timing diagram showing three switch control signals for the circuit of Figure 14 operating according to an operative embodiment of the invention in Mode 1; Figures 19a and 19b show, respectively, the circuit of Figure 14 operating in Mode 2, state 8 and an equivalent circuit of this state; Figures 20a and 2Db show, respectively, the circuit of Figure 14 operating in Mode 2, state 2 and an equivalent circuit of this state; Figure 21 is a timing diagram showing two switch control signals for the circuit of Figure 14 operating according to an operative embodiment of the invention in Mode 2; Figure 22 shows a variation on the circuit of Figure 14, operable in a closed loop configuration; Figure 23 shows a further embodiment of the invention wherein one of a number of different input voltage values may be selected as an input voltage to any of the Dual Mode Charge Pumps disclosed herein; and Figure 24a and 24b show in block schematic form two amplifier circuits in which any of the Dual Mode Charge Pumps embodying the present invention may be used.

DETAILED DESCRIPTION OF THE EMBODIMENTS

Figure 1 illustrates a prior art inverting charge-pump (ICP) circuit 100 which generates a negative output voltage (Vout-) from a positive input voltage (+VDD). In ideal conditions Vout-will substantially equal -VDD thus resulting in a total voltage across the nodes N1-N2 of 2xVDD. The circuit 100 comprises three capacitors, one flying capacitor Cf and two reservoir capacitors CR1, CR2, and a switch array 110.

Circuit 100 is controlled by a controller 120 which controls the switch array 110 thus causing circuit 100 to switch between two main states as explained below.

Figure 2a illustrates the switch array 110 associated with the ICP circuit 100.

Figures 2b and 2c show equivalent circuits for the two main charging/discharging states of operation. Switches SAl and SA2 and switches SB1 and SB2 are arranged as shown and respectively operated by common control signals (CSA and CSB).

To generate the voltage Vout-, the controller operates the switch array 110 to repeat the following four steps: 1. initially all the switches are open; then 2. switches SAl and SA2 are closed (SB1 and SB2 remain open) resulting in the ICP circuit 100 operating in a first state. The flying capacitor Cf is connected between the input voltage node Ni and the common reference voltage node N3 (as illustrated in Figure 2b).

Therefore the flying capacitor Cf charges up to voltage �VDD; then 3. switches SAl and SA2 are opened (SB1 and SB2 remain open); then 4. switches SB1 and SB2 are closed (SAl and SA2 remain open) resulting in the ICP circuit 100 operating in a second state. The flying capacitor Cf is now connected in parallel with the negative reservoir capacitor CR2, that is its connected across the common reference voltage node N3 and the output voltage node N2 (as illustrated in Figure 2c). Assuming capacitor CR2 is initially charged to zero volts in this first cycle, capacitor CR2 will share charge with capacitor Cf, to give an equal voltage across each capacitor. Since the positive plates of capacitors Cf and CR2 are connected to the common reference voltage node N3 (ground), node N2 sees a voltage somewhat more positive than -VDD relative to node N3, depending on the respective sizes of Cf and CR2.

The process repeats itself starting at step 1 when all the switches are open. In each 4-step cycle, capacitor CR2 will be further charged, eventually reaching a steady state after a plurality of 4-step cycles. By this time, capacitor CR2 is already charged to (and therefore Vout-equals) substantially -VDD, and consequently Cf no longer adds any further significant charge.

The switch array 110 may be operated in an open-loop configuration as described above where the switching frequency of the switches is substantially fixed. The actual switching frequency can be made dependent upon the application in which the circuit is being used and can be of the magnitude of KHz to MHz, for example.

If a load is applied to Vout-, it will continuously discharge capacitor CR2. This charge is then replaced by charge from capacitor Cf during state 2, resulting in Vout-being somewhat more positive than -VDD. The average difference and voltage npple will depend on the values of Ct, CR2, the switching frequency and the load characteristics.

Figure 3 shows an alternative prior art ICP circuit 300 in which the switch array 110 is operated in a closed-loop configuration. This alternative prior art ICP circuit 300 differs from that illustrated in Fig 1 in having its switch array control logic 310 dependent on output voltage Vout-. The ICP circuit 300 comprises a voltage divider Ri, R2 and a comparator 320, as well as the switch array 110 and capacitors Cf, CR1, CR2 as before. Regulation of the output voltage Vout-on node N2 is achieved by sensing the output voltage Vout-through the internal resistor divider Ri, R2 and enabling the switch array 110 when the voltage Vout-across capacitor CR2 becomes more positive than the comparator's 320 reference input Vref. When the switch array 110 is enabled, 2-phase non-overlapping clock signals Ki, K2 control the switches (not illustrated). One clock signal (K1) controls switches SAl and SA2 which enables the flying capacitor Cf to charge up to the input voltage +VDD (see Figure 2b), while the other clock signal (K2) controls switches SB1 and SB2 which enables the output reservoir capacitor CR2 to charge up to voltage Vout-(see Figure 2c).

It should be noted that the output voltage Vout-can be regulated such that it is anywhere between approximately ground potential and -VDD, however the charge pump itself is most efficient when the output voltage Vout-equals -VDD. In practice the target voltage will probably be set slightly above -VDD in order to reduce ripple.

The problem associated with these prior art ICP circuits (100, 300) is that they can only generate output voltages that have a rail-to-rail magnitude greater than the input voltage. This can be disadvantageous in certain applications, as it may not allow the circuitry being supplied to run efficiently, for example when such an lOP circuit (100, 300) is being used to to power circuitry that amplifies a signal with a maximum amplitude much smaller than the amplifier circuitry's power supply +1-VDD.

Figure 4a is a block diagram of a novel inverting charge pump circuit, which we shall call a "Dual Mode Charge Pump" (DMCP) 400. Again there are two reservoir capacitors CR1 and CR2, a flying capacitor Cf and a switch array 410 controlled by a switch control module 420 (which may be software or hardware implemented).

However, in this arrangement, reservoir capacitor CR1 is not connected directly to the input supply voltage VDD, but rather via the switch array 410.

It should be noted that DMCP 400 is configured as an open-loop charge-pump.

Therefore, DMCP 400 relies on the respective loads (not illustrated) connected across each output N12-N11, N13-Ni1 remaining within predetermined constraints.

The DMCP 400 outputs two voltages Vout�, Vout-that are referenced to a common voltage supply (node Ni 1).

DMCP 400 is operable in two main modes. In a first mode the DMCP 400 operates such that, for an input voltage +VDD, the DMCP 400 generates outputs each of a magnitude which is a mathematical fraction of the input voltage VDD. In the embodiment below the outputs generated in this first mode are of magnitude +VDD/2 and -VDD/2, although when lightly loaded, these levels will, in reality, be �/-VDD/2 -lload.Rload, where Iload equals the load current and Rload equals the load resistance. It should be noted that, in this case, the magnitude (VDD) of output voltage across nodes N12 & N13 is the same, or is substantially the same, as that of the input voltage (VDD) across nodes N10 & Nil, in a second mode the DMCP 400 produces a dual rail output of �/-VDD as in the case with the prior art charge pump described in relation to Figure 1.

