 | 1836 - عدد الصفحات: 650
...moving with a velocity nearly umform. 2nd, The velocity of the propagation of such waves is equal to that which would be acquired by a heavy body, in falling through a space equal to half the depth of the fluid. 3d, The length of such a wave is nearly constant for... | |
 | Thomas Antisell - 1852 - عدد الصفحات: 728
...According to the theory of hydrostatics, the velocity with which water issues from an orifice is equal to that which would be acquired by a heavy body in falling through a height equal to the difference between the levels of the orifice and the fountain head ; whence,... | |
 | G.P. Putnam & Co - 1852 - عدد الصفحات: 728
...According to the theory of hydrostatics, the velocity with which water issues from an orifice is equal to that which would be acquired by a heavy body in falling through a height equal to the difference between the levels of the orifice and the fountain head ; whence,... | |
 | Jeremiah Joyce - 1852 - عدد الصفحات: 606
...cannot always play to the same height. The velocity with which water issues from an orifice is equal to that which would be acquired by a heavy body in falling through a height equal to the difference between the levels of the orifice and the fountain head, the principal... | |
 | William Thomas Brande, George William Cox - 1875 - عدد الصفحات: 968
...According to the theory of hydrostatics, the velocity with which water issues from an orifice is equal to that which would be acquired by a heavy body in falling through a height equal to the difference between the levels of the orifice and the fountain head; whence, if... | |
 | 1876 - عدد الصفحات: 676
...A wave of any form, subject to the above conditions, is propagated unchanged, and with the velocity which would be acquired by a heavy body in falling through half the depth of the canal. The velocity of propagation here referred to is of course relative to the undisturbed... | |
 | 1876 - عدد الصفحات: 608
...A wave of any form, subject to the above conditions, is propagated unchanged, and with the velocity which would be acquired by a heavy body in falling through half the depth of the canal. The velocity of propagation here referred to is of course relative to the undisturbed... | |
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... wave is great in comparison with the depth of the canal, and when the maximum height of the wave is small in comparison with the same quantity, was given long ago by Lagrange, and is now well known. A wave of any form, subject to the above conditions,... 