ModulaÃ§Ã£o Vetorial Aplicada ao Retificador TrifÃ¡sico PWM - Ivo Barbi

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277[12] ILLA FONT, C. H.; BATISTA, F.; et al. Modulation Techniques for a BidirectionalThree-phase Switch Mode Rectifier. VI Conferência Internacional de AplicaçõesIndustriais – INDUSCON. Joinville, Outubro 2004.[13] VIITANEN, T.; TUUSA H.; Three Level Space Vector Modulation – An Applicationto a Space Vector Controlled Unidirectional Three-Phase/Level/Switch VIENNA IRectifier. 10th European Conference on Power Electronics and Applications (EPE2003). Proceedings. Toulouse, France, 2-4 September 2003.[14] BACKMAN, N.; ROJAS, R.; Modern Circuit Topology Enables Compact PowerFactor Corrected Three-Phase Rectifier Module. 24th. Annual InternationalTelecommunications Energy Conference (INTELEC 2002). Proceedings. 29 Sept. -3Oct. 2002. p. 107 - 114.[15] KOLAR J.; DROFENIK, U.; A New Switching Loss Reduced Discontinuous PWMScheme for a Unidirectional Three-Phase/Switch/Level Boost-Type PWM (VIENNA)Rectifier. 21st. Annual International Telecommunications Energy Conference(INTELEC 99). Proceedings. Copenhagen, Denmark, 6-9 June 1999.[16] KOLAR J.; DROFENIK, U.; ZACH F. C.; Space Vector Based Analysis of theVariation and Control of the Neutral Point Potential of Hysteresis Current ControlledThree-Phase/Switch/Level PWM Rectifier Systems. International Conference on PowerElectronics and Drive Systems. Proceedings. vol.1. 21-24 Feb. 1995. p. 22–33.[17] KOLAR J.; ERTL, H.; ZACH F. C.; Space Vector-Based Analysis of the InputCurrent Distortion of a Three-Phase Discontinuous-mode Boost Rectifier System.Record of the 24th IEEE Power Electronics Specialists Conference, Seatle (WA), June199320-24, p. 696-703.[18] VIITANEN, T.; TUUSA H.; Experimental Results of Vector Controlled and VectorModulated VIENNA I Rectifier. Record of the 35 th IEEE Power Electronics SpecialistsConference 20-25, June 2004, p. 4637-4643, vol. 6.[19] WATANABE, E. H.; STEPHAN, R. M.; Potência Ativa e Reativa Instantâneas emSistemas Elétricos com Fontes e Cargas Genéricas. Revista da SBA: Controle eAutomação, Vol. 3, N°1, março/abril, 1991.[20] WATANABE, E. H.; STEPHAN, R. M.; AREDES M.; New Concepts ofInstantaneous Active and Reactive Powers in Electrical Systems with Generic Loads.IEEE Transactions on Power Delivery, Vol. 8, No. 2, p. 697-703, April 1993.
278[21] AREDES, M.; Active Power Line Conditioners, Dr.-Ing. Thesis, TechnischeUniversität Berlin, Berlin, Germany, March 1996.[22] BARBI, I.; NOVAES, Y. R.; et al.; Retificadores PW Trifásicos Unidirecionais comAlto Fator de Potência. Eletrônica de Potência – Vol. 7, no. 1, Novembro de 2002.[23] SALMON, J. C.; Circuit topologies for PWM boost rectifiers operated from 1-phaseand 3-phase AC supplies and using either single or split DC rail voltage outputs. 10th.Annual Applied Power Electronics Conference and Exposition (APEC '95).Proceedings. 5-9 March 1995 . p. 473-479.[24] KOLAR J.; ERTL, H.; Status of the Techniques of Three-Phase Rectifier Systems withLow Effects on the Mains. 21st. Annual International Telecommunications EnergyConference (INTELEC 99). Proceedings. Copenhagen, Denmark, 6-9 June 1999.[25] OMEDI, T. J.; BARLIK, R.; Three-Phase AC-DC Unidirectional PWM Multiple-Switch Rectifier Topologies – Selected Proprieties and Critical Evaluation. IEEEInternational Symposium on Industrial Electronics (ISIE '96). Proceedings. Vol. 2, 17-20 June 1996. p. 784 - 789.[26] SINGH, B.; et al.; A review of Three-Phase Improved Power Quality AC-DCConverters. IEEE Transactions on Industrial Electronics, vol. 51, no. 3, 2004. p. 641-660.[27] BORGONOVO, Deivis; Modelagem e Controle de Retificadores PWM TrifásicosEmpregando a Transformação de Park. Florianópolis, 2001. Dissertação de Mestradoem Engenharia Elétrica – INEP, UFSC.[28] BORGONOVO, Deivis; BARBI, I.; NOVAES, Y. R.. A Three-Phase Three-SwitchTwo-Level PWM Rectifier. Record of the 34th IEEE Power Electronics SpecialistsConference. Vol. 3, 15-19 June 2003. p. 1075-1079.[29] TU, Rong-Jie; CHEN, Chern-Lin.; A New Space-Vector-Modulated Control for aUnidirectional Three-Phase Switch-Mode Rectifier. IEEE Transactions on IndustrialElectronics, vol. 45, no. 2, 1998. p. 256-262,[30] TU, Rong-Jie; CHEN, Chern-Lin.; A New Three-Phase Space-Vector-ModulatedPower Factor Corrector. 9th. Annual Applied Power Electronics Conference andExposition (APEC '94). Proceedings. vol.2. Feb. 1994. p. 725-730.[31] KOCZARA, W.; BIALOSKORKI, P.; Controllability of the Simple Three PhaseRectifier Operating with Unity Power Factor. Fifth European Conference on PowerElectronics and Applications. vol.7. 13-16 Sep 1993. p. 183-187.
