POLITECHNIKA WARSZAWSKA

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4. ANN based Current Controllers Fig. 4.22. Behaviour of hysteresis current regulator for f = 25 Hz a) i α , i β = f(t) , b) i β = f(i α ) , c) u β = f(t) , d) u β = f(u α ) , e) number of voltage vector = f(t) , f) RMS, J = f(t) , g) ε 2 α = f( t) , h) NRS = f(t) 73
4. ANN based Current Controllers Fig. 4.23. Behaviour of modified Neural Network current regulator for f = 25 Hz a) i α , i β = f(t) , b) i β = f(i α ) , c) u β = f(t) , d) u β = f(u α ) , e) number of voltage vector = f(t) , f) RMS, J = f(t) , g) ε 2 α = f( t) , h) NRS = f(t) 74
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POLITECHNIKA WARSZAWSKA WARSAW UNIV
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Contents 1. Introduction 4 2. Mathe
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1. Introduction 1. INTRODUCTION The
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1. Introduction In the author’s o
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2. Mathematical description of indu
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3. Basics of Artificial Neural Netw
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6. ANN sensorless Field Oriented Co
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7. Simulation and experimental resu
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8. Conclusions 8. CONCLUSIONS The r
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References REFERENCES Books and Ove
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References [34] D. Schauder, and R.
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References [66] A. Tripathi and P.
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References [97] J. W. Kolar, H. Ert
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References [129] M. P. Kazmierkowsk
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A1. Description of the simulation p
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A2. Laboratory setup A2. Laboratory
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A2. Laboratory setup A2.3. dSpace D
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A2. Laboratory setup Offset calibra
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A2. Laboratory setup consists of an
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A3. Motor parameters A3. MOTOR PARA
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A4. Notation - u s - stator voltage
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POLITECHNIKA WARSZAWSKA

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