# Patent

## Title
Constant power inverter with crest factor control

## Abstract

An electrosurgical generator is provided. The generator includes a DC-DC buck converter configured to output a DC waveform, the DC-DC buck converter including at least one first switching element operated at a first duty cycle; a DC-AC boost converter coupled to the DC-DC buck converter and including at least one second switching element operated at a second duty cycle, the DC-AC boost converter configured to convert the DC waveform to generate at least one electrosurgical waveform; and a controller coupled to the DC-DC buck converter and the DC-AC boost converter and configured to adjust the first duty cycle and the second duty cycle to operate the at least one electrosurgical waveform in at least one of constant current, constant voltage, or constant power modes.

## Background
CROSS REFERENCE TO RELATED APPLICATION
The present application claims the benefit of and priority to U.S. Provisional Application Ser. No. 61/776,263, filed on Mar. 11, 2013, the entire contents of which are incorporated herein by reference.


BACKGROUND
1. Technical Field
The present disclosure relates to an electrosurgical system and method for operating an electrosurgical generator. More particularly, the present disclosure relates to a system, method and apparatus for controlling electrosurgical waveforms generated by an electrosurgical generator having a DC-DC buck converter and a DC-AC boost converter.
2. Background of Related Art
Electrosurgery involves application of high radio frequency electrical current to a surgical site to cut, ablate, or coagulate tissue. In monopolar electrosurgery, a source or active electrode delivers radio frequency alternating current from the electrosurgical generator to the targeted tissue. A patient return electrode is placed remotely from the active electrode to conduct the current back to the generator.
In bipolar electrosurgery, return and active electrodes are placed in close proximity to each other such that an electrical circuit is formed between the two electrodes (e.g., in the case of an electrosurgical forceps). In this manner, the applied electrical current is limited to the body tissue positioned between the electrodes. Accordingly, bipolar electrosurgery generally involves the use of instruments where it is desired to achieve a focused delivery of electrosurgical energy between two electrodes positioned on the instrument, e.g. forceps or the like. A forceps is a pliers-like instrument which relies on mechanical action between its jaws to grasp, clamp and constrict vessels or tissue. Electrosurgical forceps (open or endoscopic) utilize mechanical clamping action and electrical energy to effect hemostasis on the clamped tissue. The forceps include electrosurgical conductive surfaces which apply the electrosurgical energy to the clamped tissue. By controlling the intensity, frequency and duration of the electrosurgical energy applied through the conductive plates to the tissue, the surgeon can coagulate, cauterize and/or seal tissue. However, the above example is for illustrative purposes only and there are many other known bipolar electrosurgical instruments which are within the scope of the present disclosure.
Electrosurgical procedures outlined above may utilize various tissue and energy parameters in a feedback-based control system. There is continual need to improve delivery of energy to the tissue.
SUMMARY
According to one embodiment, the present disclosure provides for an electrosurgical generator. The generator includes a DC-DC buck converter configured to output a DC waveform, the DC-DC buck converter including at least one first switching element operated at a first duty cycle; a DC-AC boost converter coupled to the DC-DC buck converter and including at least one second switching element operated at a second duty cycle, the DC-AC boost converter configured to convert the DC waveform to generate at least one electrosurgical waveform; and a controller coupled to the DC-DC buck converter and the DC-AC boost converter and configured to adjust the first duty cycle and the second duty cycle to operate the at least one electrosurgical waveform in at least one of constant current, constant voltage, or constant power modes.
According to one aspect of the above-embodiment, the controller is configured to control the DC-DC buck converter in a current-program mode and to maintain the second duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant current mode.
According to one aspect of the above-embodiment, the controller is configured to control the DC-DC buck converter in a non-linear carrier control mode and to maintain the second duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant power mode.
According to one aspect of the above-embodiment, in the non-linear carrier control mode the controller calculates a set point current based on a ratio of elapsed time and period length of each cycle of the DC waveform.
According to one aspect of the above-embodiment, the controller is configured to control the DC-AC boost converter in a current-program mode and to maintain the first duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant power mode.
According to one aspect of the above-embodiment, the controller is configured to maintain the first duty cycle at about 100% and the second duty cycle at less than 100% to operate the at least one electrosurgical waveform in a constant voltage mode.
According to one aspect of the above-embodiment, the controller is configured to adjust the first duty cycle to control power of the at least one electrosurgical waveform.
According to one aspect of the above-embodiment, the controller is configured to adjust the second duty cycle to control crest factor of the at least one electrosurgical waveform.
According to one aspect of the above-embodiment, the controller is configured to switch operation of the at least one electrosurgical waveform between at least one of constant current, constant voltage, or constant power modes based on the first duty cycle.
According to another embodiment, the present disclosure provides for an electrosurgical generator. The generator includes a DC-DC buck converter configured to output a DC waveform, the DC-DC buck converter including at least one first switching element operated at a first duty cycle; a DC-AC boost converter coupled to the DC-DC buck converter and including at least one second switching element operated at a second duty cycle, the DC-AC boost converter configured to convert the DC waveform to generate at least one electrosurgical waveform; and a controller coupled to the DC-DC buck converter and the DC-AC boost converter and configured to adjust the first duty cycle and the second duty cycle to switch operation of the at least one electrosurgical waveform between at least one of constant current, constant voltage, or constant power modes based on the first duty cycle.
According to one aspect of the above-embodiment, the controller is configured to control the DC-DC buck converter in a current-program mode and to maintain the second duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant current mode.
According to one aspect of the above-embodiment, the controller is configured to control the DC-DC buck converter in a non-linear carrier control mode and to maintain the second duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant power mode.
According to one aspect of the above-embodiment, in the non-linear carrier control mode the controller calculates a set point current based on a ratio of elapsed time and period length of each cycle of the DC waveform.
According to one aspect of the above-embodiment, the controller is configured to control the DC-AC boost converter in a current-program mode and to maintain the first duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant power mode.
According to one aspect of the above-embodiment, the controller is configured to maintain the first duty cycle at about 100% and the second duty cycle at less than 100% to operate the at least one electrosurgical waveform in a constant voltage mode.
According to one aspect of the above-embodiment, the controller is configured to adjust the first duty cycle to control power of the at least one electrosurgical waveform.
According to one aspect of the above-embodiment, the controller is configured to adjust the second duty cycle to control crest factor of the at least one electrosurgical waveform.
According to one embodiment, the present disclosure provides for a method for controlling an electrosurgical generator. The method includes operating at least one first switching element of a DC-DC buck converter at a first duty cycle to output a DC waveform; operating at least one second switching element of a DC-AC boost converter coupled to the DC-DC buck converter at a second duty cycle to convert the DC waveform to generate at least one electrosurgical waveform; and adjusting the first duty cycle and the second duty cycle to operate the at least one electrosurgical waveform in at least one of constant current, constant voltage, or constant power modes.
According to one aspect of the above-embodiment, the method further includes controlling the DC-DC buck converter in a current-program mode and to maintain the second duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant current mode.
According to one aspect of the above-embodiment, the method further includes controlling the DC-DC buck converter in a non-linear carrier control mode and to maintain the second duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant power mode.
According to one aspect of the above-embodiment, controlling the DC-DC buck converter in non-linear carrier control mode further includes calculating a set point current based on a ratio of elapsed time and period length of each cycle of the DC waveform.
According to one aspect of the above-embodiment, the method further includes controlling the DC-AC boost converter in a current-program mode and to maintain the first duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant power mode.



