CHEGARALANGAN IKKI JISM MASALASI
Keywords:
Kalit so‘zlar: Chegaralangan ikki jism, mexanik tizimlar, matematik model, dinamika, harakat tenglamalari, modellashtirish usullari, analitik yechimlar, boshqaruv tizimlari, tizim dinamikasiAbstract
Annotatsiya: Ushbu maqolada chegaralangan ikki jism masalasining asosiy matematik modeli va uning modellashtirish usullari tahlil qilinadi. Chegaralangan ikki jism tizimi mexanika sohasida keng qo‘llaniladigan oddiy, ammo muhim masaladir. Maqolada tizimning harakat tenglamalari, parametrlarining ta’siri, shuningdek, turli boshlang‘ich va chegaraviy sharoitlarda yechimlar ko‘rib chiqiladi. Zamonaviy modellashtirish usullari va analitik yechimlar yordamida masalaning amaliy qo‘llanilishi va uning muhimligi ochib beriladi. Natijalar muhokama qilinib, masalaning mexanik tizimlar nazariyasidagi o‘rni ta’kidlanadi.
References
1. Ogata, K. (2010). Modern Control Engineering. 5th ed. Pearson Education.
2. Meirovitch, L. (2001). Fundamentals of Vibrations. McGraw-Hill.
3. Shabana, A. A. (2013). Dynamics of Multibody Systems. 4th ed. Cambridge University Press.
4. Karnopp, D. C., Margolis, D. L., & Rosenberg, R. C. (2012). System Dynamics: Modeling, Simulation, and Control of Mechatronic Systems. 5th ed. Wiley.
5. Safarmatov Uchqun Sohibjon o‘g‘li, Eshboyev Ilhom Ikrom o‘g‘li, (2024) Tenzor Tahlilining Arxitektura Va Qurilishdagi Roli: Tizimlar Va Strukturaviy Tahlil. Young Scientist Research Journal Of Karakalpakstan_October vol 1 issue 4 2024y
6. Safarmatov Uchqun Sohibjon o‘g‘li, Eshboyev Ilhom Ikrom o‘g‘li. THREE-BODY PROBLEM: MATHEMATICAL APPROACH TO SIGNAL TRANSMISSION BETWEEN EARTH AND MOON VIA ARTIFICIAL SATELLITE. 2024/10/23. 202-208. https://scopusacademia.org/index.php/jmea/article/view/1081