mR2. (3.19)
Inersiya momentining birligi XBS da 1kg*m2
Endi aylanma harakat dinamikasining asosiy tenglamasini shunday yozish mumkin:
M I I , (3.20)
bu yerda - burchak tezlanish.
Ko’rilgan (3.20) ifoda aylanma harakat uchun Nyutonning 2-qonunini ifodalaydi. Biz uchun yangi
L I . (3.21)
ifodani (3.20) ga qo’ysak,
M![](data:image/png;base64,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) . (3.22)
ni hosil qilamiz. Bu yerda L kattalik impuls momenti deb ataladi. Ko’rilgan (3.22) ifoda qattiq jismning aylanma harakatining asosiy tenglamasidir. Qattiq jism biror o’qqa nisbatan aylanganda uning kinetik energiyasi quyidagiga teng bo’ladi:
Eayl![](data:image/png;base64,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) (3.23)
Endi qattiq jismning yassi harakatidagi kinetik energiyasini shunday yozamiz:
Ekin Eayl Eilg![](data:image/png;base64,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) ![](data:image/png;base64,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) ![](data:image/png;base64,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) . (3.24)
Bu ifodaning ma’nosi shuki, qattiq jism yassi harakatining kinetik energiyasi uning ilgarlanma harakati va aylanma harakatlarining kinetik energiyalarinig yig’indisiga teng.
Do'stlaringiz bilan baham: |