阅读说明：本技术 一种全桥模块化多电平变换器的优化调制方法 (optimal modulation method of full-bridge modular multilevel converter ) 是由 林磊 何佳璐 徐晨 于 2019-09-30 设计创作，主要内容包括：本发明公开了一种全桥模块化多电平变换器的优化调制方法,在对整数投入子模块桥臂电压进行调制的同时,提出了SAPWM调制算法,通过考虑全桥模块化多电平变换器在提压运行工况下的桥臂电压的正负情况自适应的调节上、下桥臂载波相位,并根据小数投入子模块数与桥臂载波信号的瞬时值的比较结果,控制用于输出电压小数部分的子模块的输出电平,从而同时实现对整数和小数投入子模块桥臂电压的调制,且能在全桥模块化多电平变换器整个提压运行基波周期内增加负载电压电平数,不仅有效降低了负载电压的总谐波畸变率,而且还增加了负载电压的谐波频率,降低了滤波成本,适用于提压运行工况下的全桥模块化多电平变换器。(The invention discloses an optimized modulation method of a full-bridge modular multilevel converter, which provides an SAPWM (amplitude-adaptive pulse width modulation) algorithm while modulating bridge arm voltage of an integral input submodule, controls output levels of submodules for outputting fractional parts of voltage by considering the self-adaptive adjustment of the positive and negative conditions of the bridge arm voltage of the full-bridge modular multilevel converter under the boosting operation working condition and according to the comparison result of the fractional input submodule number and the instantaneous value of a bridge arm carrier signal, thereby simultaneously realizing the modulation of the bridge arm voltage of the integral and fractional input submodules, increasing the level number of load voltage in the whole boosting operation fundamental wave period of the full-bridge modular multilevel converter, effectively reducing the total harmonic distortion rate of the load voltage, increasing the harmonic frequency of the load voltage and reducing the filtering cost, the full-bridge modular multilevel converter is suitable for the full-bridge modular multilevel converter under the boosting operation condition.)

1. An optimal modulation method of a full-bridge modular multilevel converter is characterized by comprising the following steps:

s1, respectively determining the charging and discharging states of the sub-module capacitors in each bridge arm based on the bridge arm current and the bridge arm voltage, and sequencing the sub-modules according to the charging and discharging states of the sub-modules capacitors and the sub-module capacitor voltages;

S2, respectively calculating the number of integral input sub-modules and the number of decimal input sub-modules in each bridge arm according to the bridge arm voltage and the average capacitance voltage of the bridge arm rated sub-modules;

S3, respectively adopting NLM to control a plurality of submodules of the previous integer input submodule in each bridge arm, and outputting the integer part of the bridge arm voltage; judging whether the number of the decimal input sub-modules is 0 or not, if not, controlling the number of the first integer input sub-modules plus 1 sub-modules by adopting SAPWM (pulse-width modulation) based on the bridge arm voltage and the number of the decimal input sub-modules, and outputting the decimal part of the bridge arm voltage so as to output the full-bridge arm voltage;

S4, recalculating the new integer input sub-module number and the new decimal input sub-module number of each bridge arm according to the method in the step S2;

S5, respectively judging whether the numbers of the integer input submodules of the two adjacent bridge arms are equal, if not, sequencing the submodules according to the method of the step S1;

And S6, repeating the steps S3-S5 to iterate, and continuously outputting the full bridge arm voltage.

2. The optimized modulation method for a full-bridge modular multilevel converter according to claim 1, wherein the bridge arms of the full-bridge modular multilevel converter comprise an upper bridge arm and a lower bridge arm.

3. The optimized modulation method of the full-bridge modular multilevel converter according to claim 1, wherein the number of the integer input sub-modules is an integer for representing how many sub-modules are used to output an integer part of the bridge arm voltage;

The decimal input submodule number is decimal and is used for indicating that one submodule intermittently outputs the capacitance voltage of the submodule at a duty ratio of a fraction so as to obtain the decimal part of the bridge arm voltage.

