Protection of switched capacitor power converter

Information

  • Patent Grant
  • 11901817
  • Patent Number
    11,901,817
  • Date Filed
    Friday, July 7, 2023
    a year ago
  • Date Issued
    Tuesday, February 13, 2024
    10 months ago
Abstract
Transient or fault conditions for a switched capacitor power converter are detected by measuring one or more of internal voltages and/or currents associated with switching elements (e.g., transistors) or phase nodes, or voltages or currents at terminals of the converter, and based on these measurements detect that a condition has occurred when the measurements deviate from a predetermined range. Upon detection of the condition fault control circuitry alters operation of the converter, for example, by using a high voltage switch to electrically disconnect at least some of the switching elements from one or more terminals of the converter, or by altering timing characteristics of the phase signals.
Description
BACKGROUND

This invention relates to protection of switched capacitor power converters.


Various configurations of switched capacitor power conversion circuits provide voltage conversion (i.e., step up, step down, or bidirectional) between a high side voltage and a low side voltage through controlled transfers of charge between capacitors in the circuit. A Dickson charge pump is an example of such a conversion circuit. Control of the charge transfer between the capacitors generally makes use of circuit elements that act as “switches,” for example, diodes or FET transistors.


Some configurations of switch elements and capacitors limit the typical maximum voltage across the switch elements in normal operation. Such limited voltages permit use of switch elements that do not necessarily have to accommodate the full high side voltage or the difference between the high side and the low side voltages, thereby permitting use “low voltage” elements. For example, in a conventional Dickson charge pump performing a conversion between 20 volts and 5 volts in 4 stages, switch elements typically experience a maximum of 10 volts in operation and therefore require a rating (e.g., breakdown voltage rating) of 10 volts.


Charge pumps step up or step down an input voltage by storing a fraction of the input voltage across each capacitor. As the magnitude of the voltage conversion increases, the number of capacitors required increases. Switches on both terminals of each capacitor are necessary to perform the charge transfer, as well as configure the charge pump to provide a desired voltage conversion ratio.



FIGS. 1A-1B show two charge pumps. The first in FIG. 1A is a 1:3 step-down configuration and the second in FIG. 1B is a 3:1 step-up configuration. The voltage labels on each node have two values, one for each stage of operation: voltage value during stage 1/voltage value during stage 2. Each switch needs to be turned on and off in a non-overlapping manner during stage 1 or stage 2. For either the step-up or step-down, the node labeled VX is the lowest charge pump voltage level: VX is typically the output of a step-down, and conversely the input of a step-up. VX also sets the unit voltage drop across each switch when the switch is off: the switches at the bottom of the capacitors each see a maximum voltage drop of VX, while the switches at the top of each capacitor see a maximum voltage drop of 2VX. This means that the transistors selected as switches at the top of the capacitors require a drain-to-source breakdown voltage (BVDSS) above 2VX to avoid damage. In general the higher the BVDSS of a MOS transistor, the larger the transistor area and capacitances for a given on-resistance which increases die cost and switching power loss. Therefore, it is desirable to use a transistor whose BVDSS is close to the maximum voltage drop the transistor needs to support.



FIG. 2 shows an interleaved version of the step-down charge pump in FIG. 1A where the switches at the top of each capacitor now see a maximum voltage drop of only VX. It should be noted that the FIG. 2 interleaved topology may reduce the maximum voltage drop seen across each switch, as simply cascoding each of the top switches (or using two series-connected transistors per top switch), although other approaches may also achieves this purpose. For most CMOS processes, the efficiency and die area gains from using the same low BVDSS transistors are still advantageous enough to justify the higher transistor count and complexity. The complexity arises from having to control and operate these low-voltage transistors at various common-mode voltage multiples of VX. Referring to FIG. 2 as an example, the switch that connects the top-most capacitor to VIN at 6V can be a 3.3V transistor since the transistor sees 2V differentially across its drain-to-source terminals when not conducting, despite the absolute voltage levels at the transistor drain and source terminals (4V or 6V depending on the stage of operation; 4V being the common-mode voltage level for this switch) exceeding 3.3V. This is because BVDSS is a differential voltage constraint across the transistor drain-to-source terminal, rather than an absolute constraint at each of the transistor terminals. Although the drain and source terminals each have an absolute breakdown voltage to the silicon substrate, these absolute breakdown voltages are typically much higher than BVDSS and therefore allow the transistor to be operated at a common-mode voltage level above BVDSS.


In addition to BVDSS, another differential voltage constraint for a MOS transistor is the maximum gate-to-source voltage (VGSmax) which is determined by the gate-oxide breakdown voltage. Modern CMOS processes with small geometries and low-voltage transistors require thinner gate oxides to maintain performance, which results in lower VGSmax ratings as well. This further complicates the design of a high voltage conversion ratio charge pump using low-voltage transistor switches, since care must be taken to avoid exceeding both gate-to-source and drain-to-source voltage constraints during switch operation.


Commonly available low-voltage transistor flavors such as the 1.8V, 3.3V and occasionally 5V transistors, usually specify a VGSmax rating equal to the maximum operating drain-to-source voltage rating, VDSmax, where VDSmax<BVDSS. For applications where the minimum VX voltage in the operating range is sufficiently above the transistor threshold voltage, it becomes practical and convenient to use the same VX voltage level for the transistor gate drivers, instead of generating separate internal supply rails for this purpose. This is due to the fact that a VX-level voltage is already generated and supported between each non-switching node (e.g. VIN, VX, 4V node between the capacitors in FIG. 2) in the interleaved charge pump, inherent to the charge pump operation itself. Therefore, the gate driver for each transistor can be levelshifted to the common-mode voltage level of that transistor, use the same low-voltage transistors, and drive the transistor gate-to-source voltage between 0V and VX, as shown in FIG. 3. The nth section of an interleaved charge pump showing a pair of switches at the top of a capacitor, where n is an integer. An equivalent transistor-level representation is shown on the right with the gate drivers used to turn the transistors on and off. The transistors and the gate driver circuitry see a maximum of a VX voltage across them. The high-side switch shown is a PMOS transistor, but can also be an NMOS if its gate driver was bootstrapped between the capacitor node shown and an adjacent capacitor node that switches between Vn+1 and Vn+2


Charge-pumps step-down or step up an input voltage by storing a portion or multiples of the input voltage across capacitors. As the magnitude of the transformation increases, the number of capacitors used increases. Each capacitor helps create a unique intermediate voltage during part of the operating cycle. The switches used to re-arrange the capacitors into different configurations need to be powered by some energy source.


In FIGS. 4A-B, a series-parallel and a Dickson charge pump in a 1:5 (step-down) configuration (or 5:1—step-up—if the power flow is reversed) are shown. The voltage labels on each node have two values: the first is the voltage value during stage 1 of operation; the second is the voltage value during stage 2 of operation.


In a Dickson charge-pump, each stage sees only a small fraction of the total voltage at the high voltage side of the charge-pump. This allows for using lower voltage rated devices and improves efficiency. However, if the high-voltage side should suddenly step up rapidly, it is possible for the low-voltage switches to experience temporary over-voltage stress that can result in damage.


In general, it is important to protect the switch elements from being exposed to voltages in excess of their breakdown voltages to prevent damage to the conversion circuit or faulty operation of the circuit.


SUMMARY

In one aspect, in general, transient or fault conditions for a switched capacitor power converter are detected by measuring one or more of internal voltages and/or currents associated with switching elements (e.g., transistors) or phase nodes, or voltages or currents at terminals of the converter, and based on these measurements detect that a condition has occurred when the measurements deviate from a predetermined range. Upon detection of the condition fault control circuitry alters operation of the converter, for example, by using a high voltage switch to electrically disconnect at least some of the switching elements from one or more terminals of the converter, or by altering timing characteristics of the phase signals.


In another aspect, in general, in the event that a capacitor is accidentally shorted to the next stage, across itself, or to ground (such as its bottom plate to ground), an over-voltage and under-voltage protection can be implemented. Each capacitor in the charge-pump is monitored to see if it is within an acceptable range given the charge-pump ratio. For example, if the output of the charge-pump should be 2V, than the capacitor closest to the output should also be approximately 2V. In adiabatic charging, the capacitor voltage can vary quite a bit during each cycle, so there needs to be sufficient margin in the over and under voltage protection to account for normal voltage variation.


In another aspect, in general, a switched capacitor power converter has a first terminal for coupling to a first external circuit at substantially a high voltage, and a second terminal for coupling to a second external circuit at substantially a low voltage lower than the high voltage. In operation of the power converter, charge passes on a charge transfer path between the first terminal and the second terminal. The converter includes a plurality of semiconductor switch elements. These switch elements include a first set of switch elements on the charge transfer path between the first terminal and the second terminal, wherein no switch element in the first set of switch elements is connected in series with either the first terminal or the second terminal to carry substantially all the current passing through said terminal, and wherein each switch element in the first set of switch elements is configured to form a controllable charge transfer path between a corresponding subset of a plurality of capacitors. The switch elements also include a second set of switch elements configured to form electrical connection of at least some of the capacitors to alternating reference voltages. The plurality of switch elements is configured to form said interconnections in successive states in operation. The converter further includes measurement circuitry configured to measure a voltage and/or a current characteristic of one or more switch elements of the first set of switch elements or the second set of switch elements, and fault control circuitry coupled to the measurement circuitry configured to alter operation of the power converter upon detection of a condition determined when the measured characteristics of the switch elements deviate from a predetermined range of said characteristics.


Aspects can include one or more of the following features.


The plurality of switch elements further includes a third set of switch elements on the charge transfer path between the first terminal and the second terminal connected in series with either the first terminal or the second terminal.


The second set of switch elements include switch elements that form electrical connection of at least some of the capacitors to the low voltage terminal during some states of operation (e.g., at “phase nodes” of the converter).


The stages of operation comprise a repeated sequence of clocked stages.


The converter further comprises the plurality of capacitors, with each capacitor having a terminal coupled to a terminal of at least one switch element of the plurality of switch elements. In some examples, the capacitors and switch elements are integrated in a monolithic device.


The converter comprises a Dickson charge pump.


The voltage and/or current characteristics of the one or more switch elements belong to a group consisting of:

    • a voltage across terminals of a switch element of the first set of switch elements;
    • a current through a switch element of the first set of switch elements;
    • a voltage at a junction between a switch element of the first set of switch elements and a capacitor of the plurality of capacitors;
    • a voltage across terminals of a capacitor of the plurality of capacitors coupled to the switch element;
    • a voltage at a junction between a switch element of the second set of switch elements and a capacitor of the plurality of capacitors; and
    • a current through a switch element of the first set of switch elements.


The voltage and/or current characteristic of the switch element comprises a voltage across terminals of the switch element.


The voltage and/or current characteristic of the switch element comprises a current through the switch element.


The voltage and/or current characteristic of the switch element comprises a voltage at a terminal of the switch element.


The voltage and/or current characteristic of the switch element comprises a voltage across terminals of a capacitor of the plurality of capacitors coupled to the switch element.


The switch elements of the second set of switch elements form a phase generator, and wherein the voltage and/or current characteristic of the switch element comprises a voltage and/or current supplied by the phase generator.


Each of the semiconductor switch elements comprises a FET transistor for coupling at least two of the capacitors.


At least some of the semiconductor switch elements comprise a network of multiple FET transistors.


At least some of the switch elements of the first set of switch elements or the second set of switch elements have a maximum voltage rating less than the high voltage.


At least some of the switch elements of the first set of switch elements or the second set of switch elements have a maximum voltage rating less than the difference between the high voltage and the low voltage.


At least some of the switch elements of the first set of switch elements or the second set of switch elements have a maximum voltage rating no greater than a fraction 1/N, N>1, of the difference between the high voltage and the low voltage.


The fault control circuitry comprises one or more switches each having maximum voltage rating greater than the voltage rating of at least some of the plurality of switches, the one or more switches being configured to electrically disconnecting or limit current flow through at least some switch elements of the plurality of switch elements. In some examples, the one or more switches comprise a switch coupled directly to the first terminal. In some examples, the one or more switches comprise a switch coupled between two switch elements of the plurality of switch elements.


The fault control circuitry is configured to modify the characteristics of the phases upon detection of the condition. In some examples, the characteristics of the phases belong to a group consisting of:

    • a duty cycle of clocked phases;
    • a clocking frequency of the phases; and
    • a skipping of one or more clock cycles of clocked phases.





DESCRIPTION OF DRAWINGS


FIGS. 1A and 1B are schematics of a 1:3 voltage conversion ratio (step-down) charge pump a 3:1 voltage conversion ratio (step-up) charge pump, respectively.



FIG. 2 is a schematic of an interleaved version of the step-down charge pump in FIG. 1A.



