 | William Marrat - 1810 - 512 str.
...multiplied into the distance of the centre of gravity from the centre of motion, the quotient will be the distance of the centre of oscillation from the point of suspension. Let BD (fig. 204.) represent an orthographic projection of the body upon a plane perpendicular to the... | |
 | William Enfield - 1811 - 476 str.
...each side be equal. If the pendulum be an inflexible rod, every where of equal size, it is found, that the distance of the centre of oscillation from the point of suspension is two-thirds of the length of the rod. If, whilst a pendulum is in motion, it meets with an obstacle... | |
 | Charles Hutton - 1815 - 686 str.
...glass be made exactly to balance the expansion and contraction of the pendulum rod, so as to preserve the distance of the centre of oscillation from the point of suspension invariably the same. Mr. Graham made a clock of this kind, and compared it with one of the best of... | |
 | Olinthus Gregory - 1815 - 604 str.
...of these centres in various bodies. Previous to this, however, we may here shew how ' 307. To find the distance of the centre of oscillation from the point of suspension experimentally. Suspend the body proposed very freely by the given point, and make it vibrate in small... | |
 | Charles Hutton - 1816 - 618 str.
...counting the number of vibrations it makes in any time, as a minute, by a good stop watch ; and let that number of vibrations made in a minute be called n...Then shall the distance of the centre of oscillation, be so = -- na inches. For the length of the pendulum vibrating seconds, or 60 times in a minute, being... | |
 | Thomas Leybourn - 1817 - 456 str.
...5:2:: 3-1416лг : •5236л;* :: 6 : x = 2'4. And, from Dr. Hutton's Dictionary, то!. 1, page 268, the distance of the centre of oscillation from the point of suspension will be found = 9-8 inches. Therefore д/9-8 : \/39% :: 60 : 120 the number of vibrations made in one... | |
 | 1819 - 444 str.
...the centre of oscillation, and the vibrations in both positions will be performed in equal times. Now the distance of the centre of oscillation from the point of suspension, depending on the figure of the body employed, if the arrangement of its particles be changed, the place... | |
 | 1819 - 808 str.
...centre of oscillation, and tlie vibrations in both positions will be performed in equal times. Now, the distance of the centre of oscillation from the point of suspension, depending on the.figurc ef the body employed, if the arrangement of its particles be changed, the place... | |
 | 1819 - 792 str.
...centre of oscillation, and the vibrations in both positions will be performed in equal times. Now, the distance of the centre of oscillation from the point of suspension, depending on the//£we of the body employed, if the arrangement of its particles be changed, the place... | |
 | Charles Hutton - 1822 - 680 str.
...counting the number of vibrations it makes in any time, as a iniiiute, by 3 good stop watch ; and let that number of vibrations made in a minute- be called' n : Then shall the ,. , f ,1 vf •'•II V-' t 140850. -, distance of the centre of oscillation, be so = — — .. —... | |
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Now the distance of the centre of oscillation from the point of suspension... 