4. the optimal modulation method for the full-bridge modular multilevel converter according to claim 3, wherein the integer input sub-module number N and the fractional input sub-module number N are calculated by the following formula:

wherein u is_armFor bridge arm voltage, U_CIs the nominal sub-module average capacitance voltage.

5. the optimal modulation method of the full-bridge modular multilevel converter according to claim 1, wherein the method of controlling the +1 sub-modules of the integer input sub-module number by using SAPWM in each bridge arm comprises the following steps:

S31, if the voltages of the upper and lower bridge arms are both more than or equal to 0, generating the upper bridge arm triangular carrier wave and the lower bridge arm triangular carrier wave which are in phase and fluctuate in a 0-1 interval, otherwise, generating the upper bridge arm triangular carrier wave and the lower bridge arm triangular carrier wave which fluctuate in a 0-1 interval in opposite phase;

And S32, controlling the output levels of the first integer input submodule number +1 submodules in the upper and lower bridge arms according to the bridge arm voltage, the decimal input submodule number and the bridge arm triangular carrier, and outputting the decimal part of each bridge arm voltage.

6. The optimized modulation method for full-bridge modular multilevel converter according to claim 5, wherein the method of step S32 comprises:

If the bridge arm voltage is more than or equal to 0 and the decimal input sub-module number is more than the instantaneous value of the triangular carrier wave, the positive level is output by the +1 sub-modules of the integer input sub-module number;

If the bridge arm voltage is less than 0 and the number of the decimal input sub-modules is greater than the instantaneous value of the triangular carrier wave, enabling the integral input sub-modules plus 1 to output negative levels;

If the number of the decimal sub-modules is less than or equal to the instantaneous value of the triangular carrier wave, the number of the decimal sub-modules plus 1 sub-module outputs zero level.

7. the optimal modulation method for the full-bridge modular multilevel converter according to claim 1, wherein the optimal modulation method for the full-bridge modular multilevel converter is suitable for the full-bridge modular multilevel converter under a boost operating condition.

Technical Field

The invention belongs to the field of voltage converters, and particularly relates to an optimal modulation method of a full-bridge modular multilevel converter.

Background

the Full-Bridge Modular Multilevel Converter (FB MMC) has unique advantages in the fields of voltage boosting operation, direct current fault ride-through, motor driving and the like by virtue of the flexible output capability of the sub-modules. Produce the negative output level through the submodule piece, FB MMC can produce the load voltage of higher amplitude under the unchangeable condition of direct current voltage, realizes promoting the pressure operation, promotes FB MMC capacity. Under the condition of short circuit fault of the direct current side, the fault current of the direct current side can be eliminated, reactive compensation is provided, and direct current fault ride-through can be realized without depending on an additional device. The flexible level output capability of the FB MMC sub-modules allows each sub-module of the same bridge arm to be in different charging and discharging states, the control freedom degree of the sub-module capacitor voltage is increased, and the problem that the sub-module capacitor voltage fluctuates violently when a motor operates at a low speed is effectively solved.

Common modulation modes suitable for FB MMC mainly include: nearest level approximation modulation (NLM) and Pulse Width Modulation (PWM). Under the medium-voltage condition, the number of MMC sub-modules is small, and the adoption of NLM can result in low load voltage level number, so that serious load voltage waveform distortion is caused. Although PWM can effectively avoid the problem of medium-voltage application scene load voltage waveform distortion, higher switching frequency can bring high and low switching loss and heavy heat dissipation pressure, increases FB MMC overall cost, and is unfavorable for the long-term safe and reliable operation of equipment. Therefore, in the medium voltage application field, an optimized FBMMC modulation strategy is needed to generate a load voltage with low waveform distortion at a low switching frequency.

