CONSIDERATION OF SIMPLE, FUNCTIONAL, AND INTEGRAL BOUNDARY CONDITIONS IN THE OPERATION OF HYDROELECTRIC POWER PLANTS AND THERMAL POWER PLANTS

Main Article Content

Alisher SHANAZAROV

Abstract




This article discusses the
optimization of hydroelectric power
plants (HPPs) and thermal power plants
(TPPs) with a focus on the efficient use
of resources and energy consumption.
The study applies simple, functional, and
integral boundary conditions to optimize
short-term energy systems. Specifically,
daily water consumption at HPPs is
modeled considering agricultural irrigation
needs and other agricultural purposes.
The operation schedules of HPPs with
regulated reservoirs are integrated to
minimize fuel consumption at TPPs during
optimal electricity production intervals at



 

Article Details

How to Cite
CONSIDERATION OF SIMPLE, FUNCTIONAL, AND INTEGRAL BOUNDARY CONDITIONS IN THE OPERATION OF HYDROELECTRIC POWER PLANTS AND THERMAL POWER PLANTS. (2024). “UZBEKHYDROENERGETICS” Scientific and Technical Journal, 6(2), 51-56. https://uzbekhydroenergetics.uz/index.php/uz/article/view/10
Section
Статьи

How to Cite

CONSIDERATION OF SIMPLE, FUNCTIONAL, AND INTEGRAL BOUNDARY CONDITIONS IN THE OPERATION OF HYDROELECTRIC POWER PLANTS AND THERMAL POWER PLANTS. (2024). “UZBEKHYDROENERGETICS” Scientific and Technical Journal, 6(2), 51-56. https://uzbekhydroenergetics.uz/index.php/uz/article/view/10

References

1. Фазылов Х.Ф., Насыров Т.Х. Установившиеся режимы электрических сетей и их оптимизация. Тошкент, «Молия» – 1999.

2. Gayibov T., Latipov Sh., Abdurashidov D. (2020) Optimization of

electrical networks modes by transformer ratios. ICECAE 2020.

doi:10.1088/1755­1315/614/1/012029

3. Gayibov T.Sh., Latipov Sh.Sh. Taking into account of Functional

constraints in optimization of modes of power systems by genetic

algorithm. Engineering, 2019, 11, 240­246.

4. Карманов В.Г. Математическое программирование // Изд­во

физ.­мат. литературы, 2004. ­ C. 171­186.

5. Burchett R.C., Happ H.H. and Wirgau K.A. “Quadratically Convergent

Optimal Power Flow” // IEEE Trans. On Power Systems, Vol. 103, No.

11, November, 1984. ­ pр. 3267­3276.

6. Sun D.I. et al, “Optimal Power Flow by Newton” // IEEE Trans. On

Power Systems, Vol. 103, No. 10, October, 1984. ­ Pр. 2864­2880.

7. Momoh J.A, Koessler R.J., Bond M.S., Stott B., Sun D., Papalesopoulos

and A.б Ristanovich P. “Challenges to Optimal Power Flow” // 96

WM 312­9 PWRS, IEEE/PES, Baltomore , MD., January 21­25,1996. ­ P.

444-455.

8. Vargas L.S., Quintana V.H. and Vannelli A. “A Tutorial Description

of an Interior Point Method and its Application to SecurityConstrainned Economic Dispatch”// 92 SM 416­8 PWRS, IEEE/PES,

1992.

9. Lu C.N.and Unum M.R. “Network Constrained Security Control Using

an Interior Point Alghorithm” // 92 SM 584­3 PWRS, IEEE/PES 1992

Summer Meeting, Seattle, W.A. July 18­22, 1993.

10. Тулкин Гайибов, Алишер Шаназаровю Алгоритм комплексной оптимизации режимов электрических сетей. //

Узбекгидроэнергетика, 2021, С. 55­57.

11. Latipov Sh.Sh., Shanazarov А., Ikramdjanov I.B. “Consideration

of limitations in the form of inequalities in optimal planning of

power systems regimes under uncertainty initial information”. //

E3S Web of Conferences 289, 07005 (2021) https://doi.org/10.1051/

e3sconf/202128907005.