Page 1 and 2:
FLÁBIO ALBERTO BARDEMAKER BATISTAM
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MODULAÇÃO VETORIAL APLICADA A RET
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Abstract of Thesis presented to UFS
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3.3.1 - Vetores Disponíveis.......
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6.2.2 - Dimensionamento dos Indutor
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B.2 - Netlist para a Simulação do
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LISTA DE SIMBOLOS1. Símbolos Adota
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5. Sub-Índices UtilizadosSímboloS
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2Nesta área, podem ser citados est
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4As referências que tratam deste c
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6PD A1D B1D C1iO ( t)S A1D A3S B1D
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8o Análise da forma de implementa
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10Capítulo 2 - Modulação Vetoria
Page 27 and 28:
12Aplicando a transformação αβ0
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14T 1 representa o intervalo de apl
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16TT′ = ⋅T11 ST1+T2TT′ = ⋅T
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18Tabela 2.6 - Seqüência de vetor
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20A Fig. 2-5 mostra a razão cícli
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22A definição dos setores é infl
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24O sistema original com referencia
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26RSEé a resistência equivalente
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28diA(t) diC(t)2⋅ vA( t) + vC( t)
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30Aplicando esta transformação à
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32Através da Fig. 2-11 é possíve
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34ComoTXD⋅ XD= 1⎡ cos( ω ⋅t)
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536PS A1S B1S C1iO( t )D A1D B1D C1
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38De forma semelhante, foi aplicado
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40200100vAiA( t)( t)0-100-2000s 5ms
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42800mVDbeta( t)Dalfa( t)400mV0V-40
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44As razões cíclicas das fases A,
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46Capítulo 3 - Modulação Vetoria
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48As etapas de operação para o Se
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50Na implementação dos vetores di
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52Tabela 3.2 - Sinais de comando pa
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Page 71 and 72:
56T 02T 12T 2T 12T 02cmd Atcmd Btcm
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58As razões cíclicas dos eixos α
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60Verifica-se também que a distrib
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623.4.1. Cálculos Preliminares e C
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64• Corrente média nos diodos D
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66Tabela 3.11 - Relações entre os
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68s + ωCI( s)=−KI⋅s ⋅ s +ZI(
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70A resposta ao degrau de referênc
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72⎛s + ω V ⎞⎜ ⋅ ⋅lim⎜s
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74A resposta ao degrau de referênc
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76No detalhe da Fig. 3-25 observa-s
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78450V450440V440430420VVo420410400V
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801.0V0.5VDd( t)Dq( t)0V0s 10ms 20m
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8220V20V10VSEL>>0VV(cmd1a)20V10VSEL
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84Os valores apresentados na Tabela
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86Neste caso, são definidos os mes
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884.3. Modulação Vetorial4.3.1. V
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94T 22T 12T 0T 12T 22cmd Atcmd Btcm
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96Neste caso, também se observa qu
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984.4. Dimensionamento do Estágio
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5102As relações para outros sub-s
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104100.0V87.5V75.0V62.5V50.0V30ms 4
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106450V450440V440430420VVo420410400
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1081.0V0.5VDd( t)Dq( t)0V0s 10ms 20
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1101.0uV1.0uV0VSEL>>-1.0uVV(cmd1a)2
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112200V200V0V0V-200V-277V20ms 24ms
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114A Fig. 4-33 mostra a forma de te
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1164.7. ConclusãoO retificador tri
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118Neste caso, são consideradas me
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120120V110V100V90V9.6ms 10.0ms 10.4
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122A Fig. 5-10 apresenta as razões
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124100V75V50V30ms 40ms 60ms 80ms 10
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126450V450440V440430420VVo420410400
