The solution to a system of equations of the hopftype in the form of a traveling wave

Turdiev, U.Q., Axmedova, M., Juraqobilov, A., Турдиев, У.К., Ахмедова, М., Журакобилов, А., Turdiyev, U.Q., Axmedova, M., Jo‘raqobilov, A.

Ilim ha’m ja’miyet · 2026-yil

Annotatsiya

From the system of non-stationary equations of two-velocity hydrodynamics, a system of equations of the Burgers and Hopf type was obtained. It should be taken into account that energy dissipation occurs due to the viscosity of the subsystems and the coefficient of friction between the components. Analysis of the system of differential equations in the form of traveling waves for the Hopf-type model reduces the system to solving a system of nonlinear ordinary differential equations.

Maqola ma’lumotlari
MualliflarTurdiev, U.Q., Axmedova, M., Juraqobilov, A., Турдиев, У.К., Ахмедова, М., Журакобилов, А., Turdiyev, U.Q., Axmedova, M., Jo‘raqobilov, A.
JurnalIlim ha’m ja’miyet
NashriyotНукус давлат педагогика институти
ISSN2010-720x, 2181-1555
Nashr sanasi2026-02-16
Son1-1
Betlar40-43
TilIngliz
Ilmiy sohaFizika-matematika
Indeksga qo‘shilgan2026-08-26

Maqolaning asl sahifasi

Kalit so‘zlar

convective term, nonlinearity, systems of equations of Burgers and Hopf type, nonlinear ordinary differential equations, конвективный член, нелинейность, системы уравнений типа Бюргерса и Хопфа, нелинейные обыкновенные дифференциальные уравнения, konvektiv had, nochiziqlik, Byurgers va Hopfa turidagi tenglamalar tizimlari, nochiziqli oddiy differensial tenglamalar

Ilmiy soha

Fizika-matematika

Iqtibos keltirish

APATurdiev, U.Q., Axmedova, M., Juraqobilov, A., Турдиев, У.К., Ахмедова, М., Журакобилов, А., Turdiyev, U.Q., Axmedova, M., & Jo‘raqobilov, A. (2026). THE SOLUTION TO A SYSTEM OF EQUATIONS OF THE HOPFTYPE IN THE FORM OF A TRAVELING WAVE. Ilim ha’m ja’miyet, (1-1), 40-43. https://journal.ndpi.uz/index/article/view/2026-1-1-012
GOST (OAK)Turdiev, U.Q. va b. THE SOLUTION TO A SYSTEM OF EQUATIONS OF THE HOPFTYPE IN THE FORM OF A TRAVELING WAVE // Ilim ha’m ja’miyet. – 2026. – № 1-1. – P. 40-43.
MLATurdiev, U.Q., Axmedova, M., Juraqobilov, A., Турдиев, У.К., Ахмедова, М., Журакобилов, А., Turdiyev, U.Q., Axmedova, M., and Jo‘raqobilov, A. “THE SOLUTION TO A SYSTEM OF EQUATIONS OF THE HOPFTYPE IN THE FORM OF A TRAVELING WAVE.” Ilim ha’m ja’miyet, (1-1), 40-43, 2026. https://journal.ndpi.uz/index/article/view/2026-1-1-012
ChicagoTurdiev, U.Q., Axmedova, M., Juraqobilov, A., Турдиев, У.К., Ахмедова, М., Журакобилов, А., Turdiyev, U.Q., Axmedova, M., and Jo‘raqobilov, A. “THE SOLUTION TO A SYSTEM OF EQUATIONS OF THE HOPFTYPE IN THE FORM OF A TRAVELING WAVE.” Ilim ha’m ja’miyet, (1-1), 40-43 (2026). https://journal.ndpi.uz/index/article/view/2026-1-1-012
HarvardTurdiev, U.Q., Axmedova, M., Juraqobilov, A., Турдиев, У.К., Ахмедова, М., Журакобилов, А., Turdiyev, U.Q., Axmedova, M., and Jo‘raqobilov, A (2026) ‘THE SOLUTION TO A SYSTEM OF EQUATIONS OF THE HOPFTYPE IN THE FORM OF A TRAVELING WAVE’, Ilim ha’m ja’miyet, (1-1), 40-43. https://journal.ndpi.uz/index/article/view/2026-1-1-012
BibTeX
@article{turdievuq2026,
  title = {THE SOLUTION TO A SYSTEM OF EQUATIONS OF THE HOPFTYPE IN THE FORM OF A TRAVELING WAVE},
  author = {Turdiev, U.Q. and Axmedova, M. and Juraqobilov, A. and Турдиев, У.К. and Ахмедова, М. and Журакобилов, А. and Turdiyev, U.Q. and Axmedova, M. and Jo‘raqobilov, A.},
  journal = {Ilim ha’m ja’miyet},
  year = {2026},
  number = {1-1},
  pages = {40-43},
  url = {https://journal.ndpi.uz/index/article/view/2026-1-1-012}
}

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