Figure 4b shows a more detailed version of the DMCP 400 and, in particular, detail of the switch array 410 is shown. The switch array 410 comprises six main switches S1-S6 each controlled by corresponding control signal CS1-CS6 from the switch control module 420. The switches are arranged such that first switch Si is connected between the positive plate of the flying capacitor Cf and the input voltage source, the second switch S2 between the positive plate of the flying capacitor and first output node Ni 2, the third switch S3 between the positive plate of the flying capacitor and common terminal Nil, the fourth switch S4 between the negative plate of the flying capacitor and first output node N12, the fifth switch S5 between the negative plate of the flying capacitor and common terminal Ni 1 and the sixth switch S6 between the negative plate of the flying capacitor and second output node N13. Optionally, there may be provided a seventh switch S7 (shown dotted), connected between the input voltage source (node Ni 0) and first output node Ni 2.

Also shown in greater detail is the control module 420 which comprises mode select circuit 430 for deciding which controller 420a, 42Db or control program to use, thus determining which mode the DMCP operates in. Alternatively, the mode select circuit 430 and the controllers 420a, 420b can be implemented in a single circuit block (not illustrated).

It should be noted that the switches carl be implemented in a number of different ways (for example, MOS transistor switches or MOS transmission gate switches) depending upon, for example, an integrated circuit's process technology or the input and output voltage requirements.

Firstly, the DMCP 400 will be described when operating in Mode 1. In this mode switch S7, where present, is always open and is therefore not shown when describing this mode. In a main operational embodiment of Mode 1, there are three basic states of operation as shown below.

Figures 5a and 5b show the switch array 410 operating in a first state, "state 1".

Referring to Figure 5a, switches Si and S4 are closed such that capacitors Cf and CR1 are connected in series with each other and in parallel with the input voltage �VDD. Therefore, capacitors Cf and CR1 share the input voltage +VDD that is applied across them. Figure 5b shows an equivalent circuit for the state 1 operation with voltage +VDD effectively applied across nodes Ni0 & Ni 1.

It is preferable for applications that require symmetrical, but opposite polarity, output voltages, that the values of capacitors Cf and CR1 are equal such that each capacitor Cf, CR1 changes voltage by an equal increment when connected in series across a voltage source. If both capacitors are initially discharged, or indeed previously charged to any equal voltages, they will end up each with a voltage equal to half the applied voltage source, in this case one half of the input voltage VDO.

Figures 6a and 6b show the switch array 410 operating in a second state, "state 2".

Referring to Figure 6a, switches S3 and S6 are closed such that capacitors Cf and CR2 are connected in parallel with each other and between nodes Nil and N13.

Therefore, the voltage across capacitor Cf equalises with that across capacitor CR2 such that the voltages across capacitors Cf, CR2 equalise. Over a plurality of cycles, the voltages across the capacitors Cf and CR2 will converge to a voltage VDD/2. Figure 6b shows an equivalent circuit for this state 2 operation.

It should be noted that the value of reservoir capacitor CR2 does not necessarily need to be the same as that of flying capacitor Cf. If capacitor CR2 is much larger than capacitor Cf, it will require more state sequences to charge up to or close to VDD/2. The value of reservoir capacitor CR2 should be chosen depending upon expected load conditions and required operating frequency and output ripple tolerance.

As in the prior art charge pump 100, the presence of a significant load on the charge pump's respective output terminals will result in a respective voltage droop in Vout+, Vout-away from +/-VDD. If the load is symmetric, and there is equal current magnitude on both Vout+ and Vout-, then the symmetry of the system will result in both outputs drooping by the same amount.

However, if for example there is a significant load on Vout+ but no load or a light load on Vout-, then the voltage across capacitor CR1 will reduce. This will result in a larger voltage across capacitor Cf at the end of state 1 which will then be applied to capacitor CR2 in state 2. The flying capacitor Cf will then be connected in series with capacitor CR1 in state 3 but still having a larger voltage across it, even initially.

Therefore, voltages Vout+ and Vout-will both tend to droop negatively, that is to say that the common mode is not controlled.

To avoid this effect, a third state, state 3, is introduced. Figures 7a and 7b show the switch array 410 operating in this state 3 operation. Referring to Figure 7a, in state 3, switches S2 and S5 are closed such that capacitors Cf and CR1 are connected in parallel with each other and between nodes Ni 1 and N12. Therefore, both capacitors Cf and CR1 become charged up to an equal voltage, despite any difference between of their previous voltages. In steady state this becomes approximately VDD/2. Figure 7b shows an equivalent circuit for this state 3 operation.

The circuit, therefore ends state 3 with equalised voltages, after which it returns to state 1. Consequently the circuit will, at least, start state 1 with Vout+ = �VDD/2, depending upon load conditions and switching sequence.

In states 2 and 3, the voltages across the various capacitors that are connected in parallel may not actually, in practice, completely equalise in a single sequence, particularly if the switching frequency is high, relative to the DMCP's A-C time constant. Rather, in each sequence of states a contribution of charge will be passed from capacitor to capacitor. This contribution will bring each output voltage to the desired level under zero, or low, load conditions. Under higher load conditions, the output reservoir capacitors CR1, CR2 will typically achieve a lower voltage (with some ripple). The size of each of the capacitors needs simply to be designed such that the reduction of common mode drift is within acceptable bands, for all expected load conditions and/or larger switches, with less on-resistance, could be employed.

It should be appreciated that the open-loop sequencing of the above three states does not necessarily need to be observed. For example the state sequences could be: 1,2,3, 1, 2, 3.. (as described above); or 1,3,2, 1, 3,2...; or 1, 2, 1,3, 1,2, 1, 3. It should also be apparent that it is not necessary that the third state be used as often as the other two states, for instance a sequence of 1, 2, 1, 2, 1, 2, 3, 1 can be envisaged. It may even be envisaged to dispense with the third state altogether, albeit only in the case of well-balanced loads, or with alternative schemes for common-mode stabilisation.

Other switching and sequencing scenarios exist. For example, in one alternative operational Mode 1 embodiment: State 1 could be replaced by a fourth state, "state 4" whereby switches Si and S5 are closed (all other switches are open). In this state capacitor Cf charges up to input voltage �VDD, A fifth state, "state 5" would then operate with switches S2 and S6 closed (all other switches open) such that flying capacitor Cf is connected across reservoir capacitors CR1 and CR2 (which, in this scenario, may be equal in capacitance). It should be noted that this particular example of an alternative switching and sequencing scenario has the drawback that there is no common-mode control and therefore such a switching and sequencing scenario would suffer from common-mode drift. However, this common-mode drift can be "reset" by altering the switching sequence at appropriate intervals during the "normal" switching and sequencing cycle. These alterations can be predetermined, or initiated in response to observed conditions.