BRIEF DESCRIPTION OF THE DRAWINGS
Various embodiments of the present disclosure are described herein with reference to the drawings wherein:
FIG. 1 is a perspective view of the components of one illustrative embodiment of an electrosurgical system according to the present disclosure;
FIG. 2 is a front view of one embodiment of an electrosurgical generator according to the present disclosure;
FIG. 3 is a schematic, block diagram of the embodiment of an electrosurgical generator of FIG. 2 according to the present disclosure;
FIG. 4 is a schematic, block diagram of a DC-DC converter and a DC-AC inverter of the electrosurgical generator of FIG. 2 according to the present disclosure;
FIG. 5 is a graphical representation of desired output characteristics according to the present disclosure;
FIG. 6 is a graphical representation of duty cycles of a DC-DC buck converter of the generator of FIG. 2 as a function of impedance according to the present disclosure;
FIG. 7 is a graphical representation of a crest factor as a function of the duty cycle of the DC-DC buck converter according to the present disclosure;
FIG. 8 is a graphical representation of a non-modified waveform output by the DC-DC buck converter according to the present disclosure; and
FIG. 9 is a graphical representation of a modified waveform output by the DC-DC buck converter according to the present disclosure.



DETAILED DESCRIPTION
Particular embodiments of the present disclosure are described hereinbelow with reference to the accompanying drawings. In the following description, well-known functions or constructions are not described in detail to avoid obscuring the present disclosure in unnecessary detail.
A generator according to the present disclosure can perform monopolar and/or bipolar electrosurgical procedures, including, for example, cutting, coagulation, ablation, and vessel sealing procedures. The generator may include a plurality of outputs for interfacing with various electrosurgical instruments (e.g., a monopolar instrument, return electrode, bipolar electrosurgical forceps, footswitch, etc.). Further, the generator includes electronic circuitry configured to generate radio frequency energy specifically suited for various electrosurgical modes (e.g., cut, blend, coagulate, division with hemostasis, fulgurate, spray, etc.) and procedures (e.g., monopolar, bipolar, vessel sealing). In embodiments, the generator may be embedded, integrated or otherwise coupled to the electrosurgical instruments providing for an all-in-one electrosurgical apparatus.
FIG. 1 is a schematic illustration of a bipolar and monopolar electrosurgical system 1 according to the present disclosure. The system 1 may include one or more monopolar electrosurgical instruments 2 having one or more active electrodes 3 (e.g., electrosurgical cutting probe, ablation electrode(s), etc.) for treating tissue of a patient. Electrosurgical alternating current is supplied to the instrument 2 by a generator 200 via a supply line 4 that is connected to an active terminal 230 (FIG. 3) of the generator 200, allowing the instrument 2 to cut, coagulate, ablate and/or otherwise treat tissue. The alternating current is returned to the generator 200 through a return electrode pad 6 via a return line 8 at a return terminal 32 (FIG. 3) of the generator 200. For monopolar operation, the system 1 may include a plurality of return electrode pads 6 that, in use, are disposed on a patient to minimize the chances of tissue damage by maximizing the overall contact area with the patient. In addition, the generator 200 and the return electrode pads 6 may be configured for monitoring tissue-to-patient contact to ensure that sufficient contact exists therebetween.
The system 1 may also include one or more bipolar electrosurgical instruments, for example, a bipolar electrosurgical forceps 10 having one or more electrodes for treating tissue of a patient. The electrosurgical forceps 10 includes a housing 11 and opposing jaw members 13 and 15 disposed at a distal end of a shaft 12. The jaw members 13 and 15 have one or more active electrodes 14 and a return electrode 16 disposed therein, respectively. The active electrode 14 and the return electrode 16 are connected to the generator 200 through cable 18 that includes the supply and return lines 4, 8 coupled to the active and return terminals 230, 232, respectively (FIG. 3). The electrosurgical forceps 10 is coupled to the generator 200 at a connector having connections to the active and return terminals 230 and 232 (e.g., pins) via a plug disposed at the end of the cable 18, wherein the plug includes contacts from the supply and return lines 4, 8 as described in more detail below.
With reference to FIG. 2, a front face 240 of the generator 200 is shown. The generator 200 may be any suitable type (e.g., electrosurgical, microwave, etc.) and may include a plurality of connectors 250-262 to accommodate various types of electrosurgical instruments (e.g., electrosurgical forceps 10, etc.).
The generator 200 includes a user interface 241 having one or more display screens or information panels 242, 244, 246 for providing the user with variety of output information (e.g., intensity settings, treatment complete indicators, etc.). Each of the screens 242, 244, 246 is associated with corresponding connector 250-262. The generator 200 includes suitable input controls (e.g., buttons, activators, switches, touch screen, etc.) for controlling the generator 200. The display screens 242, 244, 246 are also configured as touch screens that display a corresponding menu for the electrosurgical instruments (e.g., electrosurgical forceps 10, etc.). The user then adjusts inputs by simply touching corresponding menu options.
Screen 242 controls monopolar output and the devices connected to the connectors 250 and 252. Connector 250 is configured to couple to a monopolar electrosurgical instrument (e.g., electrosurgical instrument 2) and connector 252 is configured to couple to a foot switch (not shown). The foot switch provides for additional inputs (e.g., replicating inputs of the generator 200). Screen 244 controls monopolar and bipolar output and the devices connected to the connectors 256 and 258. Connector 256 is configured to couple to other monopolar instruments. Connector 258 is configured to couple to a bipolar instrument (not shown).
Screen 246 controls bipolar sealing procedures performed by the forceps 10 that may be plugged into the connectors 260 and 262. The generator 200 outputs energy through the connectors 260 and 262 suitable for sealing tissue grasped by the forceps 10. In particular, screen 246 outputs a user interface that allows the user to input a user-defined intensity setting. The user-defined setting may be any setting that allows the user to adjust one or more energy delivery parameters, such as power, current, voltage, energy, etc. or sealing parameters, such as energy rate limiters, sealing duration, etc. The user-defined setting is transmitted to the controller 224 where the setting may be saved in memory 226. In embodiments, the intensity setting may be a number scale, such as for example, from one to ten or one to five. In embodiments, the intensity setting may be associated with an output curve of the generator 200. The intensity settings may be specific for each forceps 10 being utilized, such that various instruments provide the user with a specific intensity scale corresponding to the forceps 10.