Aiming at the problems, the existing optimal modulation method of the FB MMC is based on NLM, and a half-voltage submodule is additionally arranged in each bridge arm of the FB MMC, so that the load voltage level number is increased by using lower switching frequency, and the waveform distortion is reduced. However, the method needs to additionally add a half-voltage sub-module in each bridge arm, and the hardware cost is high. Extra closed-loop control is needed to ensure that the capacitor voltage of the half-voltage sub-module is always half of the capacitor voltage of the common sub-module, and the control is complex. The decimal part of the bridge arm voltage is not considered, only the bridge arm voltage corresponding to the integral number of the bridge arm sub-modules can be modulated, the quality improvement effect of the generated load voltage waveform is limited, the harmonic wave is mainly a low-frequency component, and the filtering cost is high. Negative level output of a common submodule (namely an integer submodule) is not considered, the method is not suitable for a boosting operation working condition, and the advantages of the FB MMC are difficult to exert.

In summary, it is an urgent need to solve the above problems to provide an optimal modulation method and system for a full-bridge modular multilevel converter suitable for a voltage-boosting operation condition.

Disclosure of Invention

Aiming at the defects of the prior art, the invention aims to provide an optimal modulation method of a full-bridge modular multilevel converter, and aims to solve the problem that the prior art is not suitable for a voltage-boosting operation condition because the negative level output of an integer submodule is not considered.

In order to achieve the above object, the present invention provides an optimized modulation method for a full-bridge modular multilevel converter, comprising the following steps:

S1, respectively determining the charging and discharging states of the sub-module capacitors in each bridge arm based on the bridge arm current and the bridge arm voltage, and sequencing the sub-modules according to the charging and discharging states of the sub-modules capacitors and the sub-module capacitor voltages;

S2, respectively calculating the number of integral input sub-modules and the number of decimal input sub-modules in each bridge arm according to the bridge arm voltage and the average capacitance voltage of the bridge arm rated sub-modules;

S3, respectively adopting NLM to control a plurality of submodules of the previous integer input submodule in each bridge arm, and outputting the integer part of the bridge arm voltage; judging whether the number of the decimal input sub-modules is 0 or not, if not, controlling the number of the first integer input sub-modules plus 1 sub-modules by adopting SAPWM (pulse-width modulation) based on the bridge arm voltage and the number of the decimal input sub-modules, and outputting the decimal part of the bridge arm voltage so as to output the full-bridge arm voltage;

S4, recalculating the new integer input sub-module number and the new decimal input sub-module number of each bridge arm according to the method in the step S2;

S5, respectively judging whether the numbers of the integer input submodules of the two adjacent bridge arms are equal, if not, sequencing the submodules according to the method of the step S1;

And S6, repeating the steps S3-S5 to iterate, and continuously outputting the full-bridge arm voltage with low total harmonic distortion rate.

Further preferably, the bridge arms of the full-bridge modular multilevel converter include an upper bridge arm and a lower bridge arm.

Further preferably, the number of the integer input submodules is an integer, and is used for indicating how many submodules are adopted to output an integer part of the bridge arm voltage; the decimal input submodule number is decimal and is used for indicating that one submodule intermittently outputs the capacitance voltage of the submodule at a duty ratio of a fraction so as to obtain the decimal part of the bridge arm voltage.

more preferably, the calculation formula of the number of integer input submodules N and the number of decimal input submodules N is as follows:

Wherein u is_armFor bridge arm voltage, U_CIs the nominal sub-module average capacitance voltage.

further preferably, the method for controlling the +1 sub-modules with the integer number of input sub-modules by using the sappwm in each bridge arm includes the following steps:

S31, if the voltages of the upper and lower bridge arms are both more than or equal to 0, generating the upper bridge arm triangular carrier wave and the lower bridge arm triangular carrier wave which are in phase and fluctuate in a 0-1 interval, otherwise, generating the upper bridge arm triangular carrier wave and the lower bridge arm triangular carrier wave which fluctuate in a 0-1 interval in opposite phase;

And S32, controlling the output levels of the first integer input submodule number +1 submodules in the upper and lower bridge arms according to the bridge arm voltage, the decimal input submodule number and the bridge arm triangular carrier, and outputting the decimal part of each bridge arm voltage.