Figure 8 illustrates the non-overlapping control signals (CS1 -CS6) for controlling the switches (Si -S6) during the three states (1, 2 and 3) of the main operational embodiment of Mode 1. As discussed above, this represents only one example out of many possibilities for the controlling sequence.

It should be noted that the sizes of capacitors Cf, CR1, CR2, can be selected to meet the required ripple tolerances (versus size/cost) and consequently the clock phase duration for each state need not necessarily be of ratio 1:1:1.

While the above describes an embodiment wherein Mode 1 generates outputs of +/-VDD/2, it will be understood by the skilled person that the above teaching could be used to obtain outputs of any fraction of VDD by increasing the number of flying capacitors Cf and altering the switch network accordingly. The relationship between output and input in this case is Vout+/-= +/-VDD/(n+1) where n equals the number of flying capacitors Cf. It will also be appreciated that circuits with more than one flying capacitor as described will still be capable of generating outputs of +/-VDD/2 as well as outputs for every intermediate integer denominator between �/-VDD/2 and �/-VDD/(n+1) depending on its control. For example, a circuit with two flying capacitors can generate outputs of VDD/3 and VDD/2, one with three flying capacitors can generate outputs of VDD/4, VDD/3 and VDD/2 and so on.

As mentioned above, the DMCP is also operable in a second mode, Mode 2, where it produces a dual rail output of +/-VDD (�VDD again being the input source voltage level at node N 10). In Mode 2, switch S4 is always open.

Furthermore, n Mode 2, the circuit is operable in two sub-Modes, referred to as Modes 2a and 2b. Optional switch S7 is only used in Mode 2b. Consequently, if switch S7 is not included Mode 2 is only operable in sub-Mode 2a.

In Mode 2a the DMCP has two basic states of operation. Figure 9a shows the circuit operating in the first of these states, "state 6". In this state, switches Si, S2 and S5 are closed (S3, S4 and S6 are open). This results in capacitors Cf and CR1 being connected in parallel across the input voltage +VDD, between nodes N10 & Ml 1. Therefore, capacitors Cf and CR1 each store the input voltage �VDD. Figure 9b shows an equivalent circuit for the state 6 operation.

Figure lOa shows the circuit operating in the second of these states, "state 2". This is the same state as state 2 in Mode 1 whereby switches S3 and S6 are closed (Si, S2, S4 and S5 are open). Therefore capacitors Cf and CR2 are connected in parallel between common node Ni 1 and second output node N13. Therefore, capacitors CI and CR2 share their charge and Node 13 exhibits a voltage ot -VDD after a number of state sequences. Figure lOb shows an equivalent circuit for this state 2 of operation.

Figure ha shows an additional state, "state 7", which can be introduced into this Mode 2a operation where switches Si and S5 are closed (S2, S3, S4 and S6 are open). This state 7 connects the flying capacitor Cf across the input voltage +VDD.

This state can be followed by states 6 then 2 and then back to 7 etc. Figure 11 b shows an equivalent circuit for this state 7of operation.

Mode 2a allows for a number of different sequence implementations depending on, for example, load conditions. The state sequences may be: 6, 2, 6, 2, 6.. or 6, 2, 7, 6, 2, 7.. etc. It is equally envisaged that one of the states be used less frequently than the others (as was described above in relation to Mode 1), for instance if the load on the two output nodes N12, N13 are unbalanced, states 6 or 2 could be included less frequently than the others, as capacitor CR1 may need to be charged less frequently than capacitor CR2 or vice versa.

As mentioned above, Mode 2b is an alternative sub-mode of operation which is possible when the DMCP is provided with switch S7. This switch may used to replace the combined functionality of switches Si and S2 for generating the positive output voltage at node N12 in applications where the high-side load, i.e. the load connected between nodes N12 and Nil, does not require a lot of current, such as where the load has a high input resistance as with a "Line Output" for a mixer for example. In such a case the size, the drive requirements etc, of switch S7 can be reduced and modified compared to those of switches Si and S2. It should be noted that switch S7 could be permanently switched on which has the advantages in that there is less power required to drive the switches and switch S7 would not, in the case of a MOS switch implementation, inject any charge into either nodes 10 or 12 due to the parasitic gate-drain and gate-source capacitances. It should also be noted that switch Si is still required to operate so as to generate the negative output voltage -VDD. Still further, it should be noted that switch S2 may be operated on an infrequent basis so as to also connect the flying capacitor Cf and high-side reservoir capacitor CR1 in parallel.

In a main operational embodiment, in Mode 2b, switch S7 is permanently (or near permanently) closed. State 6 is again used to charge the flying capacitor Cf and capacitor CR1 in parallel, this now being achieved by having switches Si, S5 and S7 closed only. A modified state 2 is then used to transfer this charge to capacitor CR2 as before, but this time with capacitor CR1 still having voltage VDD across it due to S7 being closed. Again, a number of different sequence implementations are possible and some of these states may be used less frequently than others depending on load.

Figure 12 illustrates the non-overtapping control signals (CS1 -CS3 & CS5 -CS7) for controlling the switches (Si -S3 and S5 -S7) during the three states of Mode 2a. Again, this represents only one example out of many possibilities for the controlling sequence.

Si S2 S3 S4 S5 S6 57 Statel 1 0 0 1 0 0 0 State2 0 0 1 0 0 1 1 State3 0 1 0 0 1 0 0 State4 1 0 0 0 1 0 0 State5 0 1 0 0 0 1 0 *,f nresent State 6 1 1 o o 1 o a 4Mode 2a --Mode 2b State6 1 0 0 0 1 0 1 State 7 1 0 7 T 7 Table I Table 1 illustrates the switch (Si -S7) states for the seven states described above, with a "0" representing an open switch and a "1" representing a closed switch.

States 1, 2, 3 are used in the main operational embodiment of Mode 1, while the states 4 and 5 are used in an alternative operational embodiment of Mode 1. States 2, 6 and 7 are used Mode 2a of the DMCP and states 2 and 6 (in each case with switch S7 closed) are used in Mode 2b of the DMCP. It follows that the switch network and controller do not need to implement all states 1 to 7, if only a subset of the described modes will be used in a particular implementation.

Figure 13 illustrates a similar DMCP 900 circuit as illustrated in Figure 4 except that the DMCP 900 also includes two comparators 910a, 910b for regulating the two output voltages.

It should be noted that DMCP 900 represents a closed-loop DMCP. Each of the comparators 91 Oa, 91 Ob compares their respective charge pump output voltages (Vout+, Voul-) with a respective threshold voitage (Vmin+, Vmin-) arid Outputs a respective charge signal CHCR1 and CHCR2. These charge signals CHCR1, CHCR2 are fed into the switch control module 1420 to control the switch array 1410 causing the DMCP to operate charging either the relevant reservoir capacitor. It either output voltage droops past its respective threshold, the charge pump is enabled; otherwise the charge pump is temporarily stopped. This reduces the power consumed in switching the switches, especially in conditions of light load.