FIG. 3 is a schematic of a transistor-level representation of a pair of switches.



FIGS. 4A-B are schematics of a series-parallel and a Dickson charge pump, respectively.



FIG. 5 is a schematics of fault indicator circuit.



FIG. 6 is a schematic of charge pump with a fault detection circuit.



FIG. 7 is a schematic of charge pump with cascoded switches.



FIG. 8 is a schematic of charge pump with cascoded switches and detection circuitry.



FIG. 9 is a schematic of a charge pump with input control.



FIG. 10 is a schematic of a charge pump with input disconnect.



FIGS. 11A-B are schematics of high-side and low-side switches for a step-down and a step-up, respectively.



FIGS. 12A-B are schematics of current sensing circuits.



FIG. 13 is a schematic of a fault detector with a charge pump as shown in FIG. 1A.



FIGS. 14-15 are schematics to current sensing and comparator circuits suitable for use in the circuit of FIG. 13.



FIG. 16 is a schematic including a step-down charge pump with fault detection circuitry.



FIGS. 17-20 are a schematics each including a missing or open terminal fault detector.





DESCRIPTION
1 Overview

A number of related approaches are described below for detection of faults (or potential faults or potential failures, exceeding device ratings, etc.) of switched capacitor power converters and/or circuitry coupled to such converters (e.g., load circuitry), and in some cases approaches for controlling operation of converters after detection of such faults, for example, to avoid failure within and external to the charge pump. These faults or failures may occur in operation, or in a shut-down (i.e., not actively operating as a power converter) but powered state. Note that the approaches described below may be used independently, and in general, may be used together in various combinations. Furthermore, it should be understood that although approaches described below may be illustrated in the context of a particular type of converter (e.g., a series/parallel or a Dickson), at least some of the approaches are applicable to a much wider range of converters.


A number of the approaches described below differ according to what is measured, and according to how the fault or failure is mitigated. Measurements can include one or more of

    • voltage across the source and drain of a switching transistor
    • current through a switching transistor;
    • voltage at a terminal of a capacitor of the converter (e.g., at the terminal of a device to which an external capacitor is attached, at a terminal of a switching transistor is attached, etc.)
    • voltage and/or current at the high voltage or low voltage terminal of the converter
    • voltage and/or current at the output of a phase node, or at a terminal of a capacitor attached to a phase node


Approaches to mitigating the fault or failure can include one or more of:

    • Suspending operation of the converter (e.g., suspending the clocked operation);
    • Modifying the clocking of the converter without suspending operation, for example, by increasing or slowing the clocking rate, changing the duty cycle, etc. to permit voltage equilibration within the converter, inhibiting all switching;
    • Restarting the converter (e.g., executing a startup operation sequence);
    • Controlling a high-voltage switch (transistor) at the high-voltage terminal of the converter, for example, to limit current flow through the converter (e.g., by opening the switch to stop current flow, or putting the switch in a constant current mode);
    • Decoupling the electrical path(s) through the converter with one or more switches (e.g., high-voltage switches), which may be on internal paths in the converter;
    • Generating a logic fault indicator that causes a pin transition or external interrupt signal so that the user is notified and can take corrective action (e.g. reducing the external load, suspending converter operation)
    • Changing the logic state of one or more bits in an internal register, according to the type of fault(s) detected, to assist the user in debugging the faults when the contents of this internal register are read back


In the discussion below, FET transistors are used as examples of semiconductor switch elements. Other types of devices (e.g., other types of transistors), and networks of multiple devices (e.g., series and/or parallel connections of transistors) can be used to form such switches.


Note that in some implementations, the converter may include a number of parallel converters operating out of phase with one another (e.g, two parallel converters 180 degrees out of phase, three converters 120 degrees out of phase with overlapping phases, etc.), and the detection and mitigation approaches may be performed independently for each phase, or can be coordinated. For example, during a recovery/restart of one of the parallel converters, the other converters may be reconfigured to operate in a manner to provide uninterrupted power conversion (e.g., by suitably adjusting their relative phase, over clocking rate, etc.).


2 Over/Under Voltage Sensing at Terminals

As introduced above, one approach generally uses sensed voltages at the terminals of the converter to detect over- or under-voltage conditions. In a number of embodiments, the charge pump is configured to prevent charge pump operation under atypical or fault conditions that would

    • a) exceed the VGSmax and VDSmax rating of the switching transistors, their gate drivers and associated control circuitry
    • b) operate the transistors in a weak state where functional or parametric misbehavior can occur
    • c) cause a subsystem connected in series with VX to operate outside of the normal range


If event (a) occurs, the damage to the charge pump can be immediate or long-term whereby the part may continue to operate but at a reduced robustness and performance level. Events (b) and (c) can cause abnormal operating behavior, which can also degrade part robustness and performance. Such events can occur since VX is likely to be a package pin, thereby exposed and vulnerable to physical contact by the user. Furthermore, the assembly process itself may cause shorts or opens to occur on a package pin or external component, or create shorts between adjacent pins or components. For instance, a user probing various nodes on the package or board while operating a step-down charge pump may inadvertently short VX to ground or to a supply rail. Or the user may unintentionally apply a larger than specified load current on VX, causing the VX voltage to drop below the normal operating range. When the capacitors are external to the charge pump die and package, an assembly process defect may leave out a capacitor or leave open one of the capacitor connections to the charge pump. If the charge pump was operated with a missing or open capacitor, the VX voltage would also drop.


In applications where the charge pump is operated in series with another subsystem such as an LDO or another switching converter (inductor- or capacitor-based), VX can either be the input that powers this subsystem or the subsystem output that powers the charge pump. In both cases, an under-voltage or over-voltage event at VX may be undesirable for the performance and robustness of the subsystem as well.


2.1 VX Under-Voltage and Over-Voltage Sensing and Lockout


In some embodiments the VX voltage is sensed during operation or in the shutdown-but-powered state, and an internal indicator is generated by circuitry in or associated with the charge pump to disable operation or prevent charge pump operation upon enable (lockout), whenever the VX voltage moves outside a predefined voltage window. When VX drops below the lower limit of the window, VX is under-voltage while VX is over-voltage when VX rises above the upper limit of the window. VX under-voltage (UVLO) and over-voltage (OVLO) sensing and lockout implements a first-order protection of the low-voltage transistors used in a high voltage conversion ratio charge pump, by preventing charge pump operation if the transistor absolute maximum voltage ratings are exceeded or if the transistor cannot switch reliably due to insufficient gate drive.


The OVLO threshold, or the upper limit of the VX-sensing window, should be set above the maximum operating VX level required by the application but below the VDSmax rating of the transistors, to give margin for tolerances in the OVLO circuit and VX voltage transients. The UVLO threshold, or the lower limit of the VX-sensing window, is set, for example, below the minimum operating VX level including the largest VX ripple amplitude that would occur across the application space, but above the level where basic transistor functionality would fail or degrade to a point that would adversely affect the performance of the charge pump and/or the subsystem connected in series with VX. Examples of the latter constraint are the voltage at which the gate driver output fails to transition according to the gate driver input, or where the gate driver's propagation delay increases to an extent that would cause misbehavior elsewhere in the charge pump. Depending on the application space, there is usually more flexibility in setting the UVLO threshold versus the OVLO threshold, since the latter is constrained mainly by the voltage rating of the charge pump transistors. Instead of a fixed voltage level, the UVLO threshold can be variable as a function of the VX voltage level and the VX ripple amplitude, if such information was available to the charge pump through sensed inputs or internally programmed settings. For instance, the charge pump switching frequency and capacitor values could be internally programmed settings and these settings directly govern the VX ripple amplitude.



FIG. 5 shows a circuit example that implement UVLO and OVLO sensing at the VX node. The example uses two comparators whose outputs are combined by an OR gate to generate a logical fault indicator. The inputs to the comparators are VX or some fraction of VX generated using an internal voltage divider, and the thresholds VTHuvlo and VTHovlo, which are scaled from the UVLO and OVLO threshold by the same fraction as the VX-based input to the comparator. For all practical purposes, VTHovlo>VTHuvlo. When the VX voltage lies in between the UVLO and OVLO thresholds, the outputs of the comparators are both low and therefore the fault indicator is also a logic low. Otherwise the fault indicator will be a logic high and this logic state can be used to disable charge pump operation or enable.


Note that while most of the charge pump illustrations above are for a step-down configuration, this approach can also be applied in similar fashion to step-up configurations, since the one is a reverse-direction power flow version of the other.


3 Detection of Internal Voltage Deviations

Another approach detects deviations of voltage on capacitors in the converter outside their expected operating ranges.


3.1 Detection Scheme 1



FIG. 6 shows the basic technique applied to the detection of a fault condition on capacitor C1. A similar circuit is needed to monitor the voltages on C2, C3 and C4. This example shows a 5:1 step-down Dickson charge pump, but can be similarly applied, as other examples, to a step-up configuration, to all possible charge pump ratios and to the Series-Parallel charge pump topology.


The charge pump operates in a substantially conventional manner, with the addition of PMOS device MP1 (which has to be selected to operate at the higher voltage across C1), together with resistors R1 and R2 as well as switch S10 and comparators CMP1 and CMP2.


Current I1 is roughly proportional to the voltage across C1 (the error is the source-gate voltage of MP1). Current I2 is very nearly identical to I1. By proper selection of R2 the voltage across this resistor is, roughly, an analog of the voltage across C1 and can be scaled as desired. Switch S10, along with capacitor Cfilter, is used to allow detection of the voltage on R2 only when switch S8 is on (switch S9 forces the R2 voltage to be 0). CMP1 and CMP2, along with the Under Voltage and Over Voltage reference voltages form what is called a window comparator. Either the 0V or UV outputs being asserted indicates a fault condition which then triggers one or several of the protection mechanisms implemented.


3.2 Detection Scheme 2



FIG. 7 shows a possibly more practical embodiment of the 5:1 Dickson charge pump. The additional switches are required because, with reference to the figure FIG. 6—switches S2, S3 and S4 are exposed, when in the off state, to twice the voltage across switches S1 and S5 in the off state.


For a given charge pump ratio and a fixed VIN, annotated voltages V1, V2 and V3 do not change appreciably. FIG. 8 shows a detection scheme that relies on detecting a large change in voltage across the charge pump caps by means of a window comparator for each capacitor (previously described above). The input to this window comparator is an attenuated version of the charge pump capacitor voltages themselves. Resistor ratios R1/R2, R3/R4 and R5/R6 are chosen so as to appropriately scale those capacitor voltages.


Comparator output signals OV_and UV_can be used to trigger any or all of the protection mechanisms being implemented.


4 High-Side Transient Protection

Referring to FIG. 9, another way of protecting from a transient fault is to use a high-voltage disconnect (SWINP) switch that performs as a voltage or current limiting device during a transient event. The method implemented in the circuit of FIG. 9 controls the SWINP switch with one or a combination of several modes of operation.

    • One possible mode is as a Low Drop Out (LDO) regulator.
    • A second mode is a Current Limited (CL) switch.
    • A third mode is a Transient Voltage Suppressor (TVS).


In LDO mode the voltage at N1 has a maximum value. The CONTROL does not allow voltage on N1 to exceed the maximum voltage that the charge-pump can sustain. In the condition where VIN is less than the maximum voltage the switch SWINP would be in a low impedance state. For example the maximum allowed voltage on N1 is 22 volts. In normal operation the voltage on VIN is 20 volts. The voltage on N1 is almost 20 volts. The VIN supply rises to 22 volts. The voltage on N1 remains at 20 volts.


In CL mode there is a maximum current that SWINP will allow to pass through from VIN to N1. In the condition where N1 is at or below the maximum voltage set by the LDO, the output current of SWINP is limited. For example in normal operation VIN=16 volts and voltage on N1 is almost 16 volts. The current through SWINP is <1 ampere. A situation arises where the current through SWINP would need to supply 3 amperes to maintain node N1 at 16 volts. This 3 amperes is above the safe operating range on the switches. The CONTROL would limit the SWINP current to 2 amperes and the voltage on N1 would decrease. Note that this mode is also useful to indirectly mitigate the effect of transient voltages on the terminals.


In TVS mode the voltage on N1 is not allowed to change by more than a predefined rate. The voltage on N1 is below the maximum allowed by the LDO, the current is below the maximum allowed by CL. The TVS will allow the charge-pump to redistribute the voltage from N1 appropriately on the capacitors C_. For example in normal operation VIN=16 volts. The current through SWINP is <1 ampere. A situation arises where the voltage on VIN rises to 18 volts in 10−6 seconds (1 μs). The maximum voltage slew rate on N1 is designed to be 0.100 volts per μs. The voltage on N1 will rise to 18 volts, but the CONTROL would make it take 20 us to reach this new voltage level on N1.


