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A MATLAB project which analyzes a three-phase stand-alone synchronous generator.

License: MIT License

MATLAB 100.00%
generator matlab quiver quiver-plots synchronous-generator three-phase-induction-machines course-project energy-conversion induction-machine induction-motor

three-phase-synchronous-generator's Introduction

three-phase-synchronous-generator

A MATLAB project which analyzes a 13.8 kV, 50 MVA, 0.9–power–factor–lagging, 60 Hz, four-pole Y–connected three-phase stand-alone synchronous generator.

This project was assigned for the Energy Conversion (EE 304) course in the Spring 2022 semester.

Run on Terminal

matlab -nodisplay -nosplash -nodesktop -r "run('main.m');exit;"

Description

A 13.8 kV, 50 MVA, 0.9–power–factor–lagging, 60 Hz, four-pole Y–connected synchronous generator has a synchronous reactance of 2.5 Ω and an armature resistance of 0.2 Ω. At 60 Hz, its friction and windage losses are 1 MW, and its core losses are 1.5 MW. The field circuit has a DC voltage of 120 V, and the maximum field current, I_F, is 10 A. The current of the field circuit, I_F, is adjustable over the range from 0 to 10 A for which the OCC of this generator is given as:

equation

In all of the plots, the phasors need to be in vector shapes, not as simple lines.

  1. Create a MATLAB function for plotting the phasor diagram of the generator for different values of the stator current I_A, the field current I_F, the terminal voltage V_T, and the power angle. Explain briefly in your report theoretical calculations and include the code in the appendix of the report.

  2. At rated conditions, compute and provide |I_A|max and |E_A|max. Explain briefly in your report theoretical calculations. For rated conditions plot the phasor diagram and limit circles of the appropriate variables in red. Include the plot in the report.

  3. For this part, assume that the terminal voltage remains at the rated values described in the question. Create a new plot that contains the red limit circles. In this new figure, using different colors, the plot for 0.9–power–factor–lagging and 0.9–power–factor–leading E_A limit circles corresponding to I_F = 2 A and I_F = 6 A as well as the phasors of relevant quantities.

  4. For each case when varying power factors and I_F provide in the report a short analysis of generator behavior in terms of active and reactive power by observing the plots you created.

Plots

Phasor Diagram

Figure

Lagging/Leading Power Factor (PF)

Figure

Author

👤 Aras Güngöre

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