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Modelling and simulation of a doubly fed induction generator in stand alone variable speed hydro turbine
D. Ramuz, Mamadou Baïlo Camara, Martine Sébéloué, Ollivier Tamarin, F.
Roubaud, H. Clergeot, J.-M. Kauffmann
To cite this version:
D. Ramuz, Mamadou Baïlo Camara, Martine Sébéloué, Ollivier Tamarin, F. Roubaud, et al.. Mod- elling and simulation of a doubly fed induction generator in stand alone variable speed hydro turbine.
2005 IEEE 11th European Conference on Power Electronics and Applications, Sep 2005, Dresden, Germany. 10 pp.-P.10, �10.1109/epe.2005.219777�. �hal-03005794�
See discussions, stats, and author profiles for this publication at: https://www.researchgate.net/publication/224643148
Modelling and simulation of a doubly fed induction generator in stand alone variable speed hydro turbine
Conference Paper · January 2005
DOI: 10.1109/EPE.2005.219777 · Source: IEEE Xplore
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Modelling and Simulation ofaDoubly Fed Induction Generator in stand alone Variable Speed Hydro Turbine
D. RAMUZ*(EPEMEMBER),M. CAMA**, M. SEBELOUE*, 0.TAMARIN*, F. ROUBAUD*, H. CLERGEOT*, J-M. KAUFFMANN**
*Groupede RecherchesurlesEnergiesRenouvelables(GRER-FrenchGuiana) IUT de Kourou-BP725-97387 Kourou (France / FWI)
2: (+33) 0594328002/Fax: (+33) 0594328175
: httl./w.ui-g,recherche.htmr
Laboratoired'Electronique, ElectrotechniqueetSystemes (UTBM/L2ES-Belfort) ParcTechnologique-90010 Belfort(France)
2:(+33)0384583601 /Fax:(+33)0384583636
Abstract: Inthispaper, the authorspropose anapproach with problems of electricity production in isolated sites in French Guiana. Indeed, the geographical context of French Guiana impliesaconcentrationofthepopulationonthe littoral connectedtothe electrical national grid "EDF"'(1, whereas population livinginruralareasand in majority locatedattheedge of the rivers, are dedicated to their own means of production by using Power Diesel GeneratorsorPhotovoltaic systems.
Keywords:DoublyFed InductionGenerator(DFIG), Vector Control Strategy, Standalone2, VariableSpeed HydroTurbine, Renewable Energysystems
1- Introduction
In the case of the production by Micro-Hydro Power Station3 with variable speed turbines, a
DoublyFed InductionGenerator (DFIG)canoptimize thepowerproduced. Indeed, duetothespeeds and the flows variability of the French Guiana rivers, DFIG makes it possible to compensate the variability in acceptable proportions andguarantees agood energy quality in the network. Astrategy ofvector control provides constant voltage, frequency, and this, in spite of the speed variations at
driving shaft and of reasonable variations of power consumption; moreover, it will allow a
hybridization with other power electricity production plants (as secondary producer by interconnection) of several electricity production systems or as principal producer via a common DirectCurrentbus.
On the basis ofarecentprototype [3 ],asufficienttorquetosupplyaturbineupto500 kW could be obtained fromaflow ofwaterof1 m.s-1 withaveryweakwater fall. To avoid tidesinfluence, the hydropower plantis located atmore than 30to 50 km from the littoral. Thus, this solutionverywell adapted in French Guiana where water falls are weak can also be used in other countries with the
same specificities likeBenin,Guineaorother countriesinequatorialAfrica.
A DFIG needs formagnetizing an auxiliary source, which feeds the windings atthe rotor. The originalityof this work istouse aDCsourceobtainedthrough photovoltaiccells.
IEDF:Electricitede France
Autonomous system=stand alone=isolatedgrid
3Micro-HydroPower Station:P<150 kVA
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2-Characterization andmodelling of the elements ofaHydraulic Turbine in French Guiana[1]
2.1-Hydraulic characterizationof some rivers
The approach suggested for anhydraulic turbine canbe comparedwith that done inatraditional way forawindturbine: thevariability of theprimary source as well asthedimensioning of the unit canbe of thesameorder ofcomplexity.