4.1 High-Side Protection


In a conventional Dickson Charge-pump (see, e.g., FIG. 4B), each stage sees only a small fraction of the total voltage at the high voltage side (VIN) of the charge-pump. In steady state operation the voltage across any of SW_does not exceed VOUT. This allows for using lower voltage rated switches and improves efficiency.


Prior to power being applied to the circuit all nodes are at zero volts (GND) potential. When a voltage VIN is first applied to the circuit, the voltage across the capacitors C1, C2, C3, C4 is still zero volts. This requires the switch SW4 to be designed to support the full voltage of VIN.


The switches SW_are all regularly toggled between a low impedance state and a high impedance state in a predefined sequence. Each switch SW_has a gate capacitance. The charging and discharging of the gate capacitance is a power loss. When a switch is toggled there is a finite power loss. This power loss reduces the efficiency of the charge-pump. The power loss is dependent on the switch design.


A higher voltage rated switch will typically have much larger gate capacitance. The toggling power loss of a high voltage designed switch is significantly larger than the power loss from a low voltage designed switch of the same low impedance value.


It is advantageous to use an additional disconnect switch (SWINP) on the high-voltage side that is designed for high voltages, as shown in FIG. 10. Since this switch doesn't toggle periodically when the charge-pump is operating, its large gate capacitance doesn't affect performance.


During powerup the switch SWINP is able to manage the voltages applied to the remaining switches. The voltage on N1 is managed such that the capacitors C_can approach steady state voltages without over stressing the switches SW_. This allows the remaining switches to all remain low voltage designed switches.


There are several possible faults for a charge-pump power converter. Faults include both internal and external devices. Faults can occur prior to power being applied or during powered operation. A capacitor can become an electrical open or any two nodes can be electrically shorted. Common faults include assembly errors with too much or insufficient solder at the printed circuit board connections. When a fault does occur, this SWINP switch can then current limit or disconnect the high-voltage side from the charge-pump and help protect it from damaging current levels.


5 Phase Node Monitoring

A number of further approaches make use of monitoring current at the phase nodes of the converter.


Embodiments of such n approaches are described below and provide an efficient way to detect the numerous types of fault events that may affect both the charge pump and its capacitors. The detected fault events include phase node shorted to a fixed rail (ground or phase-pump supply); positive terminal of a capacitor shorted to a fixed rail (ground or input voltage VIN) or charge pump output voltage VOUT; positive terminal of a first capacitor shorted to the positive terminal of a second capacitor (the first capacitor being closest to input voltage VIN); missing capacitor or open capacitor terminal; and charge pump output shorted to ground or output over-current.


These fault events are most likely to occur when the charge pump uses external or non-integrated capacitors, since these components and their connections are exposed and vulnerable to physical contact by the user. Furthermore, the assembly process itself may cause shorts or opens to occur on a pin or component, or create shorts between adjacent pins or components. The fault events can either occur during start-up or normal operation.


Embodiments described below rely at least in part on the recognition that an extensive fault coverage for charge pumps in an efficient way (in terms of die area, quiescent current) can be achieved by sensing the current in the charge pump phase nodes. By sensing the current flow through each switch while the switch conducts, a fault event can be detected based on the switch current magnitude and polarity.


It is also possible to detect some of the aforementioned fault events by sensing the current through the input voltage VIN or through the switches at the positive terminal of each capacitor. However, the input voltage VIN and the positive terminals of each capacitor can operate at a high voltage depending on the charge pump configuration, thereby requiring the current-sense circuit to be designed using high-voltage devices or be powered between high-voltage rails.


Designing for high-voltage operation typically requires more die area and more quiescent current, compared to an equivalent circuit that is powered from the lowest charge pump voltage level, as would be used in the approach described here. Furthermore, this method can result in significantly higher die area and quiescent current savings when the phase nodes common to an operating state are shared since there would only be two phase nodes per charge pump, compared to current sensing at the switches of each capacitor's positive terminal where no node or pin sharing is possible. However, such sharing is not essential (e.g., with a separate phase node for each capacitor) to obtain the benefit of the approach.



FIG. 11A defines the current flow polarity through the high-side and low-side switches for a step-down charge pump. Similarly, FIG. 11B defines the current flow polarity through the high-side and low-side switches for a step-up charge pump. The current flow polarity during normal operation is illustrated by the solid arrows, while the reverse current flow polarity that may occur upon a fault event is illustrated by the dashed arrows.


For some fault events, the conducting high-side or low-side switch sees only an atypical increase in the current magnitude compared to the magnitude in the absence of a fault. In other events, the conducting high-side or low-side switch sees both a reversal in the polarity of current flow and an increase in current magnitude. Since the state of every switch (conducting or not) in the charge pump is always known and well-controlled, it is not difficult to compare the switch current magnitude and/or polarity to a predefined level that signals a valid fault event. This predefined level can be fixed for all operating conditions of the charge pump, user-programmable or track specific signals like output load current, if such information were available to the charge pump. Upon the detection of the fault event, part damage or a “smoke-and-fire” occurrence can be prevented by immediately turning off all phase node switches and letting the phase nodes go high-impedance. Note that for protection against some types of faults, the switches controlling the phase nodes have to have a high voltage rating.


TABLE 1 summarizes the current flow polarity through the high-side and low-side switches of a step-down charge pump for the following fault events: A phase node shorted to ground, a phase node shorted to phase-pump supply, a positive terminal of a capacitor shorted to ground, a positive terminal of a capacitor shorted to the input voltage VIN, a positive terminal of a capacitor shorted to the output voltage VOUT, a positive terminal of a first capacitor shorted to a positive terminal of a second capacitor, and charge pump output shorted to ground or output over-current. For a step-up charge pump, the high-side and low-side switch current flow polarity would be the inverse of the step-down, except for the fault events denoted with an asterix.











TABLE 1






High-side Switch
Low-side Switch



Current Flow
Current Flow


Fault Event
Polarity
Polarity







(a) A phase node shorted to ground
Reverse
N/A


(b) A phase node shorted to phase-
N/A
Reverse


pump supply




(c) A positive terminal of a capacitor
Reverse
Normal


shorted to ground




(d) A positive terminal of a capacitor
Normal
Reverse


shorted to the input voltage VIN*




(e) A positive terminal of a capacitor
Reverse
Normal


shorted to the output voltage VOUT*




(f) A positive terminal of the first
Normal
Reverse


capacitor shorted to the positive




terminal of the second capacitor*




(g) Missing capacitor or open
Normal
Normal


capacitor terminal




(h) Charge pump output shorted to
Normal
Normal


ground or output over-current









With the exception of an output over-current, the faults listed in TABLE 1 are much less likely to occur when the capacitors are integrated on the same die as the charge pump, connected to the charge pump die using a through-silicon via process, or consist of discrete components co-packaged on top of the charge pump die within a single module. However, having fault detection can still be useful as a diagnostic tool or for preventing smoke-and-fire events when process defects (e.g. metal shorts or opens between adjacent on-chip capacitors) or co-packaging errors occur.



FIGS. 12A-B illustrate two circuits that can be used to perform switch current sensing. Both circuits utilize a transconductance amplifier GM1 to convert a voltage drop across either a switch or a sense resistor in series with the switch into a sense current ISEN, whose magnitude is proportional to the switch current ISW. The polarity of sense current ISEN in and out of the amplifier GM1 follows the polarity of the switch current ISW. The sense current ISEN can then be directly compared with a current whose magnitude and polarity are consistent with the fault event to be detected, to generate a logic-level output fault indicator.


For example, if the transconductance of amplifier GM1 in FIG. 12A is designed to be directly proportional to the switch conductance, then the sense current ISEN can be a direct multiple of the switch current ISW and no other variable to a first order. Alternatively in FIG. 12B, the sense resistor in series with the switch can consist of the metal interconnect between the switch and the package pins, which can be on the same order of magnitude as the switch on-resistance.



FIG. 13 shows how an example of the fault detector can be coupled with the charge pump in FIG. 1A. Across each of the four switches at the phase nodes P1 and P2 is a current sensing and comparator circuit: CS1 senses the high-side switch current at phase node P1, CS2 senses the high-side switch current at phase node P2, CS3 senses the low-side switch current at phase node P1, and CS4 senses the low-side switch current at phase node P2. Each of the four current sensing and comparator circuits has a logic output that is a logic-low when no fault is detected, and a logic-high when a fault is detected based on the switch current magnitude and polarity changes. If any one or more of the four current sensing and comparator circuits CS1 to CS4 has a logic-high output in the middle of charge pump operation, a logic gate OR1 will output a logic-high signal that sets a set-reset latch SR1, thereby generating a latched logic signal that can be used to close all switches, shut down the charge pump immediately and generate a bus interrupt or toggle an output fault indicator pin. The charge pump then remains in shutdown until a fault reset signal is received by the set-reset latch SR1, at which point charge pump operation can resume. The fault reset signal can come from a supply undervoltage-lockout or a toggle on the charge pump enable input.



FIGS. 14 and 15 illustrate two circuits that implement the current sensing and comparator circuit in FIG. 13, where the same implementation can apply to all four current sensing and comparator circuits CS1 to CS4. The current sensing portion of FIGS. 14-15 can be implemented using either the circuit in FIG. 12A or FIG. 12B, though only the circuit in FIG. 12A is shown. In FIG. 14, the sense current ISEN whose magnitude and polarity follows the switch current is mirrored into three separate currents ISEN1 to ISEN3 using a current mirror or a current amplifier, each equaling the sense current ISEN or its multiple. The currents ISEN1 and ISEN2 can be individually converted into voltages VSEN1 and VSEN2 using resistors, which are then compared against threshold voltages VTH1 and VTH2 using voltage comparators CP1 and CP2 respectively. The current ISEN3 is fed into a single-ended current comparator ICP1 (such as a Traff current comparator) used to determine current polarity: when the switch current polarity is normal, the sense current ISEN flows out of the transconductance amplifier GM2 and the mirrored current ISEN3 flows into the single-ended current comparator ICP1 input terminal, causing the output voltage of ICP1 to be a logic-low; conversely when the switch current polarity reverses upon a fault event, the sense current ISEN also reverses polarity and the mirrored current ISEN3 flows out of the single-ended current comparator ICP1 input terminal, causing the output voltage of ICP1 to be a logic-high. The voltage comparators CP1 and CP2 are used to determine whether the magnitude of the normal polarity switch current exceeds a level consistent with a fault event. Different fault events can be associated with different switch current magnitudes, and can be detected and differentiated by using more than one comparator input voltage threshold (VTH1≠VTH2). The outputs of voltage comparators CP1, CP2 and ICP1 are combined in a logical OR operation by the logic gate OR2 to generate a logical fault indicator that is logic-high whenever any one or more of the comparator outputs are logic-high. It should be noted that the comparators CP1 and CP2 do not have to be voltage comparators, but can also be differential current comparators, in which case the resistors are no longer needed and the voltage thresholds VTH1 and VTH2 should be replaced with current threshold levels consistent with each fault event to be detected.



FIG. 15 shows an alternate implementation of the current sensing and comparator circuit in FIG. 4A, where instead of using a single-ended current comparator like ICP1 in FIG. 4B to sense a reversal in switch current polarity, a voltage comparator CP3 similar to voltage comparators CP1 and CP2 is used. The sense current ISEN is fed into a resistor divider network powered off a reference voltage, VREF, while a common voltage tap off the resistor divider network, VSEN, is compared by three voltage comparators CP1 to CP3. The magnitude of the voltage tap VSEN is a function of both the magnitude and polarity of the sense current ISEN: when the switch current polarity is normal, the sense current ISEN flows out of the transconductance amplifier GM2 and into the resistor divider network at the voltage tap point VSEN, thereby increasing the magnitude of VSEN above the level defined as VDIV that would ordinarily be determined by the value of the resistor divider ratio and the reference voltage, VREF. Therefore, the threshold voltages VTH1 and VTH2, which correspond to fault events where the switch current magnitude is atypically elevated, should be set above VDIV. Upon a fault event where the switch current polarity reverses, the sense current ISEN flows into the transconductance amplifier GM2 output, pulling the voltage tap VSEN below VDIV. Consequently, the threshold voltage VTH3 should be set below VDIV. Like FIG. 4B, the outputs of voltage comparators CP1 to CP3 are combined in a logical OR operation by the logic gate OR2 to generate a logical fault indicator that is logic-high whenever any one or more of the comparator outputs are logic-high.


A missing capacitor or open capacitor terminal fault event typically does not result in immediate charge pump damage or a smoke-and-fire event. Nevertheless, it is desirable to detect this fault occurrence and take preventive measures such as shutting down the charge pump, otherwise the charge pump will continue to operate for several cycles before eventually exceeding specified tolerances.