FIG. 3 shows a schematic block diagram of the generator 200 configured to output electrosurgical energy. The generator 200 includes a controller 224, a power supply 227, and a radio-frequency (RF) amplifier 228. The power supply 227 may be a high voltage, DC power supply connected to an AC source (e.g., line voltage) and provides high voltage, DC power to the RF amplifier 228 via leads 227a and 227b, which then converts high voltage, DC power into treatment energy (e.g., electrosurgical or microwave) and delivers the energy to the active terminal 230. The energy is returned thereto via the return terminal 232. The active and return terminals 230 and 232 and coupled to the RF amplifier 228 through an isolation transformer 229. The RF amplifier 228 is configured to operate in a plurality of modes, during which the generator 200 outputs corresponding waveforms having specific duty cycles, peak voltages, crest factors, etc. It is envisioned that in other embodiments, the generator 200 may be based on other types of suitable power supply topologies.
The controller 224 includes a processor 225 operably connected to a memory 226, which may include transitory type memory (e.g., RAM) and/or non-transitory type memory (e.g., flash media, disk media, etc.). The processor 225 includes an output port that is operably connected to the power supply 227 and/or RF amplifier 228 allowing the processor 225 to control the output of the generator 200 according to either open and/or closed control loop schemes. A closed loop control scheme is a feedback control loop, in which a plurality of sensors measure a variety of tissue and energy properties (e.g., tissue impedance, tissue temperature, output power, current and/or voltage, etc.), and provide feedback to the controller 224. The controller 224 then signals the power supply 227 and/or RF amplifier 228, which adjusts the DC and/or power supply, respectively. Those skilled in the art will appreciate that the processor 225 may be substituted for by using any logic processor (e.g., control circuit) adapted to perform the calculations and/or set of instructions described herein including, but not limited to, field programmable gate array, digital signal processor, and combinations thereof.
The generator 200 according to the present disclosure includes a plurality of sensors 280, e.g., an RF current sensor 280a, and an RF voltage sensor 280b. Various components of the generator 200, namely, the RF amplifier 228, the RF current and voltage sensors 280a and 280b, may be disposed on a printed circuit board (PCB). The RF current sensor 280a is coupled to the active terminal 230 and provides measurements of the RF current supplied by the RF amplifier 228. The RF voltage sensor 280b is coupled to the active and return terminals 230 and 232 provides measurements of the RF voltage supplied by the RF amplifier 228. In embodiments, the RF current and voltage sensors 280a and 280b may be coupled to active and return leads 228a and 228b, which interconnect the active and return terminals 230 and 232 to the RF amplifier 228, respectively.
The RF current and voltage sensors 280a and 280b provide the sensed RF voltage and current signals, respectively, to the controller 224, which then may adjust output of the power supply 227 and/or the RF amplifier 228 in response to the sensed RF voltage and current signals. The controller 224 also receives input signals from the input controls of the generator 200, the instrument 2 and/or forceps 10. The controller 224 utilizes the input signals to adjust power outputted by the generator 200 and/or performs other control functions thereon.
FIG. 4 shows another embodiment of the generator 200 configured to operate with near-deadbeat control to maintain a desired AC output of generator 200. As used herein, the terms “deadbeat” or “near-deadbeat” refer to adjustments being made by the generator 200 to the output from about 1 cycle of the waveform to about 100 cycles, in embodiments from about 10 cycles to about 25 cycles. The term cycle refers to a full cycle of an electrosurgical alternating waveform having a positive and negative half cycle. The generator 200 according to the present disclosure may have an operating frequency of from about 100 kHz to about 1,000 kHz, and in certain embodiments, from about 200 kHz to about 500 kHz, thus the generator 200 operating at the predetermined frequency of 100 kHz outputs a waveform having 100,000 cycles per second. The adjustments to the output can be made at the same frequency (e.g., 1 cycle of the electrosurgical waveform) or a factor of about 0.1 (e.g., every 10 cycles of the electrosurgical waveform). In accordance with an exemplary embodiment, near-deadbeat control minimizes unintentional charring by ensuring that only a desired quantum of power is delivered to the electrosurgical instrument. In the prior art generators, slow transient response of the converter to changes in load impedance may result in excessive delivery of power that may not be detected for 500 cycles or more.
The generator 200 is also configured to operate in any of a constant voltage limit mode, a constant current limit mode, a constant power mode, and combinations thereof. The mode selection is generally based on the impedance associated with the tissue being cut. Different types of tissue, such as muscle and fat, have different impedances. In terms of electrosurgical operations, constant power output tends to uniformly vaporize tissue, resulting in clean dissection. Whereas constant voltage output tends to explosively vaporize or carbonize tissue (“black coagulation”), and constant current output tends to thermally coagulate tissue without vaporization (“white coagulation”). Carbonization is surgically useful if the surgeon wishes to rapidly destroy surface tissue, and thermal coagulation is regularly coupled with mechanical pressure to seal hepatic or lymphatic vessels shut. However, the surgeon generally desires to operate using constant power output and importantly, return to using constant power output as quickly as possible if there is deviation.
With respect to the AC output of the generator 200 and in exemplary embodiments, “constant power” is defined to mean the average power delivered in each switching cycle is substantially constant. Likewise, “constant voltage” and “constant current” are defined as modes where the root mean square (RMS) value of the AC voltage or current, respectively, is regulated to a substantially fixed value. An exemplary graphical representation of the desired output characteristics is illustrated in FIG. 5. In an exemplary embodiment, as the load impedance increases and voltage increases, the corresponding increasing output voltage triggers a transition from a constant current mode shown as region A to a constant power mode shown as region B and to a constant voltage mode shown as region C. Similarly, in an exemplary embodiment, as the load impedance decreases and current increases, the corresponding decreasing output voltage triggers the opposite transition from the constant voltage region C to the constant power region B and to the constant current region A.
With reference to the schematic shown in FIG. 4, the generator 200 includes a DC-DC buck converter 101, a DC-AC boost converter 102, an inductor 103, a transformer 104, and the controller 224. In embodiments, the DC-DC buck converter 101 and the DC-AC boost converter 102 are part of the RF output stage 228. In the exemplary embodiment, a DC voltage source Vg, such as the power supply 227, is connected to DC-DC buck converter 101. Furthermore, inductor 103 is electrically coupled between DC-DC buck converter 101 and DC-AC boost converter 102. The output of DC-AC boost converter 102 transmits power to the primary winding of transformer 104, which passes through the secondary winding of transformer 104 to the load Z (e.g., tissue being treated).