Further preferably, the method of step S32 includes:

If the bridge arm voltage is more than or equal to 0 and the decimal input sub-module number is more than the instantaneous value of the triangular carrier wave, the positive level is output by the +1 sub-modules of the integer input sub-module number;

If the bridge arm voltage is less than 0 and the number of the decimal input sub-modules is greater than the instantaneous value of the triangular carrier wave, enabling the integral input sub-modules plus 1 to output negative levels;

if the number of the decimal sub-modules is less than or equal to the instantaneous value of the triangular carrier wave, the number of the decimal sub-modules plus 1 sub-module outputs zero level.

Further preferably, the optimal modulation method of the full-bridge modular multilevel converter is suitable for the full-bridge modular multilevel converter under the boosting operation condition.

through the technical scheme, compared with the prior art, the invention can obtain the following beneficial effects:

1. The invention provides an optimized modulation method of a full-bridge modular multilevel converter, which is characterized in that when the bridge arm voltage of an integral input sub-module is modulated, an SAPWM (pulse-width modulation) algorithm is provided, the carrier phases of an upper bridge arm and a lower bridge arm are adaptively adjusted by considering the positive and negative conditions of the bridge arm voltage of the full-bridge modular multilevel converter under the boosting operation working condition, and the output level of a sub-module for outputting the fractional part of the voltage is controlled according to the comparison result of the fractional input sub-module number and the instantaneous value of the bridge arm carrier signal, so that the modulation of the bridge arm voltage of the integral input sub-module and the fractional input sub-module can be simultaneously realized, the load voltage level number can be increased in the whole boosting operation fundamental wave period of the full-bridge modular multilevel converter, and the optimized modulation method is suitable for the full-.

2. the invention provides an optimal modulation method of a full-bridge modular multilevel converter, which can adaptively adjust the carrier phases of an upper bridge arm and a lower bridge arm according to bridge arm voltages, not only can modulate the sub-module bridge arm voltages for outputting fractional parts of voltages, but also can increase the level number of load voltages in the whole voltage-increasing operation fundamental wave period of the full-bridge modular multilevel converter. The total harmonic distortion rate of the load voltage is effectively reduced, the harmonic frequency of the load voltage is increased, and the filtering cost is reduced.

3. According to the optimal modulation method of the full-bridge modular multilevel converter, new sequencing operation is carried out only when the number of the sub-modules which are put into an integer changes, and only one sub-module of each bridge arm is in a high-frequency working state, so that the switching frequency is obviously reduced.

Drawings

Fig. 1 is a flow chart of an optimal modulation method of a full-bridge modular multilevel converter provided by the invention;

FIG. 2 is a topology of a single-phase FB MMC to which the present invention is applicable;