FIG. 16 illustrates a step-down charge pump 50 with fault detection circuitry to detect an outer capacitor open terminal connection in the middle of operation. An outer capacitor is defined herein as the capacitor closest to the input voltage VIN or the output voltage VOUT. Whenever a charge pump has two or fewer capacitors as shown in FIGS. 1A-1B, all the capacitors are outer capacitors.


Charge pump 50 has N capacitors, C1 to CN, where N is an even integer number. The odd-numbered capacitors C1, C3, . . . CN−1 share a first phase node P1 and the even-numbered capacitors C2, C4, . . . CN share a second phase node P2. The first and second high-side switches HS1, HS2 couple the first and second phase nodes P1, P2 to the output voltage VOUT, respectively. Similarly, the first and second low-side switches LS1, LS2 couple the first and second phase nodes P1, P2 to ground, respectively. In this example, the outer capacitors are C1 and CN. The load at the charge pump 50 output is a current source IOUT, which enables the charge transfer between the capacitors to take place via a smooth and steady charging current proportional to IOUT, in a process described as soft charging.


During normal steady-state operation with soft charging, the currents through the conducting phase switches in each state are equal in magnitude. For instance in a first state, the first high-side switch HS1 and the second low-side switch LS2 conduct current wherein both switches carry the same magnitude of current. Likewise in a second state, the second high-side switch HS2 and the first low-side switch LS1 conduct current wherein both switches carry the same magnitude of current.


If one terminal of either outer capacitor C1 or CN is disconnected in the middle of operation, the following occurs for several switching cycles before the charge pump output eventually collapses: the phase node currents become unbalanced in every other state or the current magnitude through one conducting high-side switch no longer matches the current magnitude through the other simultaneously conducting low-side switch. This fault can then be detected by simultaneously sensing and comparing the phase node switch currents during each state, and generating a logic flag whenever the current magnitudes become mismatched by more than a predefined offset. To avoid false positives, this logic flag should be set only if the current mismatch exceeds the predefined offset in at least multiple consecutive cycles, and the predefined offset should be large enough to ignore non-fault mismatches that can arise from mismatches in the outer capacitor values.



FIG. 16 also shows four current sensing and comparator circuits, CS5, CS6, CS7, CS8; each across one of the four phase switches. The particular implementation of each current sensing and comparator circuit is similar to that in FIG. 14 or FIG. 15. To detect a mismatch between the high-side and low-side switch currents in each state, one of the FIG. 14 or FIG. 15 voltage thresholds VTH1 or VTH2 can be designed to be a function of the switch current in that state. For example in the first state when the first high-side switch HS1 and the second low-side switch LS2 conduct, the voltage threshold VTH1 in the current sensing and comparator circuit CS5 should be proportional to the current magnitude of the low-side switch LS2, in order to sense the current mismatch magnitude between high-side switch HS1 and low-side switch LS2. Similarly in the second state when the second high-side switch HS2 and the first low-side switch LS1 conduct, the voltage threshold VTH1 in the current sensing and comparator circuit CS6 should be proportional to the current magnitude of the low-side switch LS1, in order to sense the current mismatch magnitude between high-side switch HS2 and low-side switch LS1.


The proportion of the phase switch current magnitude used to generate the voltage threshold VTH1 determines the predefined offset by which an open outer capacitor terminal fault can be detected and differentiated from non-fault mismatches. In addition, the comparator CP1 should have a symmetrical input offset or hysteresis, or be a window comparator in order to detect a bidirectional current mismatch.


An example of a missing or open capacitor terminal fault detector can also be applied to a charge pump where the phase nodes and switches are not shared by the common-state capacitors, such as charge pump 60A shown in FIG. 17. Like charge pump 50A, there are N capacitors, C1 to CN, in charge pump 60A where N is an even integer number. Each capacitor has its own pair of phase switches that connect the capacitor negative terminal between ground and the output voltage VOUT. There are altogether N high-side switches and N low-side switches, instead of just 2 high-side switches and 2 low-side switches for the charge pumps in FIGS. 13 and 16. Across each phase switch is a current sensing circuit, shown in FIG. 17 as HCS1 to HCSN for the high-side switches and LCS1 to LCSN for the low-side switches. The phase node current sensing scheme now applies to a greater number of switches at the expense of die area and quiescent current, but provides much more information on the current through each capacitor and wider fault coverage. In this case, an open capacitor terminal fault can be detected in any of the capacitors, not just the outer capacitors, by flagging a per-capacitor current level that is practically zero or significantly lower than that of the other capacitor current levels.



FIG. 18 shows a particular implementation of the fault detector for the high-side switches in FIG. 17. The current sensing circuit across each phase switch can be implemented using the circuits in either FIG. 12A or FIG. 12B. As previously described, the output of each current sensing circuit is a current that represents the magnitude and polarity of the corresponding switch current. In FIG. 18, the current output of the first high-side switch current sensing circuit HCS1 is first replicated into two current copies, ISENHA1 and ISENHB1, using a current mirror or a current amplifier. The remaining current outputs of the odd-numbered high-side switch current sensing circuits HCS3, HCS5 . . . HCSN−1 are summed together with ISENHA1 to generate a total high-side switch current for the first state, ISENH_STATE1, that is equivalent to the high-side switch HS1 current in FIG. 16. ISENH_STATE1 can then be replicated using a second current mirror or current amplifier to implement the comparator schemes previously described in FIGS. 4B-4C to sense fault events that cause a switch current magnitude and polarity change. ISENHB1 is used to detect a missing or open terminal fault at capacitor C1 since the current magnitude through the first high-side switch and by extension that of ISENHB1 will decrease to zero upon the fault: by connecting ISENHB1 to the input of a current comparator ICP3, the comparator output logic level will be high if ISENHB1 is detected to be close to zero, and low if ISENHB1 is on the same order of magnitude as the other current outputs ISENH1, ISENH3, ISENH5 . . . ISENHN-1.


Similarly in the second state, FIG. 18 shows the current outputs of the even-numbered high-side switch current sensing circuits HCS2, HCS4 . . . HCSN summed together to generate a total high-side switch current for the second state ISENH_STATE2, that is equivalent to the high-side switch HS2 current in FIG. 16. The resulting fault detection implementation using ISENH_STATE2 is then similar to that used for ISENH_STATE1, and the individual logic fault signals for each state can be logically combined in an OR operation.



FIG. 19 shows a particular implementation of the fault detector for the low-side switches in FIG. 17. The current outputs of the even-numbered low-side switch current sensing circuits LCS2, LCS4, LCS6, . . . LCSN are first replicated into two copies using a current mirror or a current amplifier during the first state. During the second state, the current outputs of the odd-numbered high-side switch current sensing circuits LCS1, LCS3, LCS5 . . . LCSN−1 are similarly replicated using a current mirror or a current amplifier. For either state of operation, the first set of copied currents corresponding to each state (ISENLA2, ISENLA4, ISENLA6 . . . ISENLAN in the first state; ISENLA1, ISENLA3, ISENLA5 . . . ISENLAN-1 in the second state) are summed together to generate a total low-side switch current, ISENL_STATE1 and ISENL_STATE2, that is equivalent to the current in the FIG. 5 low-side switches LS2 and LS1 respectively. The comparator schemes previously described in FIGS. 14-15 can then be applied using ISENL_STATE1 and ISENL_STATE2.


The missing or open capacitor terminal fault detector is slightly different from that used for the high-side switches as illustrated previously in FIG. 18. The second set of replicated currents corresponding to each state (ISENLB2, ISENLB4, ISENLB6 . . . ISENLBN in the first state; ISENLB1, ISENLB3, ISENLB5 . . . ISENLBN-1 in the second state) are each connected to current comparators ICPL1 to ICPLN to detect a missing or open terminal fault at any capacitor, by detecting when the current magnitudes are at or close to zero. This zero-current detector can actually be used for the high-side switch implementation (FIG. 18) as well but it is unnecessary to use the zero-current detector for all the high-side and low-side switches since the FIG. 17 capacitors C2 to CN are always connected in series with a low-side switch in both the first and second states; only the outer capacitor C1 is not connected in series with a low-side switch during the first state. Therefore, a zero-current detector for only the first high-side switch is required as shown by the current comparator ICP3 in FIG. 18. Conversely, the FIG. 17 capacitors C1 to CN−1 are always connected in series with a high-side switch in both the first and second states; only the outer capacitor CN is not connected in series with a high-side switch during the first state. As an example, FIGS. 18-19 shows the zero-current detector used for all the low-side switches and just the first high-side switch connected to capacitor C1, with both implementations together able to detect a missing or open terminal fault at any capacitor in the FIG. 17 charge pump, and not just at the outer capacitors.



FIG. 20 shows an alternate method to detect a missing or open capacitor terminal fault at any capacitor for the charge pump in FIG. 1A, although this method can also be applied in the same fashion to the charge pumps in FIG. 1B, FIG. 16 and FIG. 17. One advantage of this method is that the charge pump does not have to be operated with soft charging for the fault detector to work. Upon the occurrence of a missing or open capacitor terminal fault event, either in the middle of charge pump operation or before charge pump operation begins, the charge pump will not be able to regulate the output VOUT to the target set by the charge pump conversion ratio and VOUT droops lower over consecutive switching cycles. By comparing the VOUT voltage level against a voltage threshold VUVLO using a voltage comparator CP8, the output of voltage comparator CP8 can be used as a logical fault indicator that disables charge pump operation when VOUT droops below the voltage threshold VUVLO. The voltage threshold VUVLO should be set below the minimum operating VOUT level in the application, including the largest VOUT ripple amplitude that would occur across the application space but above a level where basic transistor functionality would fail or degrade to a point that would adversely affect the performance of the charge pump and/or a subsystem connected in series with VOUT. The voltage threshold VUVLO can be a fixed voltage level or variable as a function of the VOUT voltage level and the VOUT ripple amplitude, if such information was available to the charge pump through sensed inputs or internally programmed settings. For instance, the charge pump switching frequency and capacitor values could be internally programmed settings and these settings directly govern the VOUT ripple amplitude.


6 Implementations

Implementations of the approaches described above may be integrated into monolithic devices, using integrated and/or external (e.g., discrete) capacitors. Control logic for detecting and processing of the detected states may be integrated fully on the device, or may be implemented at least in part using external circuitry. This integrated and/or external circuitry can use dedicated logic circuitry (e.g., application specific integrated circuits, ASICs) and/or software implemented logic including a controller, processor, or some other software controlled element. Such software may be stored on a tangible machine-readable medium (e.g., semiconductor memory, optical disk, etc.). Instructions for controlling at least some stage of design or fabrication of a device implementing an approach described above may also be stored on a tangible machine-readable medium.


It is to be understood that the foregoing description is intended to illustrate and not to limit the scope of the invention, which includes the scope of the appended claims. Other embodiments are within the scope of the following claims.

