<dd id="mimiw"><samp id="mimiw"></samp></dd>

<address id="mimiw"><nav id="mimiw"><delect id="mimiw"></delect></nav></address>

    Suzhou Electric Appliance Research Institute
    期刊號(hào): CN32-1800/TM| ISSN1007-3175

    Article retrieval

    文章檢索

    首頁(yè) >> 文章檢索 >> 往年索引

    基于全局預(yù)定時(shí)間終端滑??刂频莫?dú)立光伏MPPT

    來(lái)源:電工電氣發(fā)布時(shí)間:2023-04-26 10:26 瀏覽次數(shù):344

    基于全局預(yù)定時(shí)間終端滑模控制的獨(dú)立光伏MPPT

    王琰1,劉崇新2
    (1 國(guó)網(wǎng)江蘇省電力有限公司無(wú)錫供電分公司,江蘇 無(wú)錫 214000;
    2 西安交通大學(xué) 電氣工程學(xué)院,陜西 西安 710049)
     
        摘 要:基于 PID 控制的傳統(tǒng)最大功率點(diǎn)跟蹤 (MPPT) 的速度較慢,且在光照、負(fù)載迅速變化時(shí)往往會(huì)發(fā)生振蕩,可能導(dǎo)致 MPPT 失敗。為了提高 MPPT 的速度,改善 MPPT 的動(dòng)態(tài)性能,將預(yù)定時(shí)間穩(wěn)定性理論引入獨(dú)立光伏 MPPT 中,建立了獨(dú)立光伏系統(tǒng)模型,并通過(guò)變步長(zhǎng)擾動(dòng)觀察法確定參考電壓,基于李雅普諾夫穩(wěn)定性理論,設(shè)計(jì)了全局預(yù)定時(shí)間終端滑??刂破鳎陬A(yù)定時(shí)間內(nèi)完成對(duì)參考電壓的追蹤并實(shí)現(xiàn) MPPT。通過(guò)仿真結(jié)果表明:提出的控制方法不僅能準(zhǔn)確地在預(yù)定時(shí)間實(shí)現(xiàn) MPPT,還具備優(yōu)良的動(dòng)態(tài)性能和較強(qiáng)的魯棒性;預(yù)定時(shí)間終端滑??刂破饔兄谙到y(tǒng)在光照、負(fù)載發(fā)生大擾動(dòng)時(shí)迅速、平滑地實(shí)現(xiàn) MPPT,具有較好的工程實(shí)際價(jià)值。
        關(guān)鍵詞: 預(yù)定時(shí)間控制;滑??刂?;最大功率點(diǎn)跟蹤;獨(dú)立光伏系統(tǒng)
        中圖分類號(hào):TM615 ;TM914.4     文獻(xiàn)標(biāo)識(shí)碼:A     文章編號(hào):1007-3175(2023)04-0006-06
     
    Global Predefined Time Terminal Sliding Mode Control for
    MPPT in a Stand-Alone Photovoltaic System
     
    WANG Yan1, LIU Chong-xin2
    (1 State Grid Jiangsu Electric Power Co., Ltd. Wuxi Power Supply Company, Wuxi 214000, China;
    2 School of Electrical Engineering, Xi’an Jiaotong University, Xi’an 710049, China)
     
        Abstract: The traditional Maximum Power Point Tracking (MPPT) based on PID control has slow speed and tends to oscillate during the rapid change of light and load, which may lead to the failure of MPPT. To solve these problems, the paper introduces the predefined time stability theory to MPPT of a stand-alone photovoltaic system. It first establishes a stand-alone photovoltaic system model and determines the reference voltage through variable step perturbation and observation method. Then based on the Lyapunov stability theory, a global predefined time terminal sliding mode controller is designed to track the reference voltage and complete MPPT within the predefined time. The simulation results show that this control method not only completes MPPT within the predefined time, but also has excellent dynamic performance and strong robustness. Besides, the predefined time terminal sliding mode controller is helpful for the system to complete MPPT fast and smoothly during the rapid change of light and load, verifying its great engineering application.
        Key words: predefined time control; sliding mode control; maximum power point tracking; stand-alone photovoltaic system
     