This scheme allows output voltages up to �/-VDD/2. It should be further noted that in this configuration, the DMCP 900 may be used to generate higher voltages, but with a drop in efficiency. In this case, the reference voltages (Vmin+/Vmin-) can be adjusted to adjust the output voltages accordingly. The flying capacitor Cf is charged up to +VDD (via switches Si and S5) and then connected in parallel across either reservoir capacitor CR1 (via switches S2, S5) or CR2 (via switches S3, S6) to raise their voltages to the levels set by the reference voltages. Such an operation increases the ripple voltages on the reservoir capacitors CR1, CR2 but it also reduces switching losses. However, by scaling the reservoir capacitors CR1, CR2 relative to the charging capacitor Ct, the ripple voltages can be reduced.

Figure 14a is a block diagram of a second main embodiment of the Dual Mode Charge-Pump 1400. As with the previous embodiment there are two reservoir capacitors CR1 and CR2, a switch array 1410 controlled by a switch control module 1420 (which may be software or hardware implemented) However, there are now two flying capacitors Cf 1 and Cf2. DMCP 1400 again operates to produce outputs of �/-VDD/2 in a first mode and +/-VDD in a second mode. While this embodiment uses an extra flying capacitor, it has the advantage over the OMCP 400 with a single flying capacitor in that the output voltages Vout+/-now have improved cross-regulation characteristics.

Figure 14b shows a more detailed version of the circuit 1400 and, in particular, detail of the switch array 1410 is shown. The switch array 1410 comprises eight switches Si -S8 each controlled by corresponding control signal CS1 -CS8 from the switch control module 1420. The switches are arranged such that first switch Si is connected between the positive plate of the first flying capacitor Cf 1 and the input voltage source, the second switch S2 between the positive plate of the first flying capacitor Cf 1 and first output node N12, the third switch S3 between the positive plate of the flying capacitor and the positive plate of the second flying capacitor Cf2, the fourth switch S4 between the negative plate of the first flying capacitor Cf 1 and common terminal Ni 1, the fifth switch S5 between the negative plate of the first flying capacitor Cli and the positive plate of the second flying capacitor Cf2, the sixth switch S6 between the negative plate of the first flying capacitor Cf 1 and the negative plate of the second flying capacitor Cf2, the seventh switch between the negative plate of the second flying capacitor Cf2 and common terminal Nil and an eighth switch between the negative plate of the second flying capacitor Cf2 and second output terminal N13. It should be noted that the switches can be implemented in a number of different ways (for example, MOS transistor switches or MOS transmission gate switches) depending upon, for example, an integrated circuit's process technology or the input and output voltage requirements. Also shown in greater detail is the control module 1420 which comprises a mode select circuit 1430 for deciding which controller 1420a, 1420b or control program to use, thus determining which mode the DMCP operates in. Alternatively, the mode select circuit 1430 and the controllers l420a, 1420b can be implemented in a single circuit block (not illustrated).

The DMCP 1400, in one operational embodiment of its first mode, has three basic states of operation as shown below.

Figures 15a and l5b show the switch array 1410 operating in a first state, "state 1".

Referring to Figure 1 5a, switches Si, S5 and S7 are closed such that capacitors Cf 1 and Cf2 are connected in series with each other and in parallel with the input voltage +VDD (Nl0 & Ni 1). Therefore, capacitors Cf 1 and Cf2 share the input voltage +VDD that is applied across them. Figure 15b shows an equivalent circuit for this state 1 operation with voltage +VDD effectively applied across nodes N10 & Nil.

It is preferable, for applications that require symmetrical, but opposite polarity, output voltages, that the values of capacitors Cf 1 and Cf2 are of equal such that each capacitor changes voltage by an equal increment when connected in series across a voltage source. If both capacitors are initially discharged, or indeed previously charged to any equal voltages, they will end up each with a voltage equal to half the applied voltage source, in this case one half of the input voltage VOD.

Figures 16a and 16b show the switch array 1410 operating in a second state, "state 2" Referring to Figure 16a, switches S2, S4, S5 and SB are closed such that capacitors Cf 1 and CR1 and Cf2 and CR2 are respectively connected in parallel with each other. Therefore, the voltage across capacitor Cf 1 equalises with that across capacitor CR1 such that the voltages across capacitors Cf 1, CR1 equalise.

Over a plurality of state sequences, the voltages across capacitors Cf 1, CR1 will converge to a voltage VDD/2. Similarly, the voltages across capacitors Cf2 and CR2 will also equalise and eventually converge to VDD/2. Figure 1 6b shows equivalent circuits for this state 2 operation.

It should be noted that the value of reservoir capacitors CR1 and CR2 do not necessarily need to be the same as that of flying capacitors Cf 1 and Cf2. If capacitor CR1 and/or CR2 is much larger than capacitor Cf 1 and/or Cf2, they will require more state sequences to charge up to, or close to, VDD/2. The value of reservoir capacitors CR1, CR2 should be chosen depending upon expected load conditions and required operating frequency and output ripple tolerance.

As with all the charge pumps 100, 400, 900 described above, the presence of a significant load on the charge pump output terminals will result in a voltage droop in Vout+, Vout-away from �/-VDD/2. If the load is symmetric, that is there is equal current magnitude on both Vout+ and Vout-, then the symmetry of the system will result in both outputs drooping by the same amount.

However, if For example there is a significant load on Vout+ but no load or a light load on Vout-, then the voltage across capacitor CR1 will reduce, while that across CR2 will remain the same, or substantially the same. This will result in a reduction in the voltage across Cf 1 during state 2. As a result of this there will be a larger voltage across capacitor Cf2 at the end of state 1, which will then be applied to CR2 in state 2, while at the same time, capacitor Cf 1 will again be connected in series with capacitor CR1, but still having a smaller voltage across it, even initially.

Therefore, the output voltages Vout� and Vout-will both tend to droop negatively, that is to say, the common mode is not controlled.

To avoid this effect, a third state of operation is introduced.

Figures 17a and 17b show the switch array 1410 operating in this third state, state 3". Referring to Figure 1 7a, switches S3 and S6 are closed such that the two flying capacitors Cf 1 and Cf2 are connected in parallel with each other. Both capacitors Cf 1 and Cf2 become charged up to an equal voltage, despite any difference between of their previous voltages. In steady state this becomes approximately VDD/2. Figure 1 7b shows an equivalent circuit for the state 3 operation.

As mentioned in the previous embodiment, in states 2 and 3, the voltages across the various capacitors that are connected in parallel may not actually completely equalise in practice, particularly if the switching frequency is high relative to the DMCP's R-C time constant. Therefore, the same considerations as in the previous embodiment must be taken into account when considering capacitor sizes so that any reduction in the output voltage remains within acceptable bounds.