Claims
  • 1. An integrated circuit (IC) for use with a voltage converter, comprising: a fault detector, the fault detector capable to detect one or more fault events during operation of the voltage converter and generate one or more fault signals with respect to the one or more to be detected fault events;wherein the voltage converter to comprise at least a set of switches and a set of capacitors arranged to form a configuration such that at least some of the switches operate in a manner to form an electrical connection of at least some of the capacitors to respective alternate voltages in successive stages of operation of the voltage converter, andwherein the voltage converter to comprise a disconnect switch to have a drain-to-source (DS) voltage rating greater than an input voltage of the voltage converter and greater than a DS voltage rating of at least one switch in the set of switches;wherein the one or more fault signals to signal the disconnect switch to electrically disconnect through at least one switch in the set of switches.
  • 2. The IC of claim 1, wherein the respective alternate voltages comprise ground and an output voltage level.
  • 3. The IC of claim 1, wherein the successive stages of operation of the voltage converter to comprise two alternating clocked phases of operation of the voltage converter to be driven in a non-overlapping manner.
  • 4. The IC of claim 1, wherein the one or more fault events comprising at least one of the following to be detected by the fault detector at a terminal or at a node of the voltage converter: a voltage above an overvoltage threshold, a voltage below an undervoltage threshold and/or a current above an overcurrent threshold.
  • 5. The IC of claim 4, wherein the overvoltage threshold, the undervoltage threshold and/or the overcurrent threshold comprise programmable settings.
  • 6. The IC of claim 4, wherein the fault detector comprises a voltage comparator and/or a current comparator to detect at least one of the following: the voltage above the overvoltage threshold, the voltage below the undervoltage threshold and/or the current above the overcurrent threshold.
  • 7. The IC of claim 6, wherein the fault detector includes a logical fault indicator to generate the one or more fault signals based at least in part on one or more signals from the voltage comparator and/or the current comparator.
  • 8. The IC of claim 7, wherein at least one of the one or more fault signals to be generated to comprise a latched fault signal.
  • 9. The IC of claim 1, wherein the DS voltage ratings comprise DS voltage breakdown ratings.
  • 10. The IC of claim 1, wherein the disconnect switch is included in the set of switches and the disconnect switch to have a drain-to-source (DS) voltage rating greater than a DS voltage rating of at least one other switch in the set of switches.
  • 11. An apparatus comprising: a voltage converter and a fault detector,the voltage converter to comprise at least a set of switches and a set of capacitors arranged to form a configuration such that at least some of the switches operate in a manner to form an electrical connection of at least some of the capacitors to respective alternate voltages in successive stages of operation of the voltage converter;the voltage converter to comprise a disconnect switch to have a drain-to-source (DS) voltage rating greater than an input voltage of the voltage converter and greater than a DS voltage rating of at least one switch in the set of switches;the fault detector capable to detect one or more fault events during operation of the voltage converter and generate one or more fault signals with respect to the one or more to be detected fault events; andthe one or more fault signals to signal the disconnect switch to electrically disconnect at least one switch of the set of switches.
  • 12. The apparatus of claim 11, wherein the DS voltage ratings comprise DS voltage breakdown ratings.
  • 13. The apparatus of claim 12, wherein the respective alternate voltage levels comprise ground and an output voltage level and wherein the successive stages of operation of the voltage converter to comprise two alternating clocked phases of operation of the voltage converter to be driven in a non-overlapping manner.
  • 14. The apparatus of claim 12, wherein the one or more fault events comprising at least one of the following to be detected by the fault detector at a terminal or at a node of the voltage converter: a voltage above an overvoltage threshold, a voltage below an undervoltage threshold and/or a current above an overcurrent threshold.
  • 15. The apparatus of claim 14, wherein the overvoltage threshold, the undervoltage level and/or the overcurrent threshold comprise programmable settings.
  • 16. The apparatus of claim 14, wherein the fault detector comprises a voltage comparator and/or a current comparator to detect at least one of the following: the voltage above the overvoltage threshold, the voltage below the undervoltage threshold and/or the current above the overcurrent threshold.
  • 17. The apparatus of claim 16, wherein the fault detector includes a logical fault indicator to generate the one or more fault signals based at least in part on one or more signals from the voltage comparator and/or the current comparator.
  • 18. The IC of claim 1, wherein upon detecting one or more fault events, the fault detector is to cause suspension of operation of the voltage converter.
  • 19. The IC of claim 18, wherein the operation comprises a clocked operation.
  • 20. The IC of claim 1, wherein upon detecting one or more fault events, the fault detector is to cause changing a logic state of one or more internal bits.
  • 21. The IC of claim 1, wherein upon detecting one or more fault events, the fault detector is to cause restarting the voltage converter.
  • 22. The IC of claim 21, wherein restarting the voltage converter comprises executing a startup operation sequence.
  • 23. The IC of claim 1, wherein the one or more fault events comprising at least one of the following to be detected by the fault detector of the voltage converter: a magnitude of a current flow polarity above a threshold.
  • 24. The IC of claim 23, wherein when the fault detector detects the magnitude of the current flow polarity above the threshold, the fault detector is to cause at least one switch of the set of switches to turn off.
  • 25. The apparatus of claim 11, wherein upon detecting one or more fault events, the fault detector is to cause suspension of operation of the voltage converter.
  • 26. The apparatus of claim 25, wherein the operation comprises a clocked operation.
  • 27. The apparatus of claim 11, wherein upon detecting one or more fault events, the fault detector is to cause changing a logic state of one or more internal bits.
  • 28. The apparatus of claim 11, wherein upon detecting one or more fault events, the fault detector is to cause restarting the voltage converter.
  • 29. The apparatus of claim 28, wherein restarting the voltage converter comprises executing a startup operation sequence.
  • 30. The apparatus of claim 11, wherein the one or more fault events comprising at least one of the following to be detected by the fault detector of the voltage converter: a magnitude of a current flow polarity above a threshold.
CROSS-REFERENCE TO RELATED PATENT APPLICATIONS

This application is a continuation of U.S. application Ser. No. 17/163,323, filed Jan. 29, 2021, which is a divisional of U.S. application Ser. No. 16/850,991, filed Apr. 16, 2020, now U.S. Pat. No. 10,938,299, which is a continuation of U.S. application Ser. No. 15/719,929, filed Sep. 29, 2017, now U.S. Pat. No. 10,666,134, which is a continuation of U.S. application Ser. No. 14/776,939, filed Sep. 15, 2015, now U.S. Pat. No. 9,847,712, which is a National Stage Entry of International Application No. PCT/US2013/078243, filed Dec. 30, 2013, which is a continuation of U.S. application Ser. No. 13/838,681, filed Mar. 15, 2013, now U.S. Pat. No. 8,619,445. The content of these applications is hereby incorporated by reference in its entirety.

