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RESEARCH OF HEREDITARILY DEFORMABLE STRUCTURES UNDER SEISMIC IMPACTS

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MAQOLA ANNOTATSIYASI

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Ushbu maqolada bitta komponentli va ko‘p komponentli seysmik ta’sirlarga strukturaning reyaktsiyalari ko‘rib chiqiladi, agar ular odatda uchta chiziqli siljish va uchta ortogonal o‘qga nisbatan asosning uchta aylanishi bilan tavsiflangan bo‘lsa. Tasodifiy seysmik ta'sirlar ostida irsiy deformatsiyalanadigan tuzilmalarni o‘rganish uchun seysmik qarshilikning statistik nazariyalarini ishlab chiqish imkonini beruvchi matematik apparat yaratildi. Impulsli o‘tish funktsiyalaridan foydalanib, irsiy deformatsiyalanadigan tuzilmalarning tasodifiy buzilishning ixtiyoriy shakliga reaktsiyasining aniq shaklini o‘rnatgan holda, quyidagilarni aniqlash mumkin: matematik kutish va chiquvchi jarayonning momentlari; korrelyatsiya funktsiyalari; spektral zichliklar, ya’ni o‘rganilayotgan dinamik jarayonlarning barcha ehtimollik va statistik xususiyatlarini o‘rnatish mumkin.

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Teglar

# задачи Коши# mathematical expectation# математическое ожидание# integro-differential equation (I# matematik apparat# mathematical apparatus# Cauchy problems# seismic impact# seismic resistance theory# Integro-differensial tenglama (I# Koshi masalalari# matematik kutish# seysmik ta'sir# seysmik qarshilik nazariyasi# математический аппарат# сейсмические воздействие# теория сейсмостойкости

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Foydalanilgan adabiyotlar

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14. Badalov F. B., Abdukarimov A., Response of hereditarily deformable systems to random effects. FAN. 2011.202 p. 15. Abdukarimov A., Shodmanov G. Non-stationary response of a hereditarily deformed structure to seismic impacts. Bulletin of Tashkent State Technical University No. 3 2013. Tashkent 2013. pp. 7-12. 16. Abdukarimov A. Solution of the problem of random oscillations of hereditarily deformable systems with a finite number of degrees of freedom. Problems of Mechanics. No. 1, 2009, pp. 6-9. 17. Abdukarimov A. Numerical solutions of the problem of random oscillations of hereditarily deformable systems. Problems of Mechanics. No. 1, 2009, pp. 59–63. 18. Rashidov T.R. Dynamic theory of seismic resistance of complex systems of underground structures. Tashkent: FAN. 1973. 179 p.

14. Badalov F. B., Abdukarimov A., Response of hereditarily deformable systems to random effects. FAN. 2011.202 p. 15. Abdukarimov A., Shodmanov G. Non-stationary response of a hereditarily deformed structure to seismic impacts. Bulletin of Tashkent State Technical University No. 3 2013. Tashkent 2013. pp. 7-12. 16. Abdukarimov A. Solution of the problem of random oscillations of hereditarily deformable systems with a finite number of degrees of freedom. Problems of Mechanics. No. 1, 2009, pp. 6-9. 17. Abdukarimov A. Numerical solutions of the problem of random oscillations of hereditarily deformable systems. Problems of Mechanics. No. 1, 2009, pp. 59–63. 18. Rashidov T.R. Dynamic theory of seismic resistance of complex systems of underground structures. Tashkent: FAN. 1973. 179 p.

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