    參考文獻(xiàn)
    [1] THANG T V, AHMED A, KIM C, et al.Flexible System Architecture of Stand-Alone PV Power Generation with Energy Storage Device[J].IEEE Transactions on Energy Conversion,2015,30(4):1386-1396.
    [2] LU S,WANG Y,ZHU Z,et al.Fixed-Time Nonsingular Terminal Sliding Mode Control for MPPT in Stand-Alone Photovoltaic Systems[C]//2019 Chinese Automation Congress (CAC),2019:3153-3157.
    [3] JIANG P,ZHANG W,JIN Z.Photovoltaic Array MPPT Based on Improved Perturbation Observation Method[C]//2018 Chinese Automation Congress(CAC),2018:1206-1210.
    [4] 鄭含博,杜齊,郭文豪,等. 應(yīng)用于光儲(chǔ)系統(tǒng)中的改進(jìn)型擾動(dòng)觀察 MPPT 算法[J] . 控制理論與應(yīng)用,2022,39(3):491-498.
    [5] 周東寶,陳淵睿. 基于改進(jìn)型變步長(zhǎng)電導(dǎo)增量法的最大功率點(diǎn)跟蹤策略[J] . 電網(wǎng)技術(shù),2015,39(6):1491-1498.
    [6] 李孝祿,王鑫,方曉敏,等. 基于滑??刂频墓?span style="font-size: 12px;">伏系統(tǒng) MPPT 控制策略[J] . 太陽(yáng)能學(xué)報(bào),2018,39(10):2843-2850.
    [7] 邵文權(quán),王猛,吳朝俊,等. 基于改進(jìn)滑模控制的光伏系統(tǒng) MPPT 控制策略[J] . 太陽(yáng)能學(xué)報(bào),2021,42(10):87-93.
    [8] PRADHAN R , SUBUDHI B . Double Integral Sliding Mode MPPT Control of a Photovoltaic System[J].IEEE Transactions on Control Systems Technology,2016,24(1):285-292.
    [9] ZHU Y, FEI J.Adaptive Global Fast Terminal Sliding Mode Control of Grid-Connected Photovoltaic System Using Fuzzy Neural Network Approach[J].IEEE Access,2017,5:9476-9484.
    [10] DHAR S, DASH P K.A New Backstepping Finite Time Sliding Mode Control of Grid Connected PV System Using Multivariable Dynamic VSC Model[J].International Journal of Electrical Power & Energy Systems,2016,82:314-330.
    [11] MENG Z, SHAO W, TANG J, et al.Sliding-Mode Control Based on Index Control Law for MPPT in Photovoltaic Systems[J].CES Transactions on Electrical Machines and Systems,2018,2(3):303-311.
    [12] ZHU Z , LU S , CHANG X , et al . Fixed-Time Nonsingular Backstepping Control of Photovoltaic Systems[C]//2019 Chinese Automation Congress(CAC),2019:3216-3221.
    [13] NI J, LIU L, TANG Y, et al.Predefined-Time Consensus Tracking of Second-Order Multiagent Systems[J].IEEE Transactions on Systems,Man,and Cybernetics:Systems,2021,51(4):2550-2560.
    [14] SANCHEZ-TORRES J D,GOMEZ-GUTIERREZ D,LOPEZ E,et al.A Class of Predefined-Time Stable Dynamical Systems[J].IMA Journal of Mathematical Control and Information,2017,35(1):1-29.
    [15] SANCHEZ-TORRES J D, SANCHEZ E N, LOUKIANOV A G.Predefined-Time Stability of Dynamical Systems with Sliding Modes[C]//2015 American Control Conference(ACC),2015:5842-5846.
    [16] ZUO Z.Non-Singular Fixed-Time Terminal Sliding Mode Control of Non-Linear Systems[J].IET Control Theory & Applications,2015,9(4):545-552.
    [17] ZUO Z, TIE L.Distributed Robust Finite-Time Nonlinear Consensus Protocols for Multi-Agent Systems[J].International Journal of Systems Science,2016,47(6):1366-1375.
    [18] 張超,何湘寧,趙德安. 光伏發(fā)電系統(tǒng)變步長(zhǎng) MPPT 控制策略研究[J]. 電力電子技術(shù),2009,43(10):47-49.

     

    亚洲无码av成人在线,亚洲影院AV无码一区二区,亚洲无码第二页,成人无码AV网站在线观看不卡 (function(){ var bp = document.createElement('script'); var curProtocol = window.location.protocol.split(':')[0]; if (curProtocol === 'https') { bp.src = 'https://zz.bdstatic.com/linksubmit/push.js'; } else { bp.src = 'http://push.zhanzhang.baidu.com/push.js'; } var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(bp, s); })();