US Referenced Citations (563)
Number Name Date Kind
3370215 Light, Jr. Feb 1968 A
3745437 Brown Jul 1973 A
3818306 Marini Jun 1974 A
3818360 Boutmy et al. Jun 1974 A
4214174 Dickson Jul 1980 A
4408268 Peters et al. Oct 1983 A
4415959 Vinciarelli Nov 1983 A
4513364 Nilssen Apr 1985 A
4604584 Kelley Aug 1986 A
4713742 Parsley Dec 1987 A
4812961 Essaff et al. Mar 1989 A
4903181 Seidel Feb 1990 A
5006782 Pelly Apr 1991 A
5057986 Henze et al. Oct 1991 A
5119283 Steigerwald et al. Jun 1992 A
5132606 Herbert Jul 1992 A
5132895 Kase Jul 1992 A
5159539 Koyama Oct 1992 A
5198970 Kawabata et al. Mar 1993 A
5268832 Kandatsu Dec 1993 A
5301097 McDaniel Apr 1994 A
5331303 Shiota Jul 1994 A
5345376 Nourbakhsh Sep 1994 A
5402329 Wittenbreder, Jr. Mar 1995 A
5548206 Soo Aug 1996 A
5557193 Kajimoto Sep 1996 A
5563779 Cave et al. Oct 1996 A
5581454 Collins Dec 1996 A
5602794 Javanifard et al. Feb 1997 A
5610807 Kanda et al. Mar 1997 A
5661348 Brown Aug 1997 A
5717581 Canclini Feb 1998 A
5737201 Meynard et al. Apr 1998 A
5761058 Kanda et al. Jun 1998 A
5793626 Jiang Aug 1998 A
5801987 Dinh Sep 1998 A
5812017 Golla et al. Sep 1998 A
5831846 Jiang Nov 1998 A
5892395 Stengel et al. Apr 1999 A
5907484 Kowshik et al. May 1999 A
5956243 Mao Sep 1999 A
5959565 Taniuchi et al. Sep 1999 A
5959585 Militz Sep 1999 A
5978283 Hsu et al. Nov 1999 A
5982645 Levran et al. Nov 1999 A
5991169 Kooken Nov 1999 A
6021056 Forbes et al. Feb 2000 A
6055168 Kotowski et al. Apr 2000 A
6084789 Van Lieshout Jul 2000 A
6107864 Fukushima et al. Aug 2000 A
6133788 Dent Oct 2000 A
6140807 Vannatta et al. Oct 2000 A
6154380 Assow et al. Nov 2000 A
6157253 Sigmon et al. Dec 2000 A
6169457 Ichimaru Jan 2001 B1
6169673 McIntyre et al. Jan 2001 B1
6178102 Stanley Jan 2001 B1
6198645 Kotowski et al. Mar 2001 B1
6255896 Li et al. Jul 2001 B1
6255906 Eidson et al. Jul 2001 B1
6275018 Telefus et al. Aug 2001 B1
6316956 Oglesbee Nov 2001 B1
6327462 Loke et al. Dec 2001 B1
6329796 Popescu Dec 2001 B1
6339538 Handleman Jan 2002 B1
6362986 Schultz et al. Mar 2002 B1
6377117 Oskowsky et al. Apr 2002 B2
6396341 Pehlke May 2002 B1
6400579 Cuk Jun 2002 B2
6429632 Forbes et al. Aug 2002 B1
6456153 Buck et al. Sep 2002 B2
6476666 Palusa et al. Nov 2002 B1
6486728 Kleveland Nov 2002 B2
6501325 Meng Dec 2002 B1
6504422 Rader et al. Jan 2003 B1
6507503 Norrga Jan 2003 B2
6515612 Abel Feb 2003 B1
6563235 McIntyre et al. May 2003 B1
6597235 Choi Jul 2003 B2
6617832 Kobayashi Sep 2003 B1
6650552 Takagi et al. Nov 2003 B2
6657876 Satoh Dec 2003 B2
6700803 Krein Mar 2004 B2
6738277 Odell May 2004 B2
6738432 Pehlke et al. May 2004 B2
6759766 Hiratsuka iratsu et al. Jul 2004 B2
6791298 Shenai et al. Sep 2004 B2
6798177 Liu et al. Sep 2004 B1
6906567 Culler Jun 2005 B2
6927441 Pappalardo et al. Aug 2005 B2
6934167 Jang et al. Aug 2005 B2
6980045 Liu Dec 2005 B1
6980181 Sudo Dec 2005 B2
6995995 Zeng et al. Feb 2006 B2
7009858 Umeda et al. Mar 2006 B2
7071660 Xu et al. Jul 2006 B2
7072195 Xu Jul 2006 B2
7091778 Gan et al. Aug 2006 B2
7103114 Lapierre Sep 2006 B1
7135847 Taurand Nov 2006 B2
7145382 Ker et al. Dec 2006 B2
7157956 Wei Jan 2007 B2
7161816 Shteynberg et al. Jan 2007 B2
7190210 Azrai et al. Mar 2007 B2
7224062 Hsu May 2007 B2
7236542 Matero Jun 2007 B2
7239194 Azrai et al. Jul 2007 B2
7250810 Tsen Jul 2007 B1
7259974 Donaldson et al. Aug 2007 B2
7269036 Deng et al. Sep 2007 B2
7330070 Väisänen Feb 2008 B2
7362251 Jensen et al. Apr 2008 B2
7365523 Malherbe et al. Apr 2008 B2
7375992 Mok et al. May 2008 B2
7382113 Wai et al. Jun 2008 B2
7382634 Buchmann Jun 2008 B2
7397677 Collins et al. Jul 2008 B1
7400118 Zhang et al. Jul 2008 B1
7408330 Zhao Aug 2008 B1
7436239 Masuko et al. Oct 2008 B2
7443705 Ito Oct 2008 B2
7511978 Chen et al. Mar 2009 B2
7521914 Dickerson et al. Apr 2009 B2
7535133 Perreault et al. May 2009 B2
7545127 Takahashi et al. Jun 2009 B2
7589605 Perreault et al. Sep 2009 B2
7595682 Lin et al. Sep 2009 B2
7595683 Floyd Sep 2009 B1
7616467 Mallwitz Nov 2009 B2
7633778 Mok et al. Dec 2009 B2
7642797 Kojima et al. Jan 2010 B2
7656740 Yu et al. Feb 2010 B2
7659760 Doi Feb 2010 B2
7679429 Nakamura Mar 2010 B2
7679430 Fort et al. Mar 2010 B2
7696735 Oraw et al. Apr 2010 B2
7705672 Rodriguez Apr 2010 B1
7705681 Ilkov Apr 2010 B2
7724551 Yanagida et al. May 2010 B2
7746041 Xu et al. Jun 2010 B2
7768800 Mazumder et al. Aug 2010 B2
7777459 Williams Aug 2010 B2
7782027 Williams Aug 2010 B2
7786712 Williams Aug 2010 B2
7807499 Nishizawa Oct 2010 B2
7808324 Woodford et al. Oct 2010 B1
7812579 Williams Oct 2010 B2
7889519 Perreault et al. Feb 2011 B2
7907429 Ramadass et al. Mar 2011 B2
7907430 Kularatna et al. Mar 2011 B2
7928705 Hooijschuur et al. Apr 2011 B2
7940038 Da Silva et al. May 2011 B2
7944276 Nakai May 2011 B2
7952418 McDonald et al. May 2011 B2
7956572 Zane et al. Jun 2011 B2
7956673 Pan Jun 2011 B2
7977921 Bahai et al. Jul 2011 B2
7977927 Williams Jul 2011 B2
7999601 Schlueter et al. Aug 2011 B2
8000117 Petricek Aug 2011 B2
8018216 Kakehi Sep 2011 B2
8026763 Dawson et al. Sep 2011 B2
8031003 Dishop Oct 2011 B2
8035148 Goldstein Oct 2011 B2
8040174 Likhterov Oct 2011 B2
8048766 Joly et al. Nov 2011 B2
8076915 Nakazawa Dec 2011 B2
8085524 Roozeboom et al. Dec 2011 B2
8089788 Jain Jan 2012 B2
8102157 Abe Jan 2012 B2
8106597 Mednik et al. Jan 2012 B2
8111052 Glovinsky Feb 2012 B2
8111054 Yen et al. Feb 2012 B2
8130518 Fishman Mar 2012 B2
8154333 Ker et al. Apr 2012 B2
8159091 Yeates Apr 2012 B2
8164369 Raghunathan et al. Apr 2012 B2
8164384 Dawson et al. Apr 2012 B2
8169797 Coccia et al. May 2012 B2
8193604 Lin et al. Jun 2012 B2
8212541 Perreault et al. Jul 2012 B2
8248045 Shiu Aug 2012 B2
8248054 Tong Aug 2012 B2
8274322 Chang et al. Sep 2012 B2
8276002 Dennard et al. Sep 2012 B2
8330436 Oraw et al. Dec 2012 B2
8339102 Kushnarenko et al. Dec 2012 B2
8339184 Kok et al. Dec 2012 B2
8350549 Kitabatake Jan 2013 B2
8354828 Huang et al. Jan 2013 B2
8384467 O'Keeffe et al. Feb 2013 B1
8395914 Klootwijk et al. Mar 2013 B2
8423800 Huang et al. Apr 2013 B2
8436674 Standley et al. May 2013 B1
8451053 Perreault et al. May 2013 B2
8456874 Singer et al. Jun 2013 B2
8503203 Szczeszynski et al. Aug 2013 B1
8515361 Levesque et al. Aug 2013 B2
8538355 Stockert Sep 2013 B2
8542061 Levesque et al. Sep 2013 B2
8542169 Senda Sep 2013 B2
8559898 Jones et al. Oct 2013 B2
8565694 Jones et al. Oct 2013 B2
8571492 Berchtold et al. Oct 2013 B2
8582333 Oraw et al. Nov 2013 B2
8619443 Lumsden Dec 2013 B2
8619445 Low et al. Dec 2013 B1
8629666 Carroll et al. Jan 2014 B2
8643347 Giuliano et al. Feb 2014 B2
8659353 Dawson et al. Feb 2014 B2
8670254 Perreault et al. Mar 2014 B2
8674545 Signorelli et al. Mar 2014 B2
8693224 Giuliano Apr 2014 B1
8699248 Giuliano et al. Apr 2014 B2
8699973 Southcombe et al. Apr 2014 B2
8706063 Honjo et al. Apr 2014 B2
8712349 Southcombe et al. Apr 2014 B2
8718188 Balteanu et al. May 2014 B2
8723491 Giuliano May 2014 B2
8724353 Giuliano et al. May 2014 B1
8729819 Zhao et al. May 2014 B2
8731498 Southcombe et al. May 2014 B2
8737093 Baker et al. May 2014 B1
8743553 Giuliano Jun 2014 B2
8750539 Pennock et al. Jun 2014 B2
8760219 Chao Jun 2014 B2
8803492 Liu Aug 2014 B2
8811920 Deuchars et al. Aug 2014 B2
8811921 Jones et al. Aug 2014 B2
8817501 Low et al. Aug 2014 B1
8824978 Briffa et al. Sep 2014 B2
8829993 Briffa et al. Sep 2014 B2
8830709 Perreault Sep 2014 B2
8830710 Perreault et al. Sep 2014 B2
8831544 Walker et al. Sep 2014 B2
8842399 Jones et al. Sep 2014 B2
8854019 Levesque et al. Oct 2014 B1
8854849 Kobeda et al. Oct 2014 B2
8856562 Huang et al. Oct 2014 B2
8860396 Giuliano Oct 2014 B2
8867281 Tran et al. Oct 2014 B2
8874828 Fai et al. Oct 2014 B2
8891258 Zhang et al. Nov 2014 B2
8892063 Jones et al. Nov 2014 B2
8913967 Zimlich et al. Dec 2014 B2
8913971 Arkiszewski et al. Dec 2014 B2
8942650 Southcombe et al. Jan 2015 B2
8942651 Jones Jan 2015 B2
8947157 Levesque et al. Feb 2015 B2
8957727 Dawson et al. Feb 2015 B2
8958763 Williams et al. Feb 2015 B2
8981836 Kern et al. Mar 2015 B2
8983407 Southcombe et al. Mar 2015 B2
8983409 Ngo et al. Mar 2015 B2
8983410 Southcombe et al. Mar 2015 B2
8989685 Southcombe et al. Mar 2015 B2
9008597 Levesque et al. Apr 2015 B2
9030256 Jones et al. May 2015 B2
9041459 Szczeszynski et al. May 2015 B2
9048787 Jones et al. Jun 2015 B2
9077405 Jones et al. Jul 2015 B2
9143032 Le et al. Sep 2015 B2
9143037 Giuliano Sep 2015 B2
9184701 Berchtold et al. Nov 2015 B2
9203299 Low et al. Dec 2015 B2
9209758 Briffa et al. Dec 2015 B2
9209787 Shelton et al. Dec 2015 B2
9214865 Levesque et al. Dec 2015 B2
9214900 Arkiszewski Dec 2015 B2
9362825 Southcombe et al. Jun 2016 B2
9362826 Giuliano Jun 2016 B2
9374001 Subramaniam et al. Jun 2016 B1
9413257 Wang et al. Aug 2016 B2
9444329 Arno Sep 2016 B2
9450506 Perreault et al. Sep 2016 B2
9502968 Giuliano et al. Nov 2016 B2
9553550 Puliafico et al. Jan 2017 B2
9577590 Levesque et al. Feb 2017 B2
9584024 Manthe et al. Feb 2017 B2
9601998 Le et al. Mar 2017 B2
9621138 Zhang et al. Apr 2017 B1
9634577 Perreault Apr 2017 B2
9712051 Giuliano Jul 2017 B2
9722492 Levesque et al. Aug 2017 B2
9742266 Giuliano et al. Aug 2017 B2
9755672 Perreault et al. Sep 2017 B2
9819283 Mahdavikhah et al. Nov 2017 B2
9847712 Low et al. Dec 2017 B2
9847715 Giuliano et al. Dec 2017 B2
9882471 Giuliano Jan 2018 B2
9899919 Crossley et al. Feb 2018 B2
9900204 Levesque et al. Feb 2018 B2
10236766 Meyvaert et al. Mar 2019 B2
10243457 Puggelli et al. Mar 2019 B2
10263512 Giuliano et al. Apr 2019 B2
10274987 Puggelli et al. Apr 2019 B2
10326358 Giuliano Jun 2019 B2
10355593 Puggelli et al. Jul 2019 B1
10374512 Szczeszynski et al. Aug 2019 B2
10381924 Giuliano Aug 2019 B2
10389235 Giuliano Aug 2019 B2
10389244 Le et al. Aug 2019 B2
10404162 Giuliano Sep 2019 B2
10411490 Melgar et al. Sep 2019 B2
10523039 Melgar et al. Dec 2019 B2
10541603 Puggelli et al. Jan 2020 B2
10601311 Meyvaert et al. Mar 2020 B2
10644590 Giuliano et al. May 2020 B2
10666134 Low et al. May 2020 B2
10673335 Le et al. Jun 2020 B2
10680515 Giuliano Jun 2020 B2
10686367 Low Jun 2020 B1
10686380 Giuliano Jun 2020 B2
10715035 Li et al. Jul 2020 B2
10720832 Meyvaert et al. Jul 2020 B2
10770976 Giuliano et al. Sep 2020 B2
10833579 Puggelli et al. Nov 2020 B1
10958166 Low Mar 2021 B1
11264895 Giuliano et al. Mar 2022 B2
11342844 Meyvaert May 2022 B1
11515784 Meyvaert Nov 2022 B2
11811304 Abesingha Nov 2023 B2
20020008567 Henry Jan 2002 A1
20020130704 Myono et al. Sep 2002 A1
20020158660 Jang et al. Oct 2002 A1
20030038669 Zhang Feb 2003 A1
20030058665 Kobayashi et al. Mar 2003 A1
20030151449 Nakagawa et al. Aug 2003 A1
20030169096 Hsu et al. Sep 2003 A1
20030169896 Kirk, III et al. Sep 2003 A1
20030227280 Vinciarelli Dec 2003 A1
20040041620 D'Angelo et al. Mar 2004 A1
20040080964 Buchmann Apr 2004 A1
20040095787 Donaldson et al. May 2004 A1
20040170030 Duerbaum et al. Sep 2004 A1
20040222775 Muramatsu et al. Nov 2004 A1
20040246044 Myono et al. Dec 2004 A1