The DC-DC buck converter 101 includes a switching element 101a and the DC-AC boost converter 102 includes a plurality of switching elements 102a-102d arranged in an H-bridge topology. In embodiments, the DC-AC boost converter 102 may be configured according to any suitable topology including, but not limited to, half-bridge, full-bridge, push-pull, and the like. Suitable switching elements include voltage-controlled devices such as transistors, field-effect transistors (FETs), combinations thereof, and the like. In an exemplary embodiment, controller 224 is in communication with both DC-DC buck converter 101 and DC-AC boost converter 102, in particular, the switching elements 101a and 102a-102d, respectively. The controller 224 is configured to output control signals, which may be a pulse-width modulated signal, to the switching elements 101a and 102a-102d as described in further detail below with respect to the voltage-mode controller 112. In particular, the controller 224 is configured to control the duty cycle d1 of the control signal supplied to the switching element 101a of the DC-DC buck converter 101 and the duty cycle d2 of the control signals supplied to the switching elements 102a-102d of the DC-AC boost converter 102. Additionally, controller 224 is configured to measure power characteristics of generator 200, and control generator 200 based at least in part on the measured power characteristics. Examples of the measured power characteristics include the current through inductor 103 and the voltage at the output of DC-AC boost converter 102. In an exemplary embodiment, controller 224 controls buck converter 101 by generating the duty cycle d1 based on a comparison of the inductor current and a nonlinear carrier control current for every cycle.
In accordance with an exemplary embodiment, controller 224 includes a current-mode controller 111, a voltage-mode controller 112, a mode selector 113, and steering logic 114. The mode selector 113 compares the output voltage Vout(t) and the inductor current iL(t) to set limits in order to determine the desired mode of operation of the generator 200. The operational mode may be of constant (or maximum) current Imax (e.g., constant current region A), constant power P1 from DC-DC buck converter 101, constant power P2 from DC-AC boost converter 102 (e.g., constant power region B), or constant (or maximum) voltage Vmax (e.g., constant voltage region C) as illustrated in FIG. 5, or combinations thereof. The output selection of mode selector 113 is communicated to steering logic 114. In an exemplary embodiment, steering logic 114 controls which of at least one of current-mode controller 111 and voltage mode controller 112 are enabled. Furthermore, steering logic 114 selects which conversion stage receives the output of current-mode controller 111 and/or voltage-mode controller 112.
In one exemplary embodiment, steering logic 114 switches between operating either DC-DC buck converter 101 or DC-AC boost converter 102 with current-mode control for constant power, depending on which portion of the desired output characteristics is being produced. The voltage mode controller 112 and/or current mode controller 111 adjust the duty cycles d1 and/or d2 for current mode control. Furthermore, steering logic 114 selects the duty cycle that each of DC-DC buck converter 101 and/or DC-AC boost converter 102 receives.
The current-mode controller 111 compares the inductor current iL(t) to nonlinear carrier control current iC(t) (e.g., desired set point current). In an exemplary embodiment, the nonlinear carrier control current iC is set by the selection of Pset (e.g., desired power set point), which may be done by a user, or provided by a lookup table. In an exemplary embodiment, current-mode controller 111 uses a latch circuit to compare inductor current iL(t) to either a current limit signal (I) or a power limit signal (P1). The control signal for the latch circuit is the mode signal, which is communicated from steering logic 114. The inputs of the latch circuit are a clock signal and either the current limit signal (I) or a power limit signal (P1). The selection of the current-mode controller 111 output is in response to the current mode of the generator 200. The operating mode of the generator 200 may be communicated by the mode selector 113. In an exemplary embodiment, the switching waveform d(t) is switched “high” at the start of a switching period if the inductor current iL(t) is lower than nonlinear carrier control current iC(t). Furthermore, in the exemplary embodiment, the switching waveform d(t) is switched “low” in response to the inductor current iL(t) exceeding the nonlinear carrier control current iC(t). In other words, a comparison of the inductor current iL(t) to nonlinear carrier control current iC(t) facilitates adjusting pulse duration of duty cycle d1 of the buck converter 101, as previously described.
To generate and control a constant current from generator 200, the average value of inductor current iL(t) is set to be substantially equal to fixed control current limit K*Pset. For small inductor current ripple, in other words ΔiL<<IL, the current-mode controller regulates the inductor current iL(t) to an approximately constant value, which is substantially equal to the fixed control current limit. In accordance with an exemplary embodiment, the current-mode controller 111 is able to maintain an approximately constant value of inductor current iL(t) by adjusting the current within from about 1 cycle to about 100 cycles, in embodiments from about 2 to about 20 cycles, in further embodiments, from about 3 to about 10 cycles. This low cycle adjustment provides for near-deadbeat or deadbeat control as described above.
In an exemplary embodiment and with continued reference to FIG. 4, voltage-mode controller 112 of the controller 224 includes a comparator 121, a compensator 122, and a pulse-width modulator (PWM) 123. In an exemplary embodiment, voltage-mode controller 112 compares the output voltage Vout(t) with a reference voltage Vmax at comparator 121. The output of comparator 121 is communicated to compensator 122, which in turn, outputs an error signal that drives PWM 123. In the exemplary embodiment, the output of compensator 122 is passed through PWM 123, which sets the duty cycle d2 of the signal in certain modes.
Furthermore, in an exemplary embodiment, mode selector 113 includes an encoder and performs multiple comparisons. With respect to FIG. 5, the mode selector 113 uses the voltage comparison signals and the current comparison signals to determine whether generator 200 is operating in the constant current output region (A), the region P1 of the constant power output region (B), the region P2 of the constant power output region (B), or the constant voltage output region (C). Furthermore, the output mode signal from mode selector 113 controls the switch position in steering logic 114. When output voltage Vout(t) exceeds the first voltage limit Vlimit—1, the second voltage limit Vlimit—2, and the third voltage limit Vlimit—3, then the encoder selects the constant voltage mode. The constant voltage mode signal from mode selector 113 causes the position of the switches of steering logic 114 to a “V” position as illustrated in FIG. 4 and Table 1 below, which shows duty cycle of DC-DC buck converter 101 and DC-AC boost converter 102 by operating mode.