For that, annual hydrological statements (experimental results) ofthe principal rivers (IRD(4) -
Guyana) given on figure 1 hereafter, initially enable us to characterize the flows and the possible variations ofthe primary source of energy. To support these data over longer durations, figure 2 hereafter gives us a statement over 47 years (IRD-Guyana) of some principal rivers. Indeed, the conditions of measurements of these statements were justified by hydraulic considerations and logistics all while keeping any disturbing influence as much aspossible (non turbulent conditions of flow,noinfluence ofthetides...).
Fleuve rire Station
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5,1359 Figure 1:Annualhydrologicalstatement in variousmeasuringsitescarriedoutbyIRD-Cayenne
2 000
'0W
- Langatabiaki SautBief - Pierrette
Pett Saut ...R SaulManoDa SaultSabbat
Figure2:Hydrological statementover47yearsinsomemeasuringsitescarriedoutbyl'IRD4 Cayenne According to thc statemcntoffigure 1,we can notethat atthe various hydrological stations, thc medium flows can fluctuate in an avcrage ratio going from 1 to 3 (scc cvcn more). Moreover, thc annual statcmcnts (figure 1) arc very fluctuatingbut it is also the case duringthe 47 years (figure 2).
Nophenomenon ofcycle can behighlighted (these flows could be alittle bit linearizedby installation 4IRD:Institutde RecherchepourleDiveloppement
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of tanks before theturbines). Moreover,we cannote significantmedium flows under lowdrop heights (some meters).
Thus, these experimental statements enableustobetter characterize the flows ofsomeprincipal rivers, and will make it possibletomake acertain choice of the unit turbine -generator. Initially, the choice will be carried outby a compromise between the maximum exploitation of the flows with an
outputofenergyconversionashighestaspossibleand this with the minimum of civilengineering.
2.2-Mathematical modelling ofapossiblewaterturbine:
The approach suggested by the turbine Banki (orCrossflow, Ossberger)wasneglected by large manufacturers because of his output slightly lower (efficiency 80%) than that ofa Francis turbine much better and more spread, but its advantage is the simplicity of its construction. This turbine is appropriate for ranges of flows going from 20% to 100% and for falls varying from 1 to 200m.
Moreover, figure 3 shows us a comparisonbetween various turbines and this, according to the fall height and specific speed; figure 4 gives the output of such aturbine according tothe flow and the used portion (compared with a Francis turbine). In figure 5 a comparison is made between the differenttypeof turbinesaccordingtothe fallheight,flow andpossiblepower.
Figure 3:Comparison betweenvariousturbines accordingtospecific the speed and drop height (m) (Ossberger)
Figure 4: Output of the turbine accordingtothe efficiencyand the flowcomparedwithaFrancis turbine
Thus, theprevious figures 3, 4 and 5 enabled usto characterize the choice of thetypeof turbine accordingtothe fallheightH(m),the flowQ(m3/s),theoutputofaBanki turbine and of thepossible
power(kW). Theinherent characteristic ofaBankiturbine(Ossberger) givenonfigure4, highlightsa
constantvalue fortheefficiency( 80%) accordingtothe usedportionofthe turbine(itselffunction of theQ flow) comparedwithaFrancisturbine.
So, a Banki turbine could be a good choice dueto its flexibility ofoperation on a broad range speedand its suitable outputandefficiency. Moreover, takingintoaccounttheheightof the waterfalls (1 to 3m as average value) and low velocity of the rivers (- 1 m/s), the speedof the turbine will be rather slow.
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Modelling and Simulation ofaDoubly Fed Induction Generator for isolatedGrid(l) Micro-HydroPowerstation(2)inVariableSpeedTurbine forequatorialmedium RAMUZDenis Electronics Applications2005
Figure er eo various ines
| -W*!kiita accordingtothepossiblePower(kW),flow(m3/s),
and fallheight (in) (Ossberger)
Acurrentandverymuchusedinhydraulicsformula isgiven by:
V=2A* 2*g* (1)
inwhich: V the speed (m/s), A aloss ratio (- 0,95 ...1), g acceleration ofgravity (Paris) and Hthe fallheight (m)withoutconsideringpressurelosses.