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1285.4.1. Vetores Utilizados e Sina
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1305.4.2. Seqüência de Vetores e
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1325.4.3. Modelagem do RetificadorP
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134O projeto dos controladores para
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136Verifica-se a mesma dinâmica ap
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138200vA( t)100iA( t)0-100-2000s 10
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AADa10.90.80.70.60.50.40.30.20.1ALB
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142Como principal diferença entre
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144PPPD A1D B1D C1iO() tD A1D B1D C
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146Neste caso, a razão cíclica n
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148Para uma análise mais aprofunda
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150Tabela 6.1 - Especificações de
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152C2P ⋅ ⋅T= = 4296 μFO hold-u
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Page 171 and 172:
156• Perdas totais diodo D 34 :PD
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158RθT− THD34 AHAmax= =PSEMI0,13
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160Para f A= 10 kHz e considerando
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162+15VR493.3k25K13 1C29 2.2pR51R50
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164Saída 2: -15V/500mA para a alim
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1667.2.1. Malha de CorrenteA funç
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168νZIνCI= 2⋅π⋅ fv = 6498 ra
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170• Expressão (7.25): erro de c
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172A freqüência de corte para a m
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174Na Fig. 7-7 é mostrada a respos
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176A posição dos pólos em malha
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178A Fig. 7-14 mostra a lógica uti
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180referênciaNa Fig. 7-19 é mostr
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182O comportamento das razões cíc
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184604020IA,IB,IC (A)0-20-40-600.4
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1867.5. Programação7.5.1. Fluxogr
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188É reservada uma região da mem
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190senoides utilizadas nas transfor
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192vO() ttFig. 7-31 - Comportamento
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1947.5.8. Definição dos Setores e
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196vA () tiA() ta) Tensão de refer
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198A Fig. 8-4 mostra os sinais de c
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200Fig. 8-6 - Razões cíclicas par
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202a) Correntes de entrada para 177
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204Na Fig. 8-10 (a) observa-se a te
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206DA( t )DB( t)DC( t)iA( t )Fig. 8
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208Tabela 8-3 - Comparação entre
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210Neste caso, observa-se uma maior
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212Na Fig. 8-22 (a) observa-se tens
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214Neste caso, observa-se que as fo
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216Estas grandezas apresentam forma
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218VS( t)iS( t )V ( t)D1iD1( t )a)
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2208.5.2. Operação com V L = 380
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222Tabela 8-7 - Fator de potência.
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224Na Fig. 8-41, na Fig. 8-42 e na
Page 241 and 242: 226CONCLUSÃO GERALForam demonstrad
Page 243 and 244: 228dos valores teóricos, validando
Page 245 and 246: 230R83C386.94kV15n714nVo5/400R82 TL
Page 247 and 248: 232V_V46 V15n 0 DC -15D_D43 $N_0005
Page 249 and 250: I234ANEXO B. Diagrama Esquemático
Page 251 and 252: 236um5um1Eq1um1Eq4Dalfa1.225Dalfa1.
Page 253 and 254: 238.ends qualyuniy20k_S36.subckt qu
Page 255 and 256: 240R97C497.7kV15n646nVo5/400R92 TL0
Page 257 and 258: 242E_SUM26 $N_0009 0 VALUE{V($N_001
Page 259 and 260: 244ANEXO D. Dimensionamento do Est
Page 261 and 262: 246D.2. Dimensionamento dos Indutor
Page 263 and 264: 248⎧ vA(t) + vB(t) + vC(t) = 0⎪
Page 265 and 266: 250P 0,613⋅V −2⋅η⋅VI = ⋅
Page 267 and 268: 252ππ⎧⎫6 61 ⎪⎪IS = ⋅⎨
Page 269 and 270: 254ID3456MEDdiodos D I3456 .0⎧⎫
Page 271 and 272: 256ANEXO E. Esquemas Elétricos das
Page 273 and 274: 258C7100pF1110U2ALF347324111+-V+V-O
Page 275 and 276: 260GNDVsincA10k56nR54C31+15VR473.3k
Page 277 and 278: 262Barra de PinosBarra de Pinos1Bar
Page 279 and 280: 264int10: B int10int11: B int11int1
Page 281 and 282: 266LDP #DP_EVBSPLK #0000h, T3CONSPL
Page 283 and 284: 268SACL IDrefSATMAR *,AR4LDP #IDref
Page 285 and 286: 270; Dqlinha (total)LDP #DqlinhaPAD
Page 287 and 288: 272LDP #KD_1LT KD_1MPY DalfaSPACLDP
Page 289 and 290: 274CLRC SXMCLRC OVM; testa Inibe pa
Page 291: 276REFERÊNCIAS BIBLIOGRÁFICAS[1]
Page 295 and 296: 280[44] BOTTERÓN, F.; Análise, Pr
Page 297: 282[67] BORGONOVO, Deivis; Análise
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ModulaÃ§Ã£o Vetorial Aplicada ao Retificador TrifÃ¡sico PWM - Ivo Barbi

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