IN ZOOLOGY, SOLVING A PROBLEM THAT COMES TO A DIFFERENTIAL EQUATION IN THE MAPLE PROGRAM.
Keywords:
Maple system, analytical solution, ordinary differential equations, ordinary differential equation with separable variables, separable function, general solution, particular solution, initial conditions.Abstract
We know that not only the problems of mathematics, but also the mathematical model of a number of processes that occur in nature can be reduced to a differential equation. Most of the quantities found in nature have their own laws. Finding these laws directly is more complicated matter. Finding the relationship between the quantity in question, its rate of change and acceleration is quite easy by nature. Simple differential equations are formed as a mathematical expression of this connection. It is important and significant to use modern computer programs to find a quick and accurate solution to such equations. Found in Maple.
References
O‘zbekiston Respublikasi Prezidentining Farmoni. 06.11.2020. PF-6108 son O‘zbekistonning yangi taraqqiyot davrida ta’lim-tarbiya va ilm-fan sohalarini rivojlantirish chora-tadbirlari to‘g‘risida. ( Decree of the President of the Republic of Uzbekistan No. 06.11.2020. PF-6108 on measures to develop the fields of education and science in the new development period of Uzbekistan).
Q.O‘rinov, E.M.Mirzakarimov. Differensial tenglamalar Maple tizimida. ”Farg‘ona” nashriyoti 2020.-264 bet ( Differential equations in the Maple system. "Fergana" publishing house 2020.-264.)
E.M.Mirzakarimov. Maple dasturi yordamida oliy matematika masalalarini yechish. O‘quv qo‘llanma. 1-qism Toshkent.”Adabiyot uchqunlari”, 2014 yil.-304 bet. (Solving higher mathematics problems using the Maple program. Tutorial. Part 1 Tashkent. "Sparks of Literature", 2014.-304 pages.)
"History of Maple". 1998-12-15. Retrieved 2020-04-06.
M.E.Mamarajabov . Ixtisoslashgan dasturiy vositalar.Toshkent 2019 (Specialized Software Tools. Tashkent 2019).
A.Abdurashidov.Oddiy differensial tenglamalar uchun chegaraviy masalalarni “o‘q otish usuli bilan sonli yechish” .Uslubiy ko‘tsatmalar.Samarqand.SamDU.2016 yil.-48 bet.( "Numerical solution of boundary value problems for ordinary differential equations by the shooting method")
Otaqulov, O., Nasriddinov, O., & Isomiddinova, O. (2023). Ta’lim jarayonida differensial tenglamalarning yechimini maple dasturida topish. Scientific journal of the Fergana State University, (1), 1-1.
Tolipov, N., Xudoynazarov, Q., & Munavarjonov, S. (2023). Об одной некорректной задаче для бигармонического уравнения в полушаре. Research and implementation.
Xalilov, D., Nasriddinov, O., & Isomiddinova, O. (2023). Maple dasturida differensial tenglamalarni sonli yechimini eyler usulidan foydalanib topish. Research and implementation.
Мадибрагимова, И., Бозоркулов, А., & Махмудов, У. (2023). Mетоды преобразования непрерывных случайных величин. Research and implementation.
Igamberdiev, H. Z., Yusupov, E. A., Sotvoldiev, H. I., & Azamxonov, B. S. (2019, August). Sustainable algorithms for the synthesis of a suboptimal dynamic object management system. In International Conference on Theory and Application of Soft Computing, Computing with Words and Perceptions (pp. 902-907). Cham: Springer International Publishing.
Отажонов, С. М., Рахмонкулов, М. Х., Мовлонов, П. И., & Юнусов, Н. (2021). Влияние термообработки на фотоэлектрические свойства гетероструктуры Cu2-xTe-CdTe. Science, 89, 19.
Maniyozov, O., Bozorqulov, A., & Isomiddinova, O. (2023). Ta’lim jarayonida birinchi tartibli chiziqli oddiy differensial tenglamalarning yechimini Maple dasturida topish. Farg ‘ona davlat universiteti ilmiy jurnali, (1), 190-202.
Saidov, M. S. (2011). Possibilities of increasing the efficiency of Si and CuInSe 2 solar cells. Applied Solar Energy, 47, 163-165.
Алимов, Н. Э., Ботиров, К., Мовлонов, П., Отажонов, С. М., Халилов, М. М., Эргашев, О., & Якубова, Ш. (2016). Изучение деформационных эффектов в нанокристаллических фоточувствительных активированных тонких пленках p-CdTe. Журнал фізики та інженерії поверхні, (1,№ 2), 140-144.
Рахимов, Н. Р., & Сатволдиев, И. А. (2010). Применение современных лазерных диодов для создания оптрона открытого канала. Интерэкспо Гео-Сибирь, 5(1), 67-70.
Maniyozov, O. A. (2022). matematika ta’limida raqamli texnologiyalarning afzalliklari va kamchiliklari. Academic research in educational sciences, 3(10), 901-905.
Далиев, Б. С. (2022). О Численном Решении Линейных Обобщенных Интегральных Уравнений Абеля. Periodica Journal of Modern Philosophy, Social Sciences and Humanities, 13, 191-198.
Dadakhon, T., & Sabohat, A. (2022). Developing Creative Thinking through Primary School Students Solving Problems. European Multidisciplinary Journal of Modern Science, 6, 71-76.
Алимов, Н. Э., Ботиров, К., Мовлонов, П., Отажонов, С. М., Халилов, М. М., Эргашев, О., & Якубова, Ш. (2016). Изучение деформационных эффектов в нанокристаллических фоточувствительных активированных тонких пленках p-CdTe. Журнал физики и инженерии поверхности.
Jo‘rаеvа, D. (2022). buziladigan оddiy diffеrеntsiаl tеnglаmа uchun birinchi chеgаrаviy mаsаlа. o‘zbekistonda fanlararo innovatsiyalar va ilmiy tadqiqotlar jurnali, 2(13), 456-461.
Ergashev, T. G., & Tulakova, Z. R. (2022). The Neumann problem for a multidimensional elliptic equation with several singular coefficients in an infinite domain. Lobachevskii Journal of Mathematics, 43(1), 199-206.
Qodirov, X. A., & Tulakova, S. R. (2023). Magnetogidrodinamika (mhd): Magnit maydonlar va suyuqliklar o‘rtasidagi o‘zaro ta'sirni o‘rganish. Research and implementation.