Moreover,thepossiblepowercanbe calculatedby:
P=q*p*g *Q*H (2)
in which, P is the power (kW), q the global efficiency (turbine, multiplier, generator, transformer, lines, control, ...), p density(water A000 kg/m3), Qthe flow(m3/s)
The Torque accordingtotheflow,radius andtangential speedisgiven byEulerequation
Cm=Q * *(rOVO -rv) (3)
with:
Cm:torque(Nm)
= p*g :density weightofwater(N/m3) ro :radius ofwaterfilamentinput (m)
v:O waterfilamenttangential speed(m/s)
r1 and v : outputwheel radius
Theoutputpower Pm oftheturbine,whichrunswithaspeed (rd/s)who isexpressed by:
Pm Cm* ) (4)
In the case ofa Banki turbine, the actual values often differ from those calculated because of
pressurelossesexistinginthe conduitsorthe diversion channelsresultingfrom thetermH.
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Concerningthe solarsunningneededbythephotovoltaic cellstomagnetizetherotorwindings, it
was measured sunning powerof about 5to 7 kWh/m2/day and 2200h of annual average insulation in French Guiana(Meteo France).
2.3-Modelling of the doubled fed asynchronousmachine usedasautonomousgenerator in hybridization withaphotovoltaicsystem
In the case of the production by Hydraulic turbine (2), the Doubly Fed Induction Generator (DFIG) makes itpossible to optimize the producedpower. Indeed, consideringthe variable speeds and flows of the French Guiana rivers, the Doubly Fed Induction Generator (DFIG), allows to compensate these variations in acceptable proportions while guaranteeing a good quality of the electrical network. Thestrategy ofoperationand control consists inproviding constantvoltageVand frequency f and this, in spite of the speed variations and reasonable consumption variations.
Moreover, hybridization onDC bus by aphotovoltaic systemallows themagnetizing of the machine (V,fregulation). Photovoltaic systemmayalso contributetoactive andreactivepowerregulation.
The scientific Matlab/SimulinkTM software will be used for simulation. A DSPACE system is used for data acquisition and for the control laws on an experimental testbench equippedwith a 10 kW asynchronousmachine.
2.3.1 -General diagram
The Doubly Fed Induction Generator (DFIG) will be used in stand alone operation. In this configuration, a converter MLI with IGBT will control the rotor. Moreover, the originality of this system is conferred by a hybridization on Bus DC of an already existing photovoltaic system (as indicatedinfigure6below)which will make itpossibletoensurethemagnetizingof the machine.
DFIG Mini electrical
WM...G BT.C
/~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~...
VectorcontrolStrategywith DSPACEsystem
:...
panel I
Batteries
Figure6: Asynchronousmachine with woundrotorusedasgenerator linked withaphotovoltaic systemon aDC Bus.
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The system is composed ofa three-phase asynchronous machine with wound rotor actuated at
variable speed (+/- 30%0 compared tonominal speed) like a traditionalgenerator and ofa converter
feeding therotorwhich atanymomentprovides the complement offrequencynecessary tomaintain constantthe frequencyinthestator.
2.3.2 -Modelling of the machine
0 Dynamic model of thedoubly fed induction generator
Acommonly used model fortheDoublyFed Generator is the Park model(withtheassumptions of using). Indeed, under these conditions, the asynchronous machine canbe described by a differential equationssystemind, qcomponents; Okisanunspecified anglewith fixedaxesrelatedtothestatoras
indicatedinfigure7.