FIG. 3 is an illustration of the effect of upper and lower bridge arm carrier phase on the sum of bridge arm inductance voltage and output voltage of submodules for outputting fractional voltages; wherein, the graph (a) shows the carrier inversion of the upper and lower bridge arms, and u_armpU is not less than 0_armnWhen the phase of the upper bridge arm carrier and the lower bridge arm carrier is more than or equal to 0, the influence of the phase of the upper bridge arm carrier and the lower bridge arm carrier on the sum of the output voltage of the submodule for outputting the fractional part of the voltage and the bridge arm inductance voltage is exerted; graph (b) shows that the upper and lower bridge arm carriers are in phase and u is_armpu is not less than 0_armnWhen the phase of the upper bridge arm carrier and the lower bridge arm carrier is more than or equal to 0, the influence of the phase of the upper bridge arm carrier and the lower bridge arm carrier on the sum of the output voltage of the submodule for outputting the fractional part of the voltage and the bridge arm inductance voltage is exerted; graph (c) shows the carrier inversion of the upper and lower arms, and u_armpU is not less than 0_armnWhen the sum of the output voltage of the submodules used for outputting the fractional voltage part and the bridge arm inductance voltage is less than 0, the influence of the carrier phases of the upper bridge arm and the lower bridge arm is exerted on the sum of the output voltage of the submodules used for outputting the fractional voltage part and the bridge arm inductance voltage; graph (d) shows that the upper and lower bridge arm carriers are in phase, and u is_armpU is not less than 0_armnwhen the sum of the output voltage of the submodules used for outputting the fractional voltage part and the bridge arm inductance voltage is less than 0, the influence of the carrier phases of the upper bridge arm and the lower bridge arm is exerted on the sum of the output voltage of the submodules used for outputting the fractional voltage part and the bridge arm inductance voltage;

FIG. 4 is a diagram showing the result of modulating FB MMC by using NLM and the method of the present invention;

fig. 5 is a frequency spectrum diagram of a load voltage obtained by modulating FB MMC by NLM and the method provided by the present invention, respectively; the graph (a) is a frequency spectrum graph of the load voltage obtained by modulating the FB MMC by the NLM, and the graph (b) is a frequency spectrum graph of the load voltage obtained by modulating the FB MMC by the method provided by the present invention.

Detailed Description

In order to make the objects, technical solutions and advantages of the present invention more apparent, the present invention is described in further detail below with reference to the accompanying drawings and embodiments. It should be understood that the specific embodiments described herein are merely illustrative of the invention and are not intended to limit the invention.

In order to achieve the above object, the present invention provides an optimized modulation method for a full-bridge modular multilevel converter, as shown in fig. 1, including the following steps:

S1, respectively determining the charging and discharging states of the sub-module capacitors in each bridge arm based on the bridge arm current and the bridge arm voltage, and sequencing the sub-modules according to the charging and discharging states of the sub-modules capacitors and the sub-module capacitor voltages;

specifically, the bridge arm of the full-bridge modular multilevel converter comprises an upper bridge arm and a lower bridge arm.

Determining the charge-discharge states of the capacitors of the upper bridge arm sub-modules and the lower bridge arm sub-modules based on the currents of the upper bridge arm and the lower bridge arm and the voltages of the upper bridge arm and the lower bridge arm respectively, and sequencing all the sub-modules in the upper bridge arm and the lower bridge arm according to the charge-discharge states of the capacitors of the upper sub-modules and the lower sub-modules and the capacitor voltages of the sub-modules respectively so as to maintain the balance of the capacitor voltages;

Specifically, the following bridge arm is taken as an example and is based on a lower bridge arm current i_armnlower bridge arm voltage u_armnCharging and discharging zone bit flag for calculating capacitor of lower bridge arm submodule_C＝i_armu_armand calculating the charge and discharge zone bits of one submodule to obtain the charge and discharge state of each submodule in each bridge arm. When flag_CWhen the capacitance is more than or equal to 0, the capacitance of the lower bridge arm submodule is in a charging state, and the lower bridge arm submodule is subjected to charge according to the capacitance voltage u of each submodule_SMISorting in ascending order; when flag_CWhen the capacitance is less than 0, the capacitance of the lower bridge arm submodule is in a discharge state, and the lower bridge arm submodule is subjected to voltage u according to the capacitance of each submodule_SMISorting in descending order. The sorting method of the sub-modules in the upper bridge arm is the same as that of the lower bridge arm.

s2, respectively calculating the number of integral input sub-modules and the number of decimal input sub-modules in each bridge arm according to the bridge arm voltage and the average capacitance voltage of the bridge arm rated sub-modules;

Specifically, the number N of sub-modules input by the integer of the upper bridge arm and the lower bridge arm is calculated according to the voltage of the upper bridge arm and the lower bridge arm and the average capacitance voltage of the rated sub-modules of the upper bridge arm and the lower bridge arm respectively_p、N_nAnd the number n of upper and lower bridge arm decimal input sub-modules_p、n_n；

The number of the integral input submodules is an integer and is used for indicating the number of submodules adopted to obtain the integral part of the bridge arm voltage; the decimal input submodule number is decimal and is used for indicating that one submodule intermittently outputs the capacitance voltage of the submodule at a duty ratio of a fraction so as to obtain the decimal part of the bridge arm voltage.