It should be appreciated that the open-loop sequencing of the above three states does not necessarily need to be observed. For example the state sequences could be: 1,2,3, 1,2,3... (as described above); or 1, 3,2, 1, 3,2...; or 1,2, 1,3, 1,2, 1, 3. It should also be apparent that it is not necessary that state 3 be used as often as the other two states, 1 and 2, for instance a sequence of 1, 2, 1, 2, 1, 2, 3, 1 can be envisaged. It may even be envisaged to dispense with state 3 altogether albeit only in the case of well-balanced loads, or with alternative schemes for common-mode stabilisation.

Other switching and sequencing scenarios exist. For example, in one alternative operational embodiment: State 1 could be replaced by another state, "state 4" whereby switches Si and S4 are closed (all other switches are open) or a fifth state, "state 5" where Si, S3 and S7 are closed. In these states either capacitor Cf 1 or Cf2 charges up to input voltage +VDD. A sixth state, "state 6", with S2 and S8 closed (all other switches open) or a seventh state, "state 7", with switches, or S2, S3 or SB closed would then operate such that the charged flying capacitor Cf 1 or Cf2 is connected across reservoir capacitors CR1 and CR2 (which, in this scenario, may be equal in capacitance). It should be noted that this particular example of an alternative switching and sequencing scenario has the drawback mat there is no common mode control and therefore such a switching and sequencing scenario would suffer from common mode drift. However, this common mode drift can be "reset" by altering the switching sequence at appropriate intervals during the normal" switching and sequencing cycle. These alterations can be predetermined, or initiated in response to observed conditions.

Figure 18 illustrates the non-overlapping control signals (CS1 -CS8) for controlling the switches (Si -S8) during the three states (1,2 and 3) of the main operational Mode 1 embodiment of this second main embodiment of the DMCP. As discussed above, this represents only one example out of many possibilities for the controlling sequence.

As before, this second main embodiment of the DMCP is operable in a second mode to obtain output signals at levels +/-VDD. When operating in Mode 2 this DMCP 1400 has two basic states of operation. In both cases switches S2 and S4 are permanently closed.

Figure 19a shows the first of these states "state 8", in which, switches Si, S3 and S7 are closed, as well as the permanently closed S2 and S4. This results in capacitors Cf 1, Cf2 and CR1 being connected in parallel across the input voltage +VDD, between nodes N1O & Nil (Cf 1 and CR1 are permanently connected in parallel in this mode). Therefore, the three capacitors Cf 1, Cf2, CR1 are allowed to charge up to +VDD. Figure 19b shows an equivalent circuit for this state 8 operation.

Figure 20a shows a circuit diagram for the second of these states, "state 2", which is also the second state of mode 1 operation. It can be seen that switches S2, S4, S5 and S8 are closed. Figure 20b shows an equivalent circuit for this state 2 operation. This state 2 is described in detail above. However in this case each flying capacitor Cf 1, Cf2 is charged up to +VDD after state 8, and therefore when the voltages across capacitors CR1 and CR2 equalise with their respective flying capacitor Cf 1, Cf2, outputs Vout and Vout-will sit at VDD ana VDD-respectively.

Figure 21 illustrates the non-overlapping control signals (CS1 -CS8) for controJling the switches (Si -S8) during Mode 2 of this second main embodiment of the DMCP 1400. Again, this represents only one example out of many possibilities for the controlling sequence.

Si S2 S3 54 S5 S6 S7 State 1 0 0 0 1 0 1 0 State2 0 1 0 1 1 0 0 1 State3 0 0 1 0 0 1 0 0 State4 1 0 0 1 0 0 0 0 State5 1 0 1 0 0 0 1 0 State6 0 1 0 0 0 0 0 1 State7 0 1 1 0 0 0 0 1 State 8 1 1 1 1 0 0 1 0 Table 2 -----ThI 9 Aitgh (c1-R-qtts for tha airiht thtpctht this satnnd----- . -, ..-main embodiment of the DMGP 1400 can operate in, with a "0" representing an open switch and a "1" representing a closed switch. States 1, 2 and 3 are used in the main operational embodiment of this DMCP 1410 in Mode 1, while the states 4, 5, 6 and 7 are used in an alternative operational embodiment of same basic mode.

States 2 and 8 are used Mode 2 of this DMCP 1410. It follows that the switch network and controller do not need to implement all states 1 to 8, if only a subset of the described modes will be used in a particular implementation.

Figure 22 illustrates a closed loop equivalent 1900 of this second main embodiment of the DMCP 1400 circuit, similar to DMCP 900. Again it is largely similar to the open loop DMCP 1400 but further includes two comparators 1910a, 1910b for regulating the two output voltages.

Each of the comparators 1910a, 1910b compares their respective charge pump output voltages (Vout�, Vout-) with a threshold voltage (Vmin+, Vmin-) and each respective comparator 1910a, 1910b outputs a respective charge signal CHCR1, CHCR2. These charge signals CHCR1, CHCR2 are fed into the switch control module 1420 to control the switch array 1410 causing the DMCP to operate charging either the relevant reservoir capacitor. If either output voltage droops past its respective threshold, the charge pump is enabled; otherwise the charge pump is temporarily stopped. This reduces the power consumed in switching the switches, especially in conditions of light load. It is apparent that, as both reservoir capacitors CR1, CR2 are charged in a single state (state 2), that there need only be a single charge signal CHCR which causes the DMCP to charge both reservoir capacitors CR1,CR2.

It should be further noted that in this Figure 22 configuration, the charge pump 1400 may be used to generate any required voltages, but with a drop in efficiency. In this case, the reference voltages (Vmin-i-/Vmin-) can be adjusted to adjust the output voltages accordingly. The flying capacitors Cf 1, Cf2 are charged up to �VDD and then each is connected in parallel across one of the reservoir capacitors CR1 or CR2 to raise their voltages to the levels set by the reference voltages. Such an operation increases the ripple voltages on the reservoir capacitors CR1, CR2 but it also reduces switching losses. However, by scaling the reservoir capacitors CR1, CR2 relative to the flying capacitors Cf 1, Cf2, the ripple voltages can be reduced.

Figure 23 illustrates a further embodiment of any of the novel Dual Mode Charge Pumps 400, 900 1400, 1900 described above, wherein one of a number of different input voltage values may be selected as an input voltage to the DMCP 400, 900 1400, 1900. It shows an input selector 1000 having a number of different voltage inputs (+Vin 1 to +Vin N), the actual input chosen being determined by control input Ic. The chosen voltage level then serves as the input voltage VDD for the Dual Mode charge pump 400, 900, 1400, 1900.