V k k +d +J(sk k
V =R I + -S +i(j)k4D
s s-S dt
Thus, the equations of themachineare: k (6)
Vk k ±d(Dr (D k
Vr =RrIr + dtdt +j((t)k (t))-r
with: c0k = dk angular velocity of the axes system (d, q) and co angular velocity of the rotor
dt
comparedtothestator; RsandRr arerespectivelythestatorandrotorresistance)
Equations of fluxare: S s- k -rk (7)
Dk =LIk + lk
r r-r
Ls: statorcyclic inductance; Lr: Rotorcyclicinductance;M:cyclicmutual inductance
unspecified axesd q
revolvingaxesof the / ><-s ~~~rotor
fixedaxesof thestator
Fig. 7:Angletransformation Reference framechoice
Inorderto simplifythe equations of theDFIG, the choice of the reference frame whereequations (6) and (7) areprojected, must bejudicious. Indeed, the majority of the authors choose a reference frame relatedtothestatorfield. However, this choice isnotthe bestinthe consideredapplication; the parameters to be controlled being the stator voltages, the choice ofaxes shifted 90° behind on the vectorofstatorvoltage (Vsd= 0 andVsq=Vs) is muchmore advantageous [6]. It allows connecting the axissystemdirectlytothefrequencyof the creatednetwork. Figure8 illustrates this choice.
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VI I%
11N1.11 I%% 7
N11
vsq=
- (d, q)axes
,- (0w"~ rotor revolving axes Vsd=0e- ,'IT
.,,,,--
n statorfixed axes
Figure 8: Reference framechoice(d, q)
Under these conditions the generator equationsare:
and (DS =LsIs +Mlr
4)r =LrIr +MIs
Byprojecting these equations onthe(d, q)axessystem,theequations become:
dFsd_Dsd
dt s sq
dVDsq
dt ss
VSd =Rsisd +
Vsq =RSISq +- d(D~rd
Vrd =RrIrd + _dtC rDrq dDrq
Vrq = rrq dt+crDrd
The equations of magnetic fluxes become:
D)sd =Ls Jsd+MIrd
(Isq=LsIsq+M Jrq OIrd=LrLd+MIsd
Drq =LrLq+MIsq 3 Strategyofvectorcontrol
Due to the multidisciplinary of the proposed approach, the adopted methodology for modelling
was to structure the investigations fields by collaborations requiring specific competences (figure 9 hereafter).
The investigations ofhydraulic specialists concentrate ther efforts onthe characterization of the river and the turbine whereas electric engineering specialists areinvolved with the control of the stand alonegenerator (V, fregulation). 3 cases ofoperation are considered: hypo-synchronous operation, operationatsynchronism speedandhyper-synchronous operation. Startingwithmagnetizing from the photovoltaicsystemneedsaspecialandoriginal approach.
The Matlab/Simulink simulation schemeproposedonfigure9, is brokenup into 6 modules: from leftontheright:
- characterization oftheriver,
- turbinecharacteristic (whichisreproduced byaD.Ccurrentmachine),
- generatinghybridization onD.C busthrough photovoltaiccells,
- control of theconverterunit with thegenerator, 7/10
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Vs= Rs -S +dt s s
Vr RrJr+dt rr (8)
(9)
(10)
(1 1)
(12)
EPE2005-Dresden ISBN: 90-75815-08-5 P.7
Modelling and Simulation ofaDoubly Fed Induction Generator for isolatedGrid(l) Micro-HydroPowerstation(2)inVariableSpeedTurbine forequatorialmedium
EuropeanConferenceonPowerElectronics andApplications2005 connection tothe network,
characteristics ofatypicalconsumersload.
Figure9: Modular strategy ofsuggestedsimulation 4 Simulation results:
Simulations (figure 10 and 11) have been carried out over 100 seconds (near the synchronism speed). We canobserve the stability ofthe voltage and the frequency andthis, in spite oftransients reproducing adegraded operation.
Periinit
a
b
C 013
I'
et$8 1 = 1 =
4 ,4
I I "I, II
f i0I
~o 2D 40 00 ao w (t
til-nc
I I
_s.- _4,, I
_r_t_
0 S 4
I I
o --I--- --0- 4X
I I 1
rl.75- '- g|rI 7r-I
I t I
O(S 1 1Wfi 2 Zb
timc-
Figure 10: Disturbanceonstability: a)statorfrequency(fs),b)rotorfrequency(fr), c) speed(ii) 8/10
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PUFF..,c.