TABLE 1







Imax
P1
P2
Vmax




















Buck
Current-
CPM
1
1


Converter
programmed
controlled



mode (CPM)
with fixed



controlled with
control



fixed control
current



current limit
limit


Boost
1
1
CPM controlled
Voltage


Converter


with fixed
mode





control current
controlled





limit









In various alternative embodiments, the selection of operating modes is based in part on the duty cycle. For example, if the generator 200 is operating in constant power mode using the DC-DC buck converter 101 and the duty cycle reaches 100% active, the controller 224 may be configured to switch to the constant power region A using the DC-AC boost converter 102. The switch to the boost converter enables the generator 200 to operate over a higher range of impedances.
With respect to constant power output mode, constant AC power output is achieved by setting one or both of duty cycle d1 and duty cycle d2 to desired values. Moreover, generator 200 operates with constant AC power output in either a first constant power region P1 or a second constant power region P2. In various embodiments, the converter switches of the steering logic 114 between generating constant power using DC-DC buck converter 101 or DC-AC boost converter 102, depending on the impedance of the load. Moreover, in various embodiments, generator 200 may operate both DC-DC buck converter 101 and/or DC-AC boost converter 102 at the same time, which results in a constant power output having a high voltage and low power.
In steady-state and operating in first constant power region P1, inductor current iL(t) is compared to a nonlinear carrier control current iC(t) in current-mode controller 111. The pulse duration of the duty cycle d1 of the DC-DC buck converter is varied using the current mode controller 111. The varying pulse duration of the duty cycle controls the inductor current iL(t), which is responsive to the load in contact with the buck converter. As the impedance of the load varies, the voltage across and the current through the inductor 103 also vary. As previously described, at the beginning of the duty cycle, the active portion of the duty cycle is initiated. In response to the inductor feedback signal exceeding the nonlinear carrier control current, the duty cycle switches to the non-active portion. The duty cycle stays in the non-active portion until the end of the duty cycle, upon which the next duty cycle begins in the active portion. In alternative embodiments, during the comparison of the inductor feedback signal and the nonlinear carrier control current, once the control current exceeds the inductor current, the duty cycle switches to the active portion. In accordance with the exemplary embodiment, generator 200 generates constant power using DC-DC buck converter 101.
In steady-state and operating in second constant power region P2, the average voltage of V1(t) is constant in response to the input voltage Vg being constant, the DC-DC buck converter 101 is also disabled, since there is no voltage across inductor 103. The use of current programmed mode control results in the average current of iL(t) being regulated to an approximately fixed value with deadbeat or near-deadbeat control. In order to regulate iL(t), duty cycle d2 is varied by the current mode controller to maintain iL(t) at a fixed value. Given the fixed voltage and current, the power at input of DC-AC boost converter 102 is also constant. In an exemplary embodiment, the DC-AC boost converter 102 is nearly lossless, resulting in the output power being approximately equal to the input power. Since the input power is constant, the output power of DC-AC boost converter 102 is also constant.
With respect to constant voltage output mode, constant voltage output is achieved by setting duty cycle d1 of DC-DC buck converter 101 to a fixed value, and duty cycle d2 of DC-AC boost converter 102 is voltage-mode controlled. In an exemplary embodiment, the voltage-mode control involves measuring the output voltage of DC-AC boost converter 102 with a sensor network, feeding the sensed output voltage to a control loop in voltage-mode controller 112, and adjusting the converter's duty cycle command based on the relative difference between the measured output voltage and the reference output voltage. In other words, the duty cycle d2 is set to increase or decrease the output voltage to match Vlimit. In an exemplary embodiment, Vlimit may be set by a user or based on values in a look-up table. In an alternative embodiment, the boost inverter is run at a fixed duty cycle with no feedback of the output voltage.
With respect to constant current output mode, constant current output is achieved by operating DC-AC boost converter 102 at a fixed duty cycle d2 and current-mode controlling DC-DC buck converter 101. In an exemplary embodiment, the current-mode control accurately controls the average inductor current such that the output of buck converter 101 is a constant current. In one constant current embodiment, current-mode controller 111 compares inductor current iL(t) to a constant current ic, which is set by K*Pset, where K*Pset is a constant current set by the user during use. In various embodiments, Pset is set during the design stage.
In other words, controller 224 is configured to vary duty cycle d1 in order to maintain inductor current iL(t) at the fixed value. As a result, the constant current output mode produces an AC output current whose magnitude is regulated with near-deadbeat speed. In an exemplary embodiment, the generator 200 implementing the three modes of constant power, constant voltage, or constant current produces a very fast, very accurate regulation of the AC output characteristic. Various modes are impacted by monitored characteristics, while other modes do not need to respond to the same monitored characteristics. Specifically, controller 224 may switch between operating modes based in part on monitored characteristics, such as inductor current and voltage. In other words, the selection of which stage of the converter to current-mode control is achieved with minimal feedback and without a need for extraneous measurements, averaging, or feedback of the output. Also, and as previously mentioned, the controller 224 performs near deadbeat control by regulating inductor current to an approximately constant value, equal to a reference current.