Figure 24a represents a typical application wherein dual rail supply voitages Vout+ and Vout-are generated by such a charge pump 400, 900, 1400, 1900 as herein described, the charge pump 400, 900, 1400, 1900 being supplied from a single rail supply voltage VDD for example. Alternatively, the charge pump 400, 900, 1400, 1900 may be supplied by multiple supply voltages as illustrated in Figure 23. Labels VDD, Vout+ etc. are to be interpreted in the description associated with Figs 24a, and 24b, to refer to either the respective terminals or the voltage at that terminal, according to context.

Referring to Figure 24a, the supply voltage VDD is illustrated as supplying processing circuitry 20. The input signal Si maybe an analogue signal or a digital signal. In the case where Si is an analogue signal then the processing circuitry 20 will be purely analogue type circuitry such as op-amps, multiplexers, gain blocks etc. In the case where Si is a digital signal and the output stage is analogue, then the processing circuitry 20 may be a mixture of digital and analogue circuitry where signal Si is fed, either directly or through some digital signal processing, into a DAC (not illustrated) and the output of the DAC is then fed into the analogue circuitry as mentioned above.

The processing circuitry 20 outputs a processed signal S2 that in this particular embodiment is an analogue signal that is passed into a level shifter 30 that may be implemented by a DC-blocking capacitor for example. An output amplifier 40 is powered by the dual rail supply voltages Vout+ and Vout-generated by the charge pump 400, 900, 1400, 1900, and may, in particular embodiments, be at levels +1-VDD/2 or +/-VDD depending on the charge pumps 400, 900, 1400, 1900 mode of operation. The mode of operation of charge pump 400, 900, 1400, 1900 is determined by control signal Cnl. Mode 1 may be used to drive a low impedance load such as headphones while Mode 2 may be used to drive a high impedance load such as a line output. Mode selection may be carried out manually such as by a volume setting level or code, for example, or alternatively by automatically sensing the output impedance or output current supply or even jack socket versus docking station operation in the case of a portable audio device. In the case of using the volume control to "Mode select", setting the charge pump to Mode 2 should the volume be set high will under normal circumstances cause the output supply voltages to collapse due to the fact that the load's power requirements are greater than that which the charge pump 400, 900, 1400, 1900 has been designed for. Nevertheless, safeguards (for example, to protect against ear damage as a result of dangerously high volumes), in the form of extra circuitry (not illustrated), can be put in place to monitor for such a situation so as to disable the charge pump 400, 900, 1400, 1900 or another part(s) of the circuitry.

The input signal Si, if analogue, and analogue signals in the processing circuitry 20, will normally be referenced midway between ground potential and VDD, whereas the level shifted signal S2' is referenced about ground, as required by the output amplifier operating from the split rail supply Vout+, Vout-.

The level shifted signal S2' is fed into the output amplifier 40 which outputs an amplified output signal S3 which is fed into a ground referenced load in the form of signal transducer 50. In the case where the output amplifier 40 is a switching (Class D or PWM) amplifier, or a 1-bit digital (sigma-delta) type output stage, the signals Si, 52 may be digital in form right through to input to output, or may begin in analogue form and be converted to digital form in the processing circuit 20.

Figure 24b illustrates a more specific application of the arrangement of Figure 24a: the charge pump 400, 900, 1400, 1900 and supply connections have been omitted for clarity. The application in this example is a stereo amplifier in which the load is a stereo headphone 51. The signal processing elements of the amplifier are duplicated to process left and right channel signal, as indicated by the suffixes L' and R' on their reference signs. The supply voltages Vout+ & Vout-can be shared by both channels, although independent supplies for different channels would be possible if the application demands it. One area of application is in portable audio apparatus such as MP3 players for example where the split rail supply allows a DC-coupled output, which is desirable to maintain the bass response without having to use large decoupling capacitors.

Other possible application areas where the ability to generate a split rail supply include: (1) voltage supplies for circuits handling analogue composite video signals, where a ground-referenced DC-coupled output signal can avoid black-level droop; and (2) line drivers for data links or modems such as ADSL where a ground-referenced DC-coupled output signal can reduce baseline wander effects.

For cost and size reasons, it is important to be able to integrate the functions of an MP3 player, mobile phone or any other application into a small number of integrated circuits. Therefore it is advantageous to integrate the circuitry for supply voltage generation, in this case the charge pump 400, 900, 1400, 1900, together with the functional circuitry 20, 30, 40 etc.. Generally speaking, the charge pump 400, 900, 1400, 1900 includes a capacitor which cannot realistically be integrated and has to be located off-chip, with consequences for chip-pin-count and overall circuit size. Since many circuits require supplies of dual polarity (split rail supplies), this has prompted the development of voltage generation circuits that are capable of generating two (or more) output voltage supplies using a single capacitor, rather than a capacitor per required output voltage. -Many other modifications in the control scheme, the form of the controller and even specifics of the switch network may be varied. The skilled reader will appreciate that the above and other modifications and additions are possible to these circuits, without departing from the spirit and scope of the invention as defined in the appended claims. Accordingly, the above described embodiments are presented to illustrate rather than limit the scope of the invention. For interpreting this specification and claims, the reader should note that the word "comprising" does not exclude the presence of elements or steps other than those listed in a claim, the singular article "a" or "an" does not exclude a plurality, and a single element may fulfil the functions of several elements recited in the claims. Any reference signs in the claims shall not be construed so as to limit their scope.

Where a claim recites that elements are "connected" or are "for connecting", this is not to be interpreted as requiring direct connection to the exclusion of any other element, but rather connection sufficient to enable those elements to function as described. The skilled reader will appreciate that a good, practical design might include many auxiliary components not mentioned here, performing, for example, start-up and shutdown functions, sensing functions, fault protection or the like, some of which have been mentioned already, and none of which detract from the basic functions characteristic of the invention in its various embodiments described above in the claims.

Labels Vout+, Vout-and VDD etc. are to be interpreted in throughout the above description to refer to either the respective terminals or the voltage at that terminal, according to context.

In addition to variations and modifications within the charge pump circuit itself, the invention encompasses all manner of apparatuses and systems incorporating the charge pump, besides the headphone amplifier application illustrated in Figure 2.

The circuit may be used to power output stages of all manner of apparatus, -including communications apparatus, where the output stage may drive an antenna or transmission line, an electro-optical transducer (light emitting device) or an electromechanical transducer.

