Жауабы: Mz=-0,1 Н·м.
2 есеп. Радиусы 20 см, инерция моменті 0,15 кг·м2, тұтас цилиндрлік валға ұшына 0,5 кг жүк байланған жіп оралған. Барабан айналғанға дейін жүктің еденнен ара қашықтығы 2,3 м (1 сурет). Табу керек: а) жүктің еденге дейінгі түсу уақытын; б) жіптің керілу күшін; в) жүктің еденге соғылған кездегі кинетикалық энергиясын
Берілгені: R=0,2 м; Jz=0,15 кг·м2; m=0,5 кг; h=2,3 м.
Табу керек: t, T, Eк.
Шешуі
Энергияның сақталу заңы бойынша
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осыдан
жүктің еденге түсу уақыты: ![](data:image/png;base64,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) .
Айналмалы қозғалыс динамикасының теңдеуі ![](data:image/png;base64,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) осыдан жіптің керілу күші
сонда .
Жүктің еденге түскен кездегі кинетикалық энергиясы:
Достарыңызбен бөлісу: |