DIFFERENTIAL SCHEMES FOR THE VIBRATION EQUATION OF A STRING

Authors

  • Ziyakulova Shahnoza Abdirasulovna Teacher, Department of Applied mathematics and informatics, Termez state university
  • Axadova O’g’iloy Chorshanbi qizi Teacher, Department of Applied mathematics and informatics, Termez state university
  • Murodov Sardorbek Komilovich Master's student, Department of Applied mathematics and informatics, Termez state university

DOI:

https://doi.org/10.51699/cajmtcs.v3i10.237

Keywords:

Hyperbolic equation, differential problem, derivative, weighted scheme, stable

Abstract

In this article, a differential and differential problem for the vibration equation of a string belonging to the class of hyperbolic type equations was set, and a calculation algorithm was derived.

References

1. Toyirov A. K., Yuldashev S. M., Abdullayev B. P. Numerical modeling the equations of heat conductivity and burgers by the spectral-grid method //НАУКА 2020. ТЕОРИЯ И ПРАКТИКА. – 2020. – С. 30-31.
2. Normurodov C. B., Toyirov A. X., Yuldashev S. M. Numerical modeling of nonlinear wave systems by the spectral-grid method //International Scientific Journal Theoretical & Applied Science, Philadelphia, USA. – 2020. – Т. 83. – №. 3. – С. 43-54.
3. Narmuradov C. B. et al. MATHEMATICAL MODELING OF MOVEMENT OF A VISCOUS INCOMPRESSIBLE LIQUID BY THE SPECTRAL-GRID METHOD //Theoretical & Applied Science. – 2020. – №. 4. – С. 252-260.
4. Begaliyevich N. C., Khasanovich T. A. Spectral-grid method for solving evolution problems with high gradients //EPRA International Journal of Multidisciplinary Research (IJMR). – Т. 67.
5. Самарский А.А., Гулин А.В. Численные методы. -М., Наука. 1989.

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Published

2022-10-08

How to Cite

Abdirasulovna, Z. S. ., qizi, A. O. C. ., & Komilovich, M. S. . (2022). DIFFERENTIAL SCHEMES FOR THE VIBRATION EQUATION OF A STRING. CENTRAL ASIAN JOURNAL OF MATHEMATICAL THEORY AND COMPUTER SCIENCES, 3(10), 8–14. https://doi.org/10.51699/cajmtcs.v3i10.237

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Articles