Specifically, the following bridge arm is taken as an example, and the number of sub-modules N is inputted as an integer_nThe sum decimal fraction input submodule number n_nThe calculation formula of (a) is as follows:

wherein u is_armnis the voltage of the lower bridge arm,And the average capacitor voltage of the rated sub-modules of the lower bridge arm is obtained.

The calculation method of the number of the integer input sub-modules and the number of the decimal input sub-modules of the upper bridge arm is the same as that of the lower bridge arm.

S3, respectively adopting NLM to control a plurality of submodules of the previous integer input submodule in each bridge arm, and outputting the integer part of the bridge arm voltage; judging whether the number of the decimal input sub-modules is 0 or not, if not, controlling the number of the first integer input sub-modules plus 1 sub-modules by adopting SAPWM (pulse-width modulation) based on the bridge arm voltage and the number of the decimal input sub-modules, and outputting the decimal part of the bridge arm voltage so as to output the full-bridge arm voltage;

Specifically, NLM is adopted to respectively align the top N after sequencing_pUpper bridge arm submodule and front N_nthe lower bridge arm sub-modules are controlled to output the integer part of the voltage;

specifically, for the following bridge arm, the lower bridge arm voltage u is taken as an example_armnWhen the sum of the first N is greater than or equal to 0, putting the sorted first N in_nThe lower bridge arm sub-modules are used and are made to output a positive level. Otherwise, the top N after the sorting is thrown into_nand the lower bridge arm sub-modules are used and output negative levels.

The upper bridge arm adopts NLM to sequence the front N_pthe control method of each upper bridge arm submodule is the same as that of the lower bridge arm.

Specifically, if the number of decimal input sub-modules of the upper arm is not 0, the upper arm voltage u is based on_armpAnd the number n of upper bridge arm decimal sub-modules_pSorting Nth by SAPWM_pThe +1 upper bridge arm sub-modules are controlled to output the decimal part of the upper bridge arm voltage; if the number of the decimal input sub-modules of the lower bridge arm is not 0, the decimal input sub-modules are based on the voltage u of the lower bridge arm_armnand the number n of the lower bridge arm decimal sub-modules_nSorting Nth by SAPWM_nThe +1 lower bridge arm submodules are controlled to output the decimal part of the lower bridge arm voltage;

It is easy to understand that FBMMC cannot directly input submodules with decimal numbers, so that sappwm equivalently generates a bridge arm voltage decimal part by intermittently inputting 1 submodule. By comparing the calculated number of the decimal input sub-modules with the triangular carrier instantaneous value, the time for inputting and cutting off 1 sub-module is determined, so that the average output voltage generated by intermittently inputting 1 sub-module is perfectly equivalent to the output voltage generated by the calculated decimal input sub-module, and the required decimal part bridge arm voltage is generated.

Specifically, the method for controlling the +1 sub-modules with the integer number of the input sub-modules by using the sappwm includes the following steps:

S31, if the upper and lower bridge arm voltage u_armp、u_armnIf the phase difference is more than or equal to 0, generating an upper bridge arm triangular carrier wave and a lower bridge arm triangular carrier wave which are in phase and fluctuate in a 0-1 interval, otherwise, generating an upper bridge arm triangular carrier wave and a lower bridge arm triangular carrier wave which fluctuate in a 0-1 interval and are in phase opposition;

S32, inputting the number of sub-modules according to the upper bridge arm voltage and the lower bridge arm voltage, and controlling and sequencing the upper bridge arm triangular carrier and the lower bridge arm triangular carrier according to the upper bridge arm voltage and the lower bridge arm voltage_p+1 upper bridge arm sub-module and the N-th after sequencing_nAnd the output levels of the +1 lower bridge arm submodules are used for outputting decimal parts of the voltage of each bridge arm.