20050007184 Kamijo Jan 2005 A1
20050024125 McNitt et al. Feb 2005 A1
20050068073 Shi et al. Mar 2005 A1
20050088865 Lopez et al. Apr 2005 A1
20050102798 Kato May 2005 A1
20050136873 Kim et al. Jun 2005 A1
20050169021 Itoh Aug 2005 A1
20050207133 Pavier et al. Sep 2005 A1
20050213267 Azrai et al. Sep 2005 A1
20050254272 Vinciarelli Nov 2005 A1
20050285767 Wang et al. Dec 2005 A1
20050286278 Perreault et al. Dec 2005 A1
20060139021 Taurand Jun 2006 A1
20060186947 Lin et al. Aug 2006 A1
20060213890 Kooken et al. Sep 2006 A1
20060226130 Kooken et al. Oct 2006 A1
20070018700 Yen et al. Jan 2007 A1
20070035973 Kitazaki et al. Feb 2007 A1
20070035977 Odell Feb 2007 A1
20070051712 Kooken et al. Mar 2007 A1
20070066224 d'Hont et al. Mar 2007 A1
20070066250 Takahashi et al. Mar 2007 A1
20070069818 Bhatti et al. Mar 2007 A1
20070091655 Oyama et al. Apr 2007 A1
20070123184 Nesimoglu et al. May 2007 A1
20070146020 Williams Jun 2007 A1
20070146052 Byeon Jun 2007 A1
20070146090 Carey et al. Jun 2007 A1
20070159257 Lee et al. Jul 2007 A1
20070171680 Perreault et al. Jul 2007 A1
20070182368 Yang Aug 2007 A1
20070210774 Kimura et al. Sep 2007 A1
20070230221 Lim et al. Oct 2007 A1
20070247222 Sorrells et al. Oct 2007 A1
20070247253 Carey et al. Oct 2007 A1
20070281635 McCallister et al. Dec 2007 A1
20070290747 Traylor et al. Dec 2007 A1
20070291718 Chan et al. Dec 2007 A1
20070296383 Xu et al. Dec 2007 A1
20080001660 Rasmussen Jan 2008 A1
20080003960 Zolfaghari Jan 2008 A1
20080003962 Ngai Jan 2008 A1
20080007333 Lee et al. Jan 2008 A1
20080008273 Kim et al. Jan 2008 A1
20080009248 Rozenblit et al. Jan 2008 A1
20080012637 Aridas et al. Jan 2008 A1
20080013236 Weng Jan 2008 A1
20080019459 Chen et al. Jan 2008 A1
20080024198 Bitonti et al. Jan 2008 A1
20080031023 Kitagawa et al. Feb 2008 A1
20080051044 Takehara Feb 2008 A1
20080055946 Lesso et al. Mar 2008 A1
20080062724 Feng et al. Mar 2008 A1
20080136500 Frulio et al. Jun 2008 A1
20080136559 Takahashi et al. Jun 2008 A1
20080136991 Senda Jun 2008 A1
20080150619 Lesso et al. Jun 2008 A1
20080150621 Lesso et al. Jun 2008 A1
20080157732 Williams Jul 2008 A1
20080157733 Williams Jul 2008 A1
20080158915 Williams Jul 2008 A1
20080186081 Yamahira et al. Aug 2008 A1
20080231233 Thornton Sep 2008 A1
20080233913 Sivasubramaniam Sep 2008 A1
20080239772 Oraw et al. Oct 2008 A1
20080266917 Lin et al. Oct 2008 A1
20080284398 Qiu et al. Nov 2008 A1
20090004981 Eliezer et al. Jan 2009 A1
20090033289 Xing et al. Feb 2009 A1
20090033293 Xing et al. Feb 2009 A1
20090039843 Kudo Feb 2009 A1
20090059630 Williams Mar 2009 A1
20090066407 Bowman et al. Mar 2009 A1
20090072800 Ramadass et al. Mar 2009 A1
20090102439 Williams Apr 2009 A1
20090147554 Adest et al. Jun 2009 A1
20090174383 Tsui et al. Jul 2009 A1
20090176464 Liang et al. Jul 2009 A1
20090196082 Mazumder et al. Aug 2009 A1
20090206804 Xu et al. Aug 2009 A1
20090225012 Choi Sep 2009 A1
20090230934 Hooijschuur et al. Sep 2009 A1
20090257211 Kontani et al. Oct 2009 A1
20090273955 Tseng et al. Nov 2009 A1
20090278520 Perreault et al. Nov 2009 A1
20090302686 Fishman Dec 2009 A1
20090303753 Fu et al. Dec 2009 A1
20090309566 Shiu Dec 2009 A1
20090311980 Sjoland Dec 2009 A1
20090322304 Oraw Dec 2009 A1
20090322414 Oraw et al. Dec 2009 A1
20090323380 Harrison Dec 2009 A1
20100013548 Barrow Jan 2010 A1
20100027596 Bellaouar et al. Feb 2010 A1
20100060326 Palmer et al. Mar 2010 A1
20100073084 Hur et al. Mar 2010 A1
20100085786 Chiu et al. Apr 2010 A1
20100097104 Yang et al. Apr 2010 A1
20100110741 Lin et al. May 2010 A1
20100117612 Klootwijk et al. May 2010 A1
20100117700 Raghunathan et al. May 2010 A1
20100117719 Matano May 2010 A1
20100118458 Coffey May 2010 A1
20100120475 Taniuchi et al. May 2010 A1
20100123447 Vecera et al. May 2010 A1
20100140736 Lin et al. Jun 2010 A1
20100142239 Hopper Jun 2010 A1
20100156370 Tseng et al. Jun 2010 A1
20100164579 Acatrinei Jul 2010 A1
20100176869 Horie et al. Jul 2010 A1
20100201441 Gustavsson Aug 2010 A1
20100202161 Sims et al. Aug 2010 A1
20100205614 Harrington Aug 2010 A1
20100214746 Lotfi et al. Aug 2010 A1
20100237833 Abe Sep 2010 A1
20100244189 Klootwijk et al. Sep 2010 A1
20100244585 Tan et al. Sep 2010 A1
20100244935 Kim et al. Sep 2010 A1
20100291888 Hadjichristos et al. Nov 2010 A1
20100308751 Nerone Dec 2010 A1
20100321041 Feldtkeler Dec 2010 A1
20110001542 Ranta et al. Jan 2011 A1
20110026275 Huang et al. Feb 2011 A1
20110050325 Schatzberger et al. Mar 2011 A1
20110051476 Manor et al. Mar 2011 A1
20110062940 Shvartsman Mar 2011 A1
20110089483 Reynes et al. Apr 2011 A1
20110101884 Kim et al. May 2011 A1
20110101938 Ma et al. May 2011 A1
20110115550 Pelley May 2011 A1
20110148385 North et al. Jun 2011 A1
20110148518 Lejon et al. Jun 2011 A1
20110156819 Kim et al. Jun 2011 A1
20110163414 Lin et al. Jul 2011 A1
20110175591 Cuk Jul 2011 A1
20110176335 Li et al. Jul 2011 A1
20110181115 Vanov Jul 2011 A1
20110181128 Perreault et al. Jul 2011 A1
20110204858 Kudo Aug 2011 A1
20110236766 Kolosnitsyn et al. Sep 2011 A1
20110241767 Curatola et al. Oct 2011 A1
20110273151 Lesso et al. Nov 2011 A1
20110304310 Sotono Dec 2011 A1
20120014153 Christoph et al. Jan 2012 A1
20120043818 Stratakos et al. Feb 2012 A1
20120050137 Hellenthal et al. Mar 2012 A1
20120064953 Dagher et al. Mar 2012 A1
20120075891 Zhang et al. Mar 2012 A1
20120105137 Kok et al. May 2012 A1
20120119718 Song May 2012 A1
20120126909 McCune, Jr. May 2012 A1
20120139515 Li Jun 2012 A1
20120146177 Choi et al. Jun 2012 A1
20120146451 Nitta Jun 2012 A1
20120153907 Carobolante et al. Jun 2012 A1
20120153912 Demski et al. Jun 2012 A1
20120154023 Pan et al. Jun 2012 A1
20120158188 Madala Jun 2012 A1
20120170334 Menegoli et al. Jul 2012 A1
20120176195 Dawson et al. Jul 2012 A1
20120200340 Shook et al. Aug 2012 A1
20120212201 Lee et al. Aug 2012 A1
20120223773 Jones et al. Sep 2012 A1
20120243267 Kassayan Sep 2012 A1
20120249096 Enenkel Oct 2012 A1
20120249224 Wei et al. Oct 2012 A1
20120250360 Orr et al. Oct 2012 A1
20120252382 Bashir et al. Oct 2012 A1
20120268030 Riesebosch Oct 2012 A1
20120313602 Perreault et al. Dec 2012 A1
20120326684 Perreault et al. Dec 2012 A1
20130005286 Chan et al. Jan 2013 A1
20130044519 Teraura et al. Feb 2013 A1
20130049714 Chiu Feb 2013 A1
20130049885 Rozman et al. Feb 2013 A1
20130058049 Roth et al. Mar 2013 A1
20130058141 Oraw Mar 2013 A1
20130069614 Tso et al. Mar 2013 A1
20130094157 Giuliano Apr 2013 A1
20130106380 Marsili et al. May 2013 A1
20130154491 Hawley Jun 2013 A1
20130154600 Giuliano Jun 2013 A1
20130163302 Li et al. Jun 2013 A1
20130163392 Braunberger Jun 2013 A1
20130181521 Khlat Jul 2013 A1
20130187612 Aiura Jul 2013 A1
20130201729 Ahsanuzzaman et al. Aug 2013 A1
20130229841 Giuliano Sep 2013 A1
20130234785 Dai et al. Sep 2013 A1
20130241625 Perreault et al. Sep 2013 A1
20130245487 Aga Sep 2013 A1
20130279224 Ofek Oct 2013 A1
20130287231 Kropfitsch Oct 2013 A1
20130293310 Levesque et al. Nov 2013 A1
20130313904 Kayama Nov 2013 A1
20130322126 Pan et al. Dec 2013 A1
20130343106 Perreault et al. Dec 2013 A1
20130343107 Perreault Dec 2013 A1
20140015731 Khlat et al. Jan 2014 A1
20140022005 Ramanan et al. Jan 2014 A1
20140070787 Arno Mar 2014 A1
20140091773 Burlingame et al. Apr 2014 A1
20140092643 Luccato Apr 2014 A1
20140118065 Briffa et al. May 2014 A1
20140118072 Briffa et al. May 2014 A1
20140120854 Briffa et al. May 2014 A1
20140167513 Chang et al. Jun 2014 A1
20140167722 Lee Jun 2014 A1
20140167853 Haruna et al. Jun 2014 A1
20140177300 Lagorce et al. Jun 2014 A1
20140184177 Tournatory et al. Jul 2014 A1
20140266132 Low et al. Sep 2014 A1
20140268945 Low et al. Sep 2014 A1
20140313781 Perreault et al. Oct 2014 A1
20140339918 Perreault et al. Nov 2014 A1
20140355322 Perreault et al. Dec 2014 A1
20150002195 Englekirk Jan 2015 A1
20150023063 Perreault et al. Jan 2015 A1
20150077175 Giuliano et al. Mar 2015 A1
20150077176 Szczeszynski et al. Mar 2015 A1
20150084701 Perreault et al. Mar 2015 A1
20150255547 Yuan et al. Sep 2015 A1
20150295497 Perreault et al. Oct 2015 A1
20150318851 Roberts et al. Nov 2015 A1
20160028302 Low et al. Jan 2016 A1
20210305895 Meyvaert Sep 2021 A1
Foreign Referenced Citations (144)
Number Date Country
1057410 Jan 1992 CN
1132959 Oct 1996 CN
1057410 Oct 2000 CN
1452306 Oct 2003 CN
1483204 Mar 2004 CN
1728518 Feb 2006 CN
1761136 Apr 2006 CN
1825485 Aug 2006 CN
1988349 Jun 2007 CN
101009433 Aug 2007 CN
101034536 Sep 2007 CN
101071981 Nov 2007 CN
101079576 Nov 2007 CN
101174789 May 2008 CN
101286696 Oct 2008 CN
101297465 Oct 2008 CN
101399496 Apr 2009 CN
101447753 Jun 2009 CN
101563845 Oct 2009 CN
101588135 Nov 2009 CN
101611531 Dec 2009 CN
101636702 Jan 2010 CN
101647181 Feb 2010 CN
101647182 Feb 2010 CN
101662208 Mar 2010 CN
101707437 May 2010 CN
101765963 Jun 2010 CN
101931204 Dec 2010 CN
101976953 Feb 2011 CN
101997406 Mar 2011 CN
102055328 May 2011 CN
102118130 Jul 2011 CN
102171918 Aug 2011 CN
102185484 Sep 2011 CN
102210102 Oct 2011 CN
102480291 May 2012 CN
102769986 Nov 2012 CN
102904436 Jan 2013 CN
103178711 Jun 2013 CN
103275753 Sep 2013 CN
103636288 Mar 2014 CN
103650313 Mar 2014 CN
103650313 Mar 2014 CN
103650314 Mar 2014 CN
103975433 Aug 2014 CN
104011985 Aug 2014 CN
104011985 Aug 2014 CN
105229908 Jan 2016 CN
105229908 Jan 2016 CN
108964442 Dec 2018 CN
110277908 Sep 2019 CN
115580109 Jan 2023 CN
2705597 Aug 1977 DE
3347106 Jul 1985 DE
10358299 Jul 2005 DE
112012005353 Oct 2014 DE
112013006828 Mar 2016 DE
0513920 Nov 1992 EP
0773622 May 1997 EP
1199788 Apr 2002 EP
1635444 Mar 2006 EP
1750366 Feb 2007 EP
2469694 Jun 2012 EP
2705597 Mar 2014 EP
2705597 Aug 2018 EP
3425784 Jan 2019 EP
2852748 Sep 2004 FR
2232830 Dec 1990 GB
2505371 Feb 2014 GB
2512259 Sep 2014 GB
2526492 Nov 2015 GB
2526492 Nov 2015 GB
2587732 Apr 2021 GB
2588878 May 2021 GB
2589040 May 2021 GB
H05191970 Jul 1993 JP
H0787682 Mar 1995 JP
09135567 May 1997 JP
10327573 Dec 1998 JP
10327575 Dec 1998 JP
H10327573 Dec 1998 JP
H10327575 Dec 1998 JP
11235053 Aug 1999 JP
H11235053 Aug 1999 JP
2000060110 Feb 2000 JP
2000134095 May 2000 JP
2002062858 Feb 2002 JP
2002506609 Feb 2002 JP
2002233139 Aug 2002 JP
2002305248 Oct 2002 JP
2003284324 Oct 2003 JP
3475688 Dec 2003 JP
2004187355 Jul 2004 JP
2006025592 Jan 2006 JP
2006050833 Feb 2006 JP
2006067783 Mar 2006 JP
2007215320 Aug 2007 JP
2008118517 May 2008 JP
2008220001 Sep 2008 JP
2009022093 Jan 2009 JP
2009513098 Mar 2009 JP
2009165227 Jul 2009 JP
2010045943 Feb 2010 JP
20105219443 Jun 2010 JP
2012157211 Aug 2012 JP
2013034298 Feb 2013 JP
2013065939 Apr 2013 JP
5297116 Sep 2013 JP
2014212654 Nov 2014 JP
1019990002891 Jan 1999 KR
20000052068 Aug 2000 KR
1020100023304 Mar 2010 KR
1020100138146 Dec 2010 KR
1020110053681 May 2011 KR
1020110061121 Jun 2011 KR
1020120010636 Feb 2012 KR
1020130066266 Jun 2013 KR
1020140015528 Feb 2014 KR
1020140033577 Mar 2014 KR
1020140103351 Aug 2014 KR
1020150085072 Jul 2015 KR
101556838 Oct 2015 KR
1020150132530 Nov 2015 KR