CE e--,.'l;
CA--C, (FK-l-,:1.
m
cv--1,
European ConferenceonPower Electronics and Applications 2005
Voltage between b andcphases
Figure 11: Stator Composed Voltages (betweenb,cphases without load)
5 Conclusion
Thus, due to the large speed and flow variations in the French Guiana rivers, the Doubly Fed Induction Generator (DFIG), presents an original solution of compensationin acceptable proportions ofthe variability of theprimary source and thus guarantees a good quality oftheproduced energy.
Energy formagnetizingis furnishedby photovoltaic cells throughaDCBus.
Simulations show that thistypeofsystemused in aMicro-Hydro PowerStation is recommended for weak height falls. A complete 10 kW test bench controlled by a DSPACE system will allow validatingtheproposedconcept. Stabilityandperformanceshavetobe carriedon
Furtherdevelopmentswill be thestudy of various controldevicestowards theinterconnectionand hybridization possibilities with otherelectricitypowersystemsproductionwithstrongvariability, (i.e.
for isolated sites inequatorialenvironment andamininetwork).
Acknowledgments
This multidisciplinary research subject appears in the 6th measure ofCPER-DocUp 2000-2006.
Scientificallyvalidatedbythe FrenchMinistryfor Research andTechnology,thisprojectisgranted by European structural funds (FEDER), grants from the French Guiana Area, the Government and the Universityof the FrenchWest Indies and French Guiana.
References
1. Jacques Barret: "Atlas 2004delaGuyane"-EditionsPUG
2. Water Power Industries <<Energy from quietly flowing rivers>>, p7, CADDET Info Point, Issue1/4,March 2004
3. SERT<<Etude de l'electrification du campement touristique de Saut Sonnelle>>, 24p, Juillet 1999, Rapportcommandepar1'ADEMEGuyane
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5. F.Poitiers, M.Machmoum, R.LeDoeuff: 'Simulation ofa Wind Energy Conversion System Basedon aDoublyFed InductionGenerator',EPE2003, CD, ppl-O0
6. S.Tnani, S.Diop, A.Berthon,JM.Kauffmann: 'AgeneralizedModel for Double Fed Induction Machines', IASTED 1995
7. F.Khatounian, E.Monmasson, F.Berthereau, E.Delaleau, JP Louis: 'Analyse et commande d'unsystemedegeneration electriquepourreseaude bordd'avion',EF 2003-Supelec, 9, 10 Dec.2003,CD
8. D.Lecocq, P.Lataire, W.Wyjmeersch: 'The Double Fed Induction Motor both Stator and RotorVoltages Controlledby Cyclo-converters', EuropeanPower ElectronicsJournal, Vol 1, Oct1991,pp 103-112
9. S. Muller, M. Deicke, R.W. De Doncker: 'Doubly-Fed Induction Generators Systems for WindTurbines,IEEEIndustry Applications Magazine, May,June2000
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Modelling and Simulation ofaDoubly Fed Induction Generator for isolated Grid(l) Micro-Hydro Power station(2) in Variable Speed Turbine for equatorial medium
EuropeanConference on PowerElectronics and Applications 2005
10. B. Robyns, Y.Pankow, L. Leclercq,B. Fran,ois: 'Equivalent Continuous Dynamic Model of Renewable Energy Systems', 7th International Conference on Modeling and Simulation of ElectricMachines, Convertersand Systems: ELECTRIMACS2002, Canada, Montreal, CD 11. Ludovic Leclercq, AymericAnsel, BenoYt Robyns: "Autonomous high power variable speed
wind generator system": EPE2003-Toulouse CD-Rom
12. O.Gergaud, G.Robin, B.Multon, H.Ben Ahmed: "Energy modeling of a lead acid battery withinhybrid Wind / Photovoltaic systems":EPE2003-ToulouseCD-Rom
13. Christian RKelber, Walter Schumacher: "Active damping of flux oscillations in doubly-fed ACmachines using dynamic variation of thesystem's structure":EPE2001 -Graz CD-Rom
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