Specifically, taking the lower arm as an example, if the lower arm voltage u is_armn0 or more and the number n of decimal input submodules_nGreater than the instantaneous value c of its triangular carrier_n(t), then N < th > thereof_n+1 submodules outputting positive levels;

if the lower bridge arm voltage u_armnLess than 0 and the number n of decimal input sub-modules_nGreater than the instantaneous value c of its triangular carrier_n(t), then N < th > thereof_n+1 submodules output negative levels;

If a decimal number is added to the number of submodules n_nInstantaneous value c of its triangular carrier_n(t), then N < th > thereof_nThe +1 sub-modules output zero level.

For convenience of description and understanding, the principle of the sappwm modulation method proposed by the present invention is described in detail by taking a single-phase FB MMC as an example, specifically, a topology structure of the single-phase FB MMC is shown in fig. 2, wherein a load voltage u is shown in fig. 2_acSatisfies the following conditions:

Wherein i_armpand i_armnRespectively, upper and lower bridge arm currents u_armpand u_armnRespectively, upper and lower bridge arm voltages u_Lfor bridge arm inductance voltage, u_{SMN_p}and u_{SMN_n}The total output voltage of the sub-modules controlled by the NLM in the upper bridge arm and the lower bridge arm is respectively. u. of_{SM_p}And u_{SM_n}The output voltages of the sub-modules controlled by the SAPWM in the upper bridge arm and the lower bridge arm are respectively. As can be seen from the above formula, u is increased_{SM_n}+u_LThe number of levels of (d) can be increased to increase the load voltage u_acthe level number is increased, so that the load voltage can be smoother, and the waveform quality is better.

Is in a common working condition with HB MMC and FB MMC, namely the upper bridge arm voltage u_armp0 or more and lower bridge arm voltage u_armndifferent when more than or equal to 0, and when the FB MMC is in the pressure-increasing operating condition, u_armp、u_armnThere may also be the following: u. of_armp< 0 or u_armn< 0, wherein u_armpAnd u_armnnot likely to be less than 0 at the same time. FIG. 3 is an illustration of the influence of upper and lower bridge arm carrier phases on the sum of the output voltage of the sub-modules for outputting fractional voltages and bridge arm inductance voltages; wherein, the graph (a) shows the carrier inversion of the upper and lower bridge arms, and u_armpU is not less than 0_armnWhen the phase of the upper bridge arm carrier and the lower bridge arm carrier is more than or equal to 0, the influence of the phase of the upper bridge arm carrier and the lower bridge arm carrier on the sum of the output voltage of the submodule for outputting the fractional part of the voltage and the bridge arm inductance voltage is exerted; graph (b) shows that the upper and lower bridge arm carriers are in phase and u is_armpU is not less than 0_armnWhen the phase of the upper bridge arm carrier and the lower bridge arm carrier is more than or equal to 0, the influence of the phase of the upper bridge arm carrier and the lower bridge arm carrier on the sum of the output voltage of the submodule for outputting the fractional part of the voltage and the bridge arm inductance voltage is exerted; graph (c) shows the carrier inversion of the upper and lower arms, and u_armpU is not less than 0_armnWhen the sum of the output voltage of the submodules used for outputting the fractional voltage part and the bridge arm inductance voltage is less than 0, the influence of the carrier phases of the upper bridge arm and the lower bridge arm is exerted on the sum of the output voltage of the submodules used for outputting the fractional voltage part and the bridge arm inductance voltage; graph (d) shows that the upper and lower bridge arm carriers are in phase, and u is_armpU is not less than 0_armnAnd when the sum of the output voltage of the submodule for outputting the fractional voltage and the bridge arm inductance voltage is less than 0, the carrier phases of the upper bridge arm and the lower bridge arm influence the sum of the output voltage of the submodule for outputting the fractional voltage and the bridge arm inductance voltage. When u is compared with the graph (a) and the graph (b) in FIG. 3, it can be seen that_armpU is not less than 0_armnwhen the input voltage is more than or equal to 0, the decimal input submodule is controlled by the carriers of the upper and lower bridge arms in the same phase, high-frequency step voltage can be generated on the bridge arm inductor, and u is greatly increased_{SM_n}+u_LThe PWM wave level number has better effect; when u is compared with the graph (c) and the graph (d) in FIG. 3, it can be seen that_armp< 0 or u_armnWhen the frequency is less than 0, the decimal input submodule is controlled by the carriers of the upper and lower bridge arms with opposite phases u_{SM_n}+u_Lthe PWM wave level number is more, and the effect is better. The SAPWM modulation method provided by the invention realizes u under the FB MMC voltage-boosting operation condition in such a way_{SM_n}+u_Lthe level number of the PWM wave is increased, so that the level number of the load voltage is increased, the load voltage signal is smoother, and the waveform quality is higher.

