Без кольца:
|
, сек-1
| 6,631
| 6,695
| 6,745
| 6,674
| 6,638
| 6,68 0,13
|
, сек-1
| 6,631
| 6,695
| 6,745
| 6,674
| 6,638
| 6,68 0,13
| T, сек
| 0,947
| 0,938
| 0,931
| 0,941
| 0,946
| 0,940 0,013
|
, сек
| 17,72
| 17,5
| 17,53
| 17,85
| 17,63
| 17,65 0,19
| Iд*10-3, кг*м2
| 11,0
| 10,3
| 9,8
| 10,4
| 10,4
|
![](data:image/png;base64,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)
| ВЫВОД: Выполнив данную лабораторную работу, мы провели исследование динамики колебательного движения крутильного маятника. Во время этого исследования экспериментальным путем был получен ряд данных, на основании которых мы рассчитали период колебаний маятника без кольца и с кольцом, время затухания маятника, собственную частоту его колебаний, а также экспериментальный момент инерции диска маятника. |