Claims (21)

1. Claims 1. A charge-pump circuit for providing a plurality of output voltages, said circuit comprising: -an input terminal and a common terminal for connection to an input voltage, -first and second output terminals for outputting said plurality of output voltages, said first and second output terminals being, in use, connected to said common terminal via respective first and second loads and also via respective first and second reservoir capacitors, -at least first and second flying capacitor terminals for connection to at least one flying capacitor, -a network of switches that is operable in a plurality of different states for interconnecting said terminals, and -a controller for operating said network of switches in a sequence of said different states, wherein said controller is operable in first and second modes, the first of said modes generating positive and negative output voltages each of a magnitude up to substantially a fraction of said input voltage.
2. 2. A circuit as claimed in claim 1 wherein the second of said modes generates positive and negative output voltages each up to substantially said input voltage.
3. 3. A circuit as claimed in claim 1 or 2 comprising a plurality of flying capacitor terminals for connection to n flying capacitors, and wherein said fraction of said input voltage equals 1/(n�1), where n is an integer equal to or greater than one.
4. 4. A circuit as claimed in claim 3 wherein n=1 and said fraction of said input voltage is substantially a half.
5. 5. A circuit as claimed in claim 3 wherein n>1 and said fraction of said input voltage is substantially 1/(n+1).
6. 6. A circuit as claimed in claim 5 wherein said circuit is able to generate output voltages of magnitudes at different fractions of said input voltage.
7. 7. A circuit as claimed in claim 6 wherein said different fractions of said input voltage include the inverse of some or all of each integer between 2 and (n+1)
8. 8. A circuit as claimed in any preceding claim wherein the switch network is operable in at least: -a first state, in which said first and second flying capacitor terminals are connected to said input terminal and said first output terminal respectively, -a second state in which the first and second flying capacitor terminals are connected to said common terminal and said second output terminal respectively, and -a sixth state in which said first flying capacitor terminal is connected to both said input terminal and said first output terminal and said second flying capacitor terminal is connected to said common terminal.
9. 9. A circuit as claimed in claim 8 wherein, instead of in addition to said first state, said switch network is further operable in at least a fourth state, in which said first and second flying capacitor terminals are connected to said input terminal and said common terminal respectively, and a fifth state, in which the first and second flying capacitor terminals are connected to said first output terminal and said second output terminal respectively.
10. 10. A circuit as claimed in claim 8 or 9 wherein said controller is adapted in the first mode to operate said switches in a sequence which interleaves repetitions of at least said first and second states, the first state being effective to divide said input voltage between the flying capacitor and first reservoir capacitor in series, the second state being effective to apply the flying capacitors portion of said divided voltage across the second reservoir capacitor.
11. 11. A circuit as claimed in claim 10 wherein said controller is adapted in the first mode to include in said sequence repetitions a third state in which said first and second flying capacitor terminals are connected to said first output terminal and said common terminal respectively, the third state being effective to apply the flying capacitor's portion of said divided voltage across the first reservoir capacitor.
12. 12. A circuit as claimed in claim 9 wherein said controller is adapted in a first mode to operate said switches in a sequence which interleaves repetitions of said fourth and fifth states, the fourth state being effective to charge up said flying capacitor to said input voltage, the fifth state being effective to divide the voltage on said flying capacitor between the first reservoir capacitor and second reservoir capacitor in series.
13. 13. A circuit as claimed in any of claims 8 to 12 wherein said controller is adapted in the second mode to operate said switches in a sequence which interleaves repetitions of at least said second and sixth states, the sixth state being effective to charge the flying capacitor and said first reservoir capacitor substantially to said input voltage, the second state being effective to transfer said voltage from the flying capacitor to the second reservoir capacitor..
14. 14. A circuit as claimed in any claim 13 wherein said controller is adapted in the second mode to include in said sequence repetitions a seventh state, in which said first flying capacitor terminal is connected to said input terminal only and said second flyinQ capacitor terminal is connected to said common terminal, said seventh state being effective to charge the flying capacitor independent of either reservoir capacitor.
15. 15. A circuit as claimed in any preceding claim wherein said network includes a switch which is used in the second mode to connect the input terminal to the first output terminal independently of said first flying capacitor terminal.
16. 16. A circuit as claimed in claim 15 wherein said switch is always closed when said circuit is operating in a particular implementation of said second mode, thus ensuring that said first reservoir capacitor is always connected between said input terminal and said common terminal when operating in this particular implementation.
17. 17. A circuit as claimed in claim 8, wherein said controller is operable to implement the second mode of operation either in the variant claimed in claim 13, the variant claimed in claim 14 or in the variant claimed in claim 16, according to a selection signal.
18. 18. A circuit as claimed in any of claims 1 to 17 wherein said switch network is operable to connect said first flying capacitor terminal independently to any of said input terminal, said first output terminal and said common terminal.
19. 19. A circuit as claimed in any of claims 1 to 18 wherein said switch network is operable to connect said second flying capacitor terminal independently to any of said first output terminal, said common terminal and said second output terminal.
20. 20. A circuit as claimed in any of claims 1 to 19 wherein said switch network comprises: -a first switch (Si) for connecting the input terminal to the first fly capacitor terminal, -a second switch (S2) for connecting the first fly capacitor terminal to the first output terminal, -a third switch (S3) for connecting the first fly capacitor terminal to said common terminal, -a fourth switch (S4) for connecting the second fly capacitor terminal to said first output terminal, -a fifth switch (S5) for connecting the second fly capacitor terminal to said common terminal, and -a sixth switch (S6) for connecting the second fly capacitor terminal to the second output terminal.
21. 21. A circuit as claimed in claim 1 or 2 further comprising third and fourth flying capacitor terminals for connection to a second flying capacitor.22 A circuit as claimed in claim 21 wherein said fraction is substantially a half.23. A circuit as claimed in claim 21 wherein said switch network is operable in at least: -a eighth state, in which said first and fourth flying capacitor terminals are connected to said input terminal and said common terminal respectively while said second and third flying capacitor terminals are connected together, -a ninth state in which the first and second flying capacitor terminals are connected to either said first output terminal and said common terminal respectively or to said common terminal and said second output terminal respectively, -an tenth state in which the third and fourth flying capacitor terminals are connected to either said first output terminal and said common terminal respectively or to said common terminal and said second output terminal respectively and a sixteenth state in which said first and third flying capacitor terminals are connected to said input terminal and said second and fourth flying capacitor terminals are connected to said common terminal, 24. A circuit as claimed in claim 23 wherein, either instead of or in addition to said eighth state, said switch network is further operable in at least a twelfth state, in which said first and second flying capacitor terminals are connected to said input terminal and said common terminal respectively, and a fourteenth state, in which the first and second flying capacitor terminals are connected to said first output terminal and said second output terminal respectively.25. A circuit as claimed in claim 23 or 24 wherein, either instead of or in addition to said eighth state, said switch network is further operable in at least a thirteenth state, in which said third and fourth flying capacitor terminals are connected to said input terminal and said common terminal respectively, and a fifteenth state, in which the third and fourth flying capacitor terminals are connected to said first output terminal and said second output terminal respectively.26. A circuit as claimed in claim 23. 