s4, recalculating the new integer input sub-module number and the new decimal input sub-module number of each bridge arm according to the method in the step S2;

s5, respectively judging whether the numbers of the integer input submodules of the two adjacent bridge arms are equal, if not, sequencing the submodules according to the method of the step S1;

and S6, repeating the steps S3-S5 to iterate, and continuously outputting the full-bridge arm voltage with low total harmonic distortion rate.

And finally, simulating the pressure increasing operation of the FB MMC through MATLAB/SIMULINK, wherein specific simulation model parameters are shown in the table 1. Under the working condition of FB MMC voltage-boosting operation, the optimal modulation method of the full-bridge modular multilevel converter and the NLM provided by the invention are respectively adopted to verify that the invention applies the load voltage u_acimproving the waveform distortion, and when t is less than 0.2s, modulating FB MMC by adopting NLM; when t is more than or equal to 0.2s, the FB MMC is modulated by the method provided by the invention, and a result comparison graph as shown in FIG. 4 is obtained, wherein the first line is a bridge arm voltage waveform graph obtained by modulating the FB MMC by respectively adopting the NLM and the method provided by the invention, the second line is an inductance voltage waveform graph obtained by modulating the FB MMC by respectively adopting the NLM and the method provided by the invention, and the third line is a load voltage waveform graph obtained by modulating the FB MMC by respectively adopting the NLM and the method provided by the invention. As can be seen from the figure, the method provided by the invention can simultaneously modulate integer bridge arm submodules and decimal bridge arm submodules to generate a step u of PWM fluctuation_ac(ii) a And generate a high frequency step u_LGreatly increasing the load voltage u_acThe number of levels. In contrast to the NLM,The method provided by the invention enables u_acThe total harmonic distortion rate THD is reduced by 22.13%. In addition, as shown in fig. 5, the load voltage u obtained by modulating FB MMC by NLM and the method provided by the present invention respectively_acWherein, the graph (a) is the load voltage u obtained by adopting NLM to modulate FB MMC_acThe graph (b) is the load voltage u obtained by modulating FB MMC by the method of the present invention_acspectrum diagram of (a). It can be seen from the figure that the method proposed by the present invention can significantly increase the load voltage u compared to NLM_acThe harmonic frequency of the filter greatly reduces the filtering cost.

it will be understood by those skilled in the art that the foregoing is only a preferred embodiment of the present invention, and is not intended to limit the invention, and that any modification, equivalent replacement, or improvement made within the spirit and principle of the present invention should be included in the scope of the present invention.