1020200077607 Jun 2020 KR
20220098263 Jul 2022 KR
200701608 Jan 2007 TW
WO2004047303 Jun 2004 WO
WO2004047303 Jun 2004 WO
WO2006093600 Sep 2006 WO
WO2007136919 Nov 2007 WO
WO2009012900 Jan 2009 WO
WO2009112900 Sep 2009 WO
WO2010056912 May 2010 WO
WO2011089483 Jul 2011 WO
WO2012085598 Jun 2012 WO
WO2012151466 Nov 2012 WO
WO2012151466 Feb 2013 WO
WO2013059446 Apr 2013 WO
WO2013086445 Jun 2013 WO
WO2013096416 Jun 2013 WO
WO2013096416 Jun 2013 WO
WO2014070998 May 2014 WO
WO2014143366 Sep 2014 WO
WO2014143366 Sep 2014 WO
Non-Patent Literature Citations (56)
Entry
Ng, Vincent Wai-Shan et al., Switched Capacitor DC-DC Converter: Superior Where the Buck Converter has Dominated, Electrical Engineering and Computer Sciences, University of California at Berkeley, Aug. 17, 2011, 128 pages.
U.S. Appl. No. 61/380,522, Chris Levesque et al., filed Sep. 7, 2010.
U.S. Appl. No. 61/417,633, Chris Levesque et al., filed Nov. 29, 2010.
T. A. Meynard, H. Foch, “Multi-Level Conversion: High Voltage Choppers and Voltage-Source Inverters,” IEEE Power Electronics Specialists Conference, pp. 397-403, 1992.
Markowski, “Performance Limits of Switched-Capacitor DC-DC Converters”, IEEE PESC'95 Conference, 1995.
Linear Technology data sheet for part LTC3402, “2A, 3MHz Micropower Synchronous Boost Converter”, 2000.
Ottman et al, “Optimized Piezoelectric Energy Harvesting Circuit using Step-Down Converter in Discontinuous Conduction Mode”, IEEE Power Electronics Specialists Conference, pp. 1988-1994, 2002.
Andreassen—“Digital Variable Frequency Control for Zero Voltage Switching and Interleaving of Synchronous Buck Converters” 12th Intl. Power Electronics and Motion Control Conference, IEEE Aug. 2006, pp. 184-188, 5 pages, Doc 7043.
Pilawa-Podgurski et al. “Merged Two-Stage Power Converter Architecture with Soft Charging Switched-Capacitor Energy Transfer” 39th IEEE Power Electronics Specialists Conference, 2008, pp. 4008-4015.
Xiaoguo Liang et al., Evaluation of Narrow Vdc-Based Power Delivery Architecture in Mobile Computing System, IEEE Transactions on Industry Applications., Nov. 1, 2011, IEEE Service Center, Piscataway, NJ., US.
Xiaoguo Liang et al., “Evaluation of Narrow Vdc-Based Power Delivery Architecture in Mobile Computing System,” IEEE Transactions on Industry Applications, vol. 47, No. 6: pp. 2539-2548 (Dec. 1, 2011).
Ma et al, “Design and Optimization of Dynamic Power System for Self-Powered Integrated Wireless Sensing Nodes” ACM ISLPED '05 conference (published at pp. 303-306 of the proceedings).
Texas Instruments data sheet for part TPS54310, “3-V to 6-V input, 3-A output synchronous-buck PWM switcher with integrated FETs”, dated 2002-2005.
Wai-Shan Ng, et. al., “Switched Capacitor DC-DC Converter: Superior where the Buck Converter has Dominated”, Electrical Engineering and Computer Sciences University of California at Berkeley, Technical Report No. UCB/EECS-2011-94, http://www.eecs.berkeley.edu/Pubs/TechRpts/2011/EECS-2011-94.html, Aug. 17, 2011, 141 pgs.
O. Abutbul et al. “Step-Up Switching-Mode Converter With High Voltage Gain Using a Switched-Capacitor Circuit” IEEE Transactions on Circuits and Systems I., vol. 50, pp. 1098-1102, Aug. 2003.
R. Pilawa-Podgurski and D. Perreault, “Merged Two-Stage Power Converter with Soft Charging Switched-Capacitor Stage in 180 nm CMOS,” IEEE Journal of Solid-State Circuits, vol. 47, No. 7, pp. 1557-1567, Jul. 2012.
Sun—“High Power Density, High Efficiency System Two-Stage Power Architecture for Laptop Computers” Power Electronic Specialists Conference, pp. 1-7, Jun. 18, 2006, Doc 7596.
Umeno et al. “A New Approach to Low Ripple-Noise Switching Converters on the Basis of Switched-Capacitor Converters” IEEE International Symposium on Circuits and Systems, vol. 2, pp. 1077-1080, Jun. 1991.
Sun et al. “High Power Density, High Efficiency System Two-Stage Power Architecture for Laptop Computers”, Power Electronics Specialists Conference, pp. 1-7, Jun. 2006.
Starzyk et al., “A DC-DC Charge Pump Design Based on Voltage Doublers,” IEEE Transactions on Circuits and Systems—I. Fundamental Theory and Applications, vol. 48, No. 3, Mar. 2001, pp. 350-359.
Xu et al., “Voltage Divider and its Application in Two-stage Power Architecture,” IEEE Twenty-First Annual IEEE Applied Power Electronics Conference and Exposition, pp. 499-504, Mar. 2006.
Luo—“Investigation of Switched-Capacitorized DC/DC Converters” 2009 IEEE 6th Intl. Power Electronics and Motion Control Conference, Wuhan, China, May 17-20, 2009, pp. 1270-1276, 7 pages, Doc 7050.
Cheng—“New Generation of Switched Capacitor Converters” PESC 98 Record, 29th Annual IEEE Power Electronics and Motion Control Conference, Wuhan, China, May 17-20, 2009, pp. 1529-1535, 7 pages, Doc 7049.
Cao—“Multiphase Multilevel Modular DC-DC Converter for High-Current High-Gain TEG Application” IEEE Transactions on Industry Applications, vol. 47, No. 3, May/Jun. 1991, pp. 1400-1408, 9 pages, Doc 7042.
Wood et al, “Design, Fabrication and Initial Results of a 2g Autonomous Glider” IEEE Industrial Electronics Society, pp. 1870-1877, Nov. 2005.
Han et al. “A New Approach to Reducing Output Ripple in Switched-Capacitor-Based Step-Down DC-DC Converters” IEEE Transactions on Power Electronics, vol. 21, No. 6, pp. 1548-1555 Nov. 2006.
R. D. Middlebrook, “Transformerless DC-to-DC Converters with Large Conversion Ratios” IEEE Transactions on Power Electronics, vol. 3, No. 4, pp. 484-488, Oct. 1988.
Yeung, “Multiple Fractional Voltage Conversion Ratios for Switched Capacitor Resonant Converters”, Jun. 1, 2001.
David Giuliano, “Miniaturized, low-voltage power converters with fast dynamic response” Thesis (Ph. D.)—Massachusetts Institute of Technology, Department of Electrical Engineering and Computer Science, Sep. 2013.
Wood—“Design, Fabrication and Initial Results of a 2g Autonomous Glider” IEEE Industrial Electronics Society, pp. 1870-1877, Nov. 2005, Doc 7598.
Middlebrook—“Transformerless DC-to-DC Converters with Large Conversion Ratios” IEEE Transactions on Power Electronics, vol. 3, No. 4, pp. 484-488, Oct. 1988, Doc 7592.
Han—“A New Approach to Reducing Outpur Ripple in Switched-Capacitor-Based Step-Down DC-DC Converters” IEEE Transactions on Power Electronics, vol. 21, No. 6, pp. 1548-1555, Nov. 2006, Doc 7589.
Abutbul—“Step-Up Switching-Mode Converter with High Voltage Gain Using a Switched-Capacitor Circuit” IEEE Transactions on Circuits and Systems I, vol. 50, pp. 1098-1102, Aug. 2003, Doc 7587.
Umeno—“A New Approach to Low Ripple-Noise Switching Converters on the Basis of Switched-Capacitor Converters” IEEE Intl. Symposium on Circuits and Systems, vol. 2, pp. 1077-1080, Jun. 1991, Doc 7597.
Pilawa-Podgurski—“Merged Two-Stage Power Converter Architecture with Soft Charging Switched-Capacitor Energy Transfer” 39th IEEE Power Electronics Specialists Conference, 2008, Doc 7594.
Pilawa-Podgurski—“Merged Two-Stage Power Converter with Soft Charging Switched-Capacitor Stage in 180 nm CMOS” IEEE Journal of Solid-State Circuits, vol. 47, No. 7, pp. 1557-1567, Jul. 2012, Doc 7595.
Lei—“Analysis of Switched-Capacitor DC-DC Converters in Soft-Charging Operation” 14th IEEE Workshop on Control and Modeling for Power Electronics, p. 1-7, Jun. 23, 2013, Doc 7590.
Axelrod—“Single-switch single stage switched-capacitor buck converter”, Proc. of NORPIE 2004, 4th Nordic Workshop on Power and Industrial Electronics, Jun. 2004, Doc 7588.
Meynard—“Multi-Level Conversion: High Voltage Choppers and Voltage-Source Inverters” IEEE Power Electronics Specialists Conference pp. 397-403, 1992, Doc 7591.
Cheng—“New Generation of Switched Capacitor Converters” PESC 98 Record, 29th Annual IEEE Power Electronics and Motion Control Conference, Wuhan, China, May 17-20, 2009, pp. 1529-1535, 7 pages.
Makowski, “Performance Limits of Switched-Capacitor DC-DC Converters”, IEEE PESC'95 Conference, 1995.
Lei et al. “Analysis of Switched-capacitor DC-DC Converters in Soft-charging Operation” 14thIEEE Workshop on Control and Modeling for Power Electronics, pp. 1-7, Jun. 23, 2013.
Cao—“Multiphase Multilevel Modular DC-DC Converter for High-Current High-Gain TEG Application” IEEE Transactions on Industry Applications, vol. 47, No. 3, May/Jun. 1991, pp. 1400-1408, 9 pages.
Ng et al. “Switched Capacitor DC-DC Converter: Superior where the Buck Converter has Dominated” PhD Thesis, UC Berkeley, Aug. 17, 2011.
Axelrod et al. “Single-switch single-stage switched-capacitor buck converter”, Proc. of NORPIE 2004, 4th Nordic Workshop on Power and Industrial Electronics, Jun. 2004.
Andreassen—“Digital Variable Frequency Control for Zero Voltage Switching and Interleaving of Synchronous Buck Converters” 12th Intl. Power Electronics and Motion Control Conference, IEEE Aug. 2006, pp. 184-188, 5 pages.
Axelrod et al. “Single-switch single-stage switched-capacitor buck converter”, Proc. of NORPIE 2004, 4th Nordic Workshop on Power and Industrial Electronics, Jun. 2004, entire document, pp. 1-5 of pdf submission.
Pilawa-Podgurski et al. “Merged Two-Stage Power Converter Architecture with Soft Charging Switched-Capacitor Energy Transfer” 39th IEEE Power Electronics Specialists Conference, 2008.
Pal Andreassen et al., Digital Variable Frequency Control for Zero Voltage Switching and Interleaving of Synchronous Buck Converters, 12th International Power Electronics and Motion Control Conference, Aug. 1, 2006, IEEE, Pi Publication date: Aug. 1, 2006, Aug. 1, 2008.
Dong Cao, Fang Zheng Peng, Multiphase Multilevel Modular DC DC Converter for High-Current High-Gain TEG Application, vol. 47, Nr.:3,IEEE Transactions on Industry Applications., May 1, 2011, IEEE Service Center, Piscataway, NJ., US, Publication date:May 1, 2011.
Luo et al., “Investigation of switched-capacitorized DC/DC converters,” 2009 IEEE 6th International Power Electronics and Motion Control Conference, Wuhan, China, May 17-20, 2009, pp. 1270-1276, doi: 10.1109/IPEMC.2009.5157581.
U.S. Appl. No. 16/919,033: Amended Application Data Sheet, filed Jul. 2, 2020, 7 pages.
Cheng, “New generation of switched capacitor converters,” PESC 98 Record. 29th Annual IEEE Power Electronics Specialists Conference (Cat. No. 98CH36196), Fukuoka, Japan, May 22, 1998, pp. 1529-1535 vol. 2, doi: 10.1109/PESC.1998.703377.
Cervera et al. “A High Efficiency Resonant Switched Capacitor Converter with Continuous Conversion Ratio,” Energy Conversion Congress and Exposition (ECCE), Sep. 2013, pp. 4969-4976.
Y. Lei, R. May and R. Pilawa-Podgurski, “Split-Phase Control: Achieving Complete Soft-Charging Operation of a Dickson Switched-Capacitor Converter,” in IEEE Transactions on Power Electronics, vol. 31, No. 1, pp. 770-782, Jan. 2016, doi: 10.1109/TPEL.2015.2403715.
Alon Cervera et al. ‘A high efficiency resonant switched capacitor converter with continuous conversion ratio’ Energy Conversion Congress and Exposition, IEEE, 2013, pp. 4969-4976.
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