Transitioning between the three modes, in an exemplary embodiment, is determined by monitoring the voltage of the primary winding of transformer 104 and the inductor current. Furthermore, the determination of transitioning between the modes is also based on the voltage and current of inductor 103. The controller 224 transitions modes from constant current to constant power to constant voltage as the output voltage increases. Specifically, in an exemplary embodiment, the generator 200 operates in the constant current mode if the output voltage is less than a first voltage limit (Vlimit—1). If the output voltage exceeds the first voltage limit, the generator 200 transitions to a first constant power mode (PI). If the output voltage exceeds a second voltage limit (Vlimit—2), the generator 200 transitions to a second constant power mode (P2). If the output voltage exceeds a third voltage limit (Vlimit—3), the generator 200 transitions to the constant voltage mode, where the output voltage is limited and held constant. In an exemplary embodiment, the first voltage limit (Vlimit—1), the second voltage limit (Vlimit—2), and the third voltage limit (Vlimit—3) are set by a user or by the generator 200 (e.g., from a look-up table).
Similarly, an exemplary controller 224 transitions from constant voltage mode to constant power mode and to constant current mode as inductor current iL(t) increases. Specifically, in an exemplary embodiment, the generator 200 operates in the constant voltage mode if the inductor current does not exceed a first current limit (Ilimit—1). If the inductor current does exceed the first current limit (Ilimit—1), then the mode transitions to the second constant power mode (P2). If the inductor current exceeds a second current limit (Ilimit—2), then the mode transitions to the first constant power mode (P1). If the inductor current exceeds a third current limit (Ilimit—3), the generator 200 transitions to the constant current mode, where the inductor current is limited and held constant. In an exemplary embodiment, the first current limit (Ilimit—1), the second current limit (Ilimit—2), and the third current limit (Ilimit—3) are set by a user or by the generator (e.g., from a look-up table).
As described above, in order to achieve the constant current region A, the DC-DC buck converter 101 is controlled in current-program mode (CPM) and the DC-AC boost converter 102 is fixed at about 100% duty cycle d2. In order to achieve the constant power region B, in one embodiment the DC-DC buck converter 101 is controlled in non-linear carrier control (NLC) mode and the DC-AC boost converter 102 is fixed at about 100% duty cycle d2. In another embodiment, the DC-DC buck converter 101 is fixed at about 100% duty cycle d1 and the DC-AC boost converter 102 is controlled in CPM. In order to achieve the constant voltage region B, the DC-DC buck converter 101 is fixed at 100% duty cycle d1 and the DC-AC boost converter 102 is fixed at a predetermined duty cycle d2, which may be less than 100%.
Switching between the constant current, power, and voltage regions A, B, and C may be based on a determination (e.g., experimentally or empirically) of duty cycles d1 and d2 for a particular current limit, power setting, and voltage limit and storing the values in a look-up table accessible by the controller 224. The control scheme of each region is changed by observing the duty cycle of the DC-DC buck converter 101 and/or DC-AC boost converter 102 being controlled. Once the duty cycles d1 or d2 reach a predetermined threshold the controller 224 changes to the corresponding new scheme. This control scheme relies on the controller 224 having preprogrammed duty cycle values for a given current, power, or voltage set point stored in a look-up table. However, this requires a complicated (e.g., three-dimensional table) table that needs to be experimentally derived for each individual generator 200. This is not labor and cost-effective and is prone to error due to component tolerances of the generator 200 as well as human error. In addition, the inductor 103 needs to have a sufficiently large inductance in order to achieve exact control of power when operating the DC-AC boost converter 102 in CPM.
The present disclosure provides a system and method for determining duty cycles d1 and d2 with reduced complexity and increases power control accuracy while reducing required inductor size of the inductor 103 and also allows for independent and dynamic control of a crest factor (CF) and power of the delivered electrosurgical waveform. In particular, the DC-AC boost converter 102 may be used to control the CF of the waveform while the DC-DC buck converter 101 is used to control the output power. In this embodiment, DC-AC boost converter 102 is fixed at a given cycle, which may be from about 0% to about 100%, in embodiments, from about 20% to about 90%, while the DC-DC buck converter 101 is run in NLC control.
The present disclosure provides for a system and method of switching between constant current, power, and voltage regions A, B, and C based on the duty cycle d1 of DC-DC buck converter 101 as determined by the mode selector 113, while keeping the duty cycle d2 of the DC-AC boost converter 102 fixed, rather than using the voltage limits (Vlimit—1, Vlimit—2, Vlimit—3) and current limits (Ilimit—1, Ilimit—2, Ilimit—3). In order to determine whether the DC-DC buck converter 101 can control power while the duty cycle d2 of the DC-AC boost converter 102 is fixed, the average switch model of each of the DC-DC buck converter 101 and the DC-AC boost converter 102 may be used in a steady-state to determine a duty cycle d1 of DC-DC buck converter 101 as a function of the load. The duty cycle d1 for operating the DC-DC buck converter 101 in CPM while the duty cycle d2 of the DC-AC boost converter 102 is fixed may be calculated by the mode selector 113 using formula (I) below:




  
    
      
        
          d
          ⁢
          
            
          
          ⁢
          1
        
        =
        
          
            