24 or 25 wherein said controller is adapted in the first mode to operate said switches in a sequence which interleaves repetitions of said eighth, ninth and tenth states, the eighth state being effective to divide said input voltage between the first and second flying capacitors in series, the ninth and tenth states being effective to apply each flying capacitor's portion of said divided voltage across a respective one of said reservoir capacitors.27. A circuit as claimed in claim 26 wherein said sequence of sates is such that said ninth and tenth states exist simultaneously, so as to connected one of said flying capacitors across the first reservoir capacitor and the other of said flying capacitors across the second reservoir capacitor.28. A circuit as claimed in claim 27 wherein in said ninth state, the first and second flying capacitor terminals are connected to said first output terminal and said common terminal respectively while in said tenth state the third and fourth flying capacitor terminals are connected to either said common terminal and said second output terminal respectively.29. A circuit as claimed in any of claims 26 to 28 wherein said switch network is further operable in a eleventh state in which said first and second flying capacitor terminals are connected to said third and fourth flying capacitor terminals -respectively, and said controller is adapted to include repetitions of said eleventh state within the sequence.30. A circuit as claimed in claim 29 wherein said controller is adapted to include said eleventh state less frequently than the eighth ninth, and tenth states.31. A circuit as claimed in claim 24 wherein said controller is adapted in a first mode to operate said switches in a sequence which interleaves repetitions of said twelfth and fourteenth states, the twelfth state being effective to charge up said first flying capacitor to said input voltage, the twelfth state being effective to divide the voltage on said first flying capacitor between the first reservoir capacitor and second reservoir capacitor in series.32 A circuit as claimed in claim 25 wherein said controller is adapted in a first mode to operate said switches in a sequence which interleaves repetitions of said thirteenth and fifteenth states, the thirteenth state being effective to charge up said second flying capacitor to said input voltage, the fifteenth state being effective to divide the voltage on said second flying capacitor between the first reservoir capacitor and second reservoir capacitor in series.33. A circuit as claimed in any of claims 23 to 32 wherein said controller is adapted in the second mode to operate said switches in a sequence which interleaves repetitions of at least said second, third and sixteenth states, the sixteenth state being effective to charge the first and second flying capacitor and the first reservoir capacitor substantially to said input voltage, the second and tenth states being effective to apply each flying capacitor's voltage across a respective one of said reservoir capacitors.34. A circuit as claimed in any of claims 21 to 33 wherein said switch network is operable to connect said first flying capacitor terminal independently to any of said input terminal, said first output terminal and said third flying capacitor terminal.35. A circuit as claimed in any of claim 21 to 34 wherein said switch network is operable to connect said second flying capacitor terminal independently to any of said common terminal, said third flying capacitor terminal and said second output terminal.36. A circuit as claimed in any of claims 21 to 35 wherein said switch network is operable to connect said third flying capacitor terminal independently to any of said input terminal, said common terminal, and said second flying capacitor terminal.37. A circuit as claimed in any of claims 21 to 36 wherein said switch network is operable to connect said fourth flying capacitor terminal independently to any of said common terminal, said second flying capacitor terminal and said second output terminal.38. A circuit as claimed in any claim 21 to 37 wherein said switch network comprises the following switches operable by said controller: -a first switch for connecting the input terminal to the first flying capacitor terminal, -a second switch for connecting the first flying capacitor terminal to the first output terminal, -a third switch for connecting the first flying capacitor terminal to said third flying capacitor terminal, -a fourth switch for connecting the second flying capacitor terminal to said common terminal, -a fifth switch for connecting the second flying capacitor terminal to said third flying capacitor terminal, -a sixth switch for connecting the second flying capacitor terminal to the fourth flying capacitor terminal, -a seventh switch for connecting the fourth flying capacitor terminal to the common terminal, and -an eighth switch for connecting the fourth flying capacitor terminal to the second output terminal.34. A circuit as claimed in any preceding claim wherein said controller is adapted to vary any sequence of states according to load conditions.35 A circuit as claimed in 34 wherein charge pump circuit is arranged to operate in a closed loop configuration.36 A circuit as claimed in claim 34 or 35 operable such that said first reservoir capacitor is charged only when the voltage at said first output terminal falls below a first threshold value and said second reservoir capacitor is charged only when the voltage at said second output terminal falls below a second threshold value.37. A circuit as claimed in any of claims 34 to 36 wherein said variation in the sequence of states includes lowering the frequency of inclusion of the second state should the load be asymmetrical.38. A circuit as claimed in any preceding claim in combination with an amplifier circuit arranged to be powered by said charge pump circuit and having a signal output for connection to a load, wherein said controller is responsive to an output level demand signal to alter the range of signals generated at the signal output by selecting the first mode or the second mode of the charge pump for a given input supply voltage.39. A circuit as claimed in claim 38 adapted such that, when said amplifier circuit is driving a headphone, the charge pump circuit operates in said first mode, and when said amplifier circuit is driving a line input the charge pump operates in said second mode.40. A circuit as claimed in claim 39 further comprising means for limiting current at said signal output when operating in said second mode.41. A circuit as claimed in claim 38, 39 or 40 wherein said controller is arranged to derive said output level demand signal by reference to a volume setting input of the amplifier, the first mode being selected when said volume is at a maximum.42 A method of generating a split-rail voltage supply from a single input supply received across an input terminal and a common terminal, the split-rail supply being output at first and second output terminals connected to said common terminal via respective first and second loads and also via respective first and second reservoir capacitors, the method comprising connecting at least one flying capacitor between different ones of said terminals in a sequence of states, so as to transfer packets of charge repeatedly from said input supply to said reservoir capacitors directly or via said at least one flying capacitor and thereby to generate said split rail supply with positive and negative output voltages either together spanning a voltage each ol a magnitude up to substantially a fraction of said input supply, and centred on the voltage at the common terminal, or positive and negative output voltages each up to substantially said input supply, depending on a chosen mode of operation.43 A method as claimed in claim 42 wherein n flying capacitors are used for said transfer of packets of charge, and wherein said fraction of said input supply equals 1/(n+1), where n is an integer equal to or greater than one..44 A method as claimed in claim 43 wherein n=1 and said fraction of said input voltage is substantially a half.45 A method as claimed in claim 43 wherein n>.1 and said fraction of said input voltage is substantially 1/(n+1).46 A method as claimed in claim 45 wherein said circuit is able to generate output voltages of magnitudes at different fractions of said input voltage.47. A method as claimed in claim 46 wherein said different fractions of said input voltage include the inverse of some or all of each integer between 2 and (n+1) 48 A method according to any of claims 42 to 47 further comprising steps to operate a circuit to perform as described in claims 1 to 41 49. An audio apparatus including a charge pump circuit as claimed in any of claims 1 to 41 and audio output circuitry connected to be powered by the first and second output voltages of said converter.50. Audio apparatus as claimed in claim 49 in portable form.51. A communications apparatus incorporating audio apparatus according to claim 49 or 50.52. An in-car audio apparatus incorporating audio apparatus according to claim 49.53. A headphone apparatus incorporating audio apparatus according to claim 49, 50, 51 or 52.54. A stereo headphone apparatus incorporating audio apparatus according to claim 49, 50, 51 or 52.56. An audio apparatus according to any of claims 49 to 55 further including an audio output transducer connected as a load connected to an output terminal of said audio output circuitry