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Wednesday, January 24, 2024

Automatic Generation Control of Microgrid using Artificial Intelligence Techniques

ABSTRACT

 Microgrid is a small scale independent power system consisting of renewable energy sources: solar and wind power generation and backup by controllable sources: diesel generator, fuel cell, aqua electrolyzer and battery. In the microgrid, the ramp rate limit in power change in controllable sources has been implemented by means of generation rate constraint (GRC) and power frequency (P-f) droop characteristics (R) is also included for the parallel operation of generating sources participating in automatic generation control (AGC). These GRC and P-f droop make the system non linear and we have used artificial intelligence techniques (AI) like bacterial foraging optimization (BFO), particle swarm optimization (PSO), genetic algorithm (GA) to tune the important parameters simultaneously in AGC of microgrid. Simulation results show the superiority of BFO for optimal calculation of multiple parameters in microgrid over PSO, GA and classical methods.

INDEX TERMS

Automatic generation control (AGC), bacterial foraging optimization (BFO), generation rate constraint (GRC), genetic algorithm (GA), microgrid, power frequency (P-f) droop, particle swarm optimization (PSO), simulation analysis, tuning of parameters.

BLOCK DIAGRAM:



Fig. 1. The block diagram of the microgrid with diesel generator, fuel cell, aqua electrolyzer, battery wind, solar power supply and power system.

SIMULATION RESULTS:

Fig. 2. Response of the microgrid with and without GRC for a increase in load by 10%


Fig. 3. Simulation results of Case 1: PG : power generation , PL : load demand, Pw: wind power, Ps: Solar power, H2s: hydrogen stored, Pb : battery bower, Qb : battery state of the charge and Δf : frequency deviation of microgrid.

Fig. 4. Frequency deviation Δf in microgrid for 5 % increase in wind power for different methods.




Fig. 5. Simulation results of Case 2: PG : power generation , PL : load demand, Pw: wind power, Ps: Solar power, Pdg : diesel generator power, Pfc : fuel cell power, H2s: hydrogen stored, Pb : battery bower, Qb : battery state of the charge and Δf : frequency deviation of microgrid.


Fig. 6. Frequency deviation Δf in microgrid for increase in 10 % load demand for different methods.



Fig. 7. Simulation results of Case 3: PG : power generation , PL : load demand, Pw: wind power, Ps: Solar power, H2s: hydrogen stored, Pb : battery bower, Qb : battery state of the charge and Δf : frequency deviation of microgrid.

CONCLUSIONS

For the first time a systematic approach for tuning of controller gains, frequency bias, droop in the presence of GRC in microgrid is presented in the paper. The difficulty in tuning large number of parameters in complex systems can be achieved through the artificial intelligence techniques. From the simulation results it is observed that for optimal tuning of multiple parameters in non linear microgrid BFO is better than PSO, GA and classical methods. It is also observed that when the load is less than the power generated by the renewable sources the excess power goes into the energy storage devices. Similarly when load is more than the power generated by the renewable sources, the excess power requirement is mitigated by diesel generator, fuel cell and battery. Thus, the controllers work in coordination with the demand from load to obtain a proper energy management.

REFERENCES

[1] A. Keyhani and Jin-Woo Jung, “Distributed energy systems,” Journal of Iranian Association of Electrical and Electronics Engineers, vol. 1, no. 2, pp. 33-40, 2004.

 [2] The renewable energy in India, Available: http: //mnes. gov.in.

 [3] S. P. Chowdhury, P. Crossley, S. Chowdhury, and E. Clarke, Microgrids and Active Distribution Networks. London: Institution of Engineering and Technology, 2009.

 [4] P. Kundur, Power System Stability and Control, Tata Mc Graw Hill, Inc., New York,1994. [5] Ngo, M.-L.D., King, R.L., and Luck, R."Implications of frequency bias settings on AGC," IEEE Proceedings of the Twenty-Seventh Southeastern Symposium on system theory, Mar 1995, pp.83 – 86

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