              〈
              
                i
                c
              
              〉
            
            ⁢
            
              (
              
                1
                -
                
                  d
                  ⁢
                  
                    
                  
                  ⁢
                  2
                
              
              )
            
            ⁢
            
              R
              load
            
          
          
            
              n
              2
            
            ⁢
            
              V
              g
            
          
        
      
    
    
      
        (
        I
        )
      
    
  




The duty cycle d1 for operating the DC-DC buck converter 101 in NLC while the duty cycle d2 of the DC-AC boost converter 102 is fixed may be calculated by the mode selector 113 using formula (II) below:




  
    
      
        
          d
          ⁢
          
            
          
          ⁢
          1
        
        =
        
          
            
              
                
                  n
                  2
                
                ⁢
                P
              
              
                
                  R
                  load
                
                ⁡
                
                  (
                  
                    1
                    -
                    
                      d
                      ⁢
                      
                        
                      
                      ⁢
                      2
                    
                  
                  )
                
              
            
          
          ·
          
            
              
                (
                
                  1
                  -
                  
                    d
                    ⁢
                    
                      
                    
                    ⁢
                    2
                  
                
                )
              
              ⁢
              
                R
                load
              
            
            
              
                n
                2
              
              ⁢
              
                V
                g
              
            
          
        
      
    
    
      
        (
        II
        )
      
    
  




The duty cycle d1 for operating the DC-DC buck converter 101 in fixed mode while the duty cycle d2 of the DC-AC boost converter 102 is also fixed for a particular Vout limit may be calculated by the mode selector 113 using formula (III) below:




  
    
      
        
          d
          ⁢
          
            
          
          ⁢
          1
        
        =
        
          
            
              (
              
                1
                -
                
                  d
                  ⁢
                  
                    
                  
                  ⁢
                  2
                
              
              )
            
            ⁢
            
              V
              out
            
          
          
            
              nV
              g
            
            ⁢
            
              
                1
                -
                
                  d
                  ⁢
                  
                    
                  
                  ⁢
                  2
                
              
            
          
        
      
    
    
      
        (
        III
        )
      
    
  




In formulas (I), (II), and (III), d1 is the duty cycle of the DC-DC buck converter 101, iC is the time averaged inductor control current, d2 is the duty cycle of the DC-AC boost converter 102, Rload is the resistance of the load (e.g., tissue being treated), n is turn ratio of the transformer 104, Vg is the input DC voltage supplied by the power supply 227, and Vout if the voltage across the transformer 104.
The formulas (I), (II), and (III) may be implemented as software functions within the mode selector 113 to determine the duty cycle of the DC-DC buck converter 101 at the desired breakpoints for a desired current, power, or voltage limit with a fixed duty cycle of the DC-AC boost converter 102.
FIG. 6 shows plots of duty cycles of DC-DC buck converter 101 as a function of impedance for each of the above-defined limits of formulas (I), (II), and (III), namely impedance limits for duty cycle d1 while in CPM, NLC, and voltage limit modes. The portion within the plots illustrates the dynamic range of the DC-DC buck converter 101. The plot of FIG. 6 also illustrates that the duty cycle of the DC-DC buck converter 101 may be saturated once the current or voltage limits are reached rather than having the controller 224 calculate the duty cycle d1 of the DC-DC buck converter 101. Further, this allows for the DC-DC buck converter 101 to control power while the DC-AC boost converter 102 is fixed, such that the duty cycle d2 controls the crest factor independently of the duty cycle d1 as illustrated in FIG. 7, which shows a plot of the crest factor as a function of the duty cycle d1.
By setting the duty cycle d2 to a fixed value to achieve a desired crest factor, the controller 224 can independently set the crest factor as well as Vrms as long as the duty cycle d1 does not saturate. The duty cycles d1 and d2 may be changed dynamically by the controller 224 to achieve different tissue effects. Changing the crest factor of the waveform allows for changing between different RF modes such as cutting and coagulation or a variety of blend modes.
The present disclosure also provides for an improved NLC waveform for controlling the DC-DC buck converter 101. While the DC-DC buck converter 101 is operated in NLC control with a fixed DC-AC boost converter 102, the power droops with increasing load resistance. This corresponds to lower DC current in the inductor 103. The present disclosure provides for increasing the DC current at load resistances, thereby modifying the NLC waveform.
A non-modified NLC waveform follows formula (IV) below:




  
    
      
        
          i
          c
        
        =
        
          
            
              P
              set
            
            ⁢
            
              T
              s
            
          
          
            tV
            g
          
        
      
    
    
      
        (
        IV
        )
      
    
  




In formula (IV), Pset is the power set point, Ts is the switching period of the switching element 101, Vg is the input DC voltage supplied by the power supply 227, and t is time. The resulting non-modified waveform 800 of the DC-DC buck converter 101 is shown in FIG. 8, which saturates for a small t and follows the formula (IV) for the rest of the switching period. FIG. 8 also shows the current waveform iL(t) 802 of the inductor 103.
A modified NLC waveform 900 as shown in FIG. 9 includes a power set point that includes a time variable, namely a ratio of the time period. In particular, Pset may be defined using the formula (V) below:




  
    
      
        
          P
          set
        
        =
        
          P
          +
          
            
              P
              comp
            
            ⁢
            
              t
              Ts
            
          
        
      
    
    
      
        (
        V
        )
      
    
  




In formula (V), P is the nominal set point and Pcomp is the gain of the linear portion of the formula (V) used to compensate for drooping power. Formula (VI) includes the time-variable Pset and is listed below:




  
    
      
        
          i
          c
        
        =
        
          
            
              [
              
                P
                +
                
                  
                    P
                    comp
                  
                  ⁢
                  
                    t
                    Ts
                  
                
              
              ]
            
            ⁢
            
              T
              s
            
          
          
            tV
            g
          
        
      
    
    
      
        (
        V
        )
      
    
  




With reference to FIG. 9, the modified NLC waveform 900 includes extended periods as compared with those of the non-modified NLC waveform 800, which draws more current when resistance is high, thereby decreasing the power droop. When t is small, e.g., at the beginning of the period, the modified NLC waveform 900 follows the non-modified NLC waveform 800 closely and power is regulated similarly for heavy loads. For light loads, the inductor current of a current waveform iL(t) 902 has a less steep slope as shown in FIG. 9 and takes longer to reach the NLC waveform as compared with the current waveform iL(t) 802. For t approaching Ts, e.g., t approaching the end of the period, the effective power command is increased and less power droop is observed. In particular, the modified induct current waveform has a higher DC value than the non-modified inductor current waveform. The higher DC value allows for increased power at high-load resistances.
The modified NLC waveform also allows for a smaller value (e.g., inductance) inductor 103 to achieve the same power regulation using a non-modified NLC waveform. A smaller inductor 103 also has more current ripple passing therethrough for the same DC level of current of a larger inductor 103. By allowing more ripple, the new NLC waveform can continue to control current and power at higher load resistances. Further, a smaller inductor 103 also provides benefits in production by more cost and space-efficient.
While several embodiments of the disclosure have been shown in the drawings and/or described herein, it is not intended that the disclosure be limited thereto, as it is intended that the disclosure be as broad in scope as the art will allow and that the specification be read likewise. Therefore, the above description should not be construed as limiting, but merely as exemplifications of particular embodiments. Those skilled in the art will envision other modifications within the scope and spirit of the claims appended hereto.

## Claims

1. An electrosurgical generator, comprising:
a DC-DC buck converter configured to output a DC waveform, the DC-DC buck converter including at least one first switching element operated at a first duty cycle;
a DC-AC boost converter coupled to the DC-DC buck converter and including at least one second switching element operated at a second duty cycle, the DC-AC boost converter configured to convert the DC waveform to generate at least one electrosurgical waveform; and
a controller coupled to the DC-DC buck converter and the DC-AC boost converter and configured to:
adjust the first duty cycle and the second duty cycle to operate the at least one electrosurgical waveform in at least one of constant current, constant voltage, or constant power modes; and
adjust the second duty cycle to control a crest factor of the at least one electrosurgical waveform independent of the first duty cycle.

2. The electrosurgical generator according to claim 1, wherein the controller is configured to control the DC-DC buck converter in a current-program mode and to maintain the second duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant current mode.

3. The electrosurgical generator according to claim 1, wherein the controller is configured to control the DC-DC buck converter in a non-linear carrier control mode and to maintain the second duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant power mode.

4. The electrosurgical generator according to claim 3, wherein in the non-linear carrier control mode the controller calculates a set point current based on a ratio of elapsed time and period length of each cycle of the DC waveform.

5. The electrosurgical generator according to claim 1, wherein the controller is configured to control the DC-AC boost converter in a current-program mode and to maintain the first duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant power mode.

6. The electrosurgical generator according to claim 1, wherein the controller is configured to maintain the first duty cycle at about 100% and the second duty cycle at less than 100% to operate the at least one electrosurgical waveform in a constant voltage mode.

7. The electrosurgical generator according to claim 1, wherein the controller is configured to adjust the first duty cycle to control power of the at least one electrosurgical waveform.

8. The electrosurgical generator according to claim 1, wherein the controller is configured to switch operation of the at least one electrosurgical waveform between at least one of constant current, constant voltage, or constant power modes based on the first duty cycle.

9. An electrosurgical generator, comprising:
a DC-DC buck converter configured to output a DC waveform, the DC-DC buck converter including at least one first switching element operated at a first duty cycle;
a DC-AC boost converter coupled to the DC-DC buck converter and including at least one second switching element operated at a second duty cycle, the DC-AC boost converter configured to convert the DC waveform to generate at least one electrosurgical waveform; and
a controller coupled to the DC-DC buck converter and the DC-AC boost converter and configured to:
adjust the first duty cycle and the second duty cycle to switch operation of the at least one electrosurgical waveform between at least one of constant current, constant voltage, or constant power modes based on the first duty cycle; and
adjust the second duty cycle to control a crest factor of the at least one electrosurgical waveform independent of the first duty cycle.

10. The electrosurgical generator according to claim 9, wherein the controller is configured to control the DC-DC buck converter in a current-program mode and to maintain the second duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant current mode.

11. The electrosurgical generator according to claim 9, wherein the controller is configured to control the DC-DC buck converter in a non-linear carrier control mode and to maintain the second duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant power mode.

12. The electrosurgical generator according to claim 11, wherein in the non-linear carrier control mode the controller calculates a set point current based on a ratio of elapsed time and period length of each cycle of the DC waveform.

13. The electrosurgical generator according to claim 9, wherein the controller is configured to control the DC-AC boost converter in a current-program mode and to maintain the first duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant power mode.

14. The electrosurgical generator according to claim 9, wherein the controller is configured to maintain the first duty cycle at about 100% and the second duty cycle at less than 100% to operate the at least one electrosurgical waveform in a constant voltage mode.

15. The electrosurgical generator according to claim 9, wherein the controller is configured to adjust the first duty cycle to control power of the at least one electrosurgical waveform.

16. A method for controlling an electrosurgical generator, the method comprising:
operating at least one first switching element of a DC-DC buck converter at a first duty cycle to output a DC waveform;
operating at least one second switching element of a DC-AC boost converter coupled to the DC-DC buck converter at a second duty cycle to convert the DC waveform to generate at least one electrosurgical waveform;
adjusting the first duty cycle and the second duty cycle to operate the at least one electrosurgical waveform in at least one of constant current, constant voltage, or constant power modes; and
adjusting the second duty cycle to control a crest factor of the at least one electrosurgical waveform independently of adjusting the first duty cycle.

17. The method according to claim 16, further comprising:
controlling the DC-DC buck converter in a current-program mode and to maintain the second duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant current mode.

18. The method according to claim 16, further comprising:
controlling the DC-DC buck converter in a non-linear carrier control mode and to maintain the second duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant power mode.

19. The method according to claim 18, wherein controlling the DC-DC buck converter in non-linear carrier control mode further comprises calculating a set point current based on a ratio of elapsed time and period length of each cycle of the DC waveform.

20. The method according to claim 16, further comprising:
controlling the DC-AC boost converter in a current-program mode and to maintain the first duty cycle at about 100% to operate the at least one electrosurgical